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<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S12026_V-65650186_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-65650186_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-65650186_daa" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12026_V-65650186_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-65650186_daa" unitRef="pure">6.98</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-65650186_daq" unitRef="pure">8.29</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-65650186_dpq" unitRef="pure">-1.21</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-65650186_dpq2" unitRef="pure">0.08</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-65650186_dpq3" unitRef="pure">3.93</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-65650186_dpy" unitRef="pure">8.71</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-65650186_dpy2" unitRef="pure">11.35</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-65650186_dpy3" unitRef="pure">14.35</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-65650186_dpy5" unitRef="pure">20.13</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-65650186_daq" unitRef="pure">-1.30</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-65650186_dpy" unitRef="pure">-2.40</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-65650186_dly3" unitRef="pure">-3.55</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-65650186_daq">2026-06-01</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-65650186_dpy">2026-03-19</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-65650186_dly3">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-65650186_daq" unitRef="pure">2.84</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-65650186_dpy" unitRef="pure">2.84</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-65650186_dly3" unitRef="pure">3.83</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-65650186_daq">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-65650186_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-65650186_dly3">2023-11-14</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-65650186_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-65650186_daa" unitRef="pure">12.69</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-65650186_daq" unitRef="pure">11.83</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-65650186_dpq" unitRef="pure">13.47</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-65650186_dpq2" unitRef="pure">6.83</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-65650186_dpq3" unitRef="pure">8.46</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-65650186_dpy" unitRef="pure">11.03</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-65650186_dpy2" unitRef="pure">10.76</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-65650186_dpy3" unitRef="pure">14.26</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-65650186_dpy5" unitRef="pure">9.84</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-65650186_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-65650186_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-65650186_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-65650186_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-65650186_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-65650186_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-65650186_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-65650186_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-65650186_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-65650186_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-65650186_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-65650186_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-65650186_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-65650186_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-65650186_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-65650186_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-65650186_dpy5" unitRef="pure">0.02</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-65650186_da">STOXX GLOBAL REAL ESTATE</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-65650186_daa" unitRef="pure">13.36</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-65650186_daq" unitRef="pure">14.62</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-65650186_dpq" unitRef="pure">12.08</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-65650186_dpq2" unitRef="pure">9.58</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-65650186_dpq3" unitRef="pure">10.09</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-65650186_dpy" unitRef="pure">12.70</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-65650186_dpy2" unitRef="pure">13.70</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-65650186_dpy3" unitRef="pure">15.84</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-65650186_dpy5" unitRef="pure">10.65</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-65650186_daa" unitRef="pure">9.62</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-65650186_daq" unitRef="pure">9.62</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-65650186_dpq" unitRef="pure">9.62</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-65650186_dpq2" unitRef="pure">9.16</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-65650186_dpq3" unitRef="pure">9.86</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-65650186_dpy" unitRef="pure">9.16</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-65650186_dpy2" unitRef="pure">12.43</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-65650186_dpy3" unitRef="pure">12.20</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-65650186_dpy5" unitRef="pure">9.60</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-65650186_daa" unitRef="pure">1.19</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-65650186_daq" unitRef="pure">0.60</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-65650186_dpq" unitRef="pure">0.59</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-65650186_dpq2" unitRef="pure">0.61</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-65650186_dpq3" unitRef="pure">0.61</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-65650186_dpy" unitRef="pure">2.41</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-65650186_dpy2" unitRef="pure">2.43</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-65650186_dpy3" unitRef="pure">2.44</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-65650186_dpy5" unitRef="pure">2.44</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-65650186_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-65650186_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-65650186_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:Patrimonio decimals="0" contextRef="FIM_S12026_V-65650186_ipy2" unitRef="euro">745493</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_S12026_V-65650186_ipy3" unitRef="euro">729623</iic-com:Patrimonio>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">30.8899</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-65650186_ipy2" unitRef="euro">27.9928</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-65650186_ipy3" unitRef="euro">24.7656</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S12026_V-65650186_da" unitRef="pure">0.37</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S12026_V-65650186_daa" unitRef="pure">0.37</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-65650186_da" unitRef="pure">0.37</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-65650186_daa" unitRef="pure">0.37</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S12026_V-65650186_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
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<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-65650186_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-65650186_daa" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12026_V-65650186_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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<iic-fim:RentabilidadClaseFIM>
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<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-65650186_daq" unitRef="pure">8.69</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-65650186_dpq" unitRef="pure">-0.84</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-65650186_dpq2" unitRef="pure">0.46</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-65650186_dpq3" unitRef="pure">4.32</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-65650186_dpy" unitRef="pure">10.35</iic-com:RentabilidadIIC>
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<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-65650186_dpy3" unitRef="pure">16.08</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-65650186_dpy5" unitRef="pure">21.81</iic-com:RentabilidadIIC>
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<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-65650186_daq" unitRef="pure">-1.30</iic-com-fon:RentabilidadMinimaValor>
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<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-65650186_daq">2026-06-01</iic-com-fon:RentabilidadMinimaFecha>
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<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-65650186_dly3">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-65650186_daq" unitRef="pure">2.85</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-65650186_dpy" unitRef="pure">2.85</iic-com-fon:RentabilidadMaximaValor>
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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-65650186_daq">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-65650186_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-65650186_dly3">2023-11-14</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-65650186_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
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<iic-fim:MedidasRiesgoFIM>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-65650186_daq" unitRef="pure">11.82</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-65650186_dpq" unitRef="pure">13.47</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-65650186_dpq2" unitRef="pure">6.85</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-65650186_dpq3" unitRef="pure">8.46</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-65650186_dpy" unitRef="pure">11.03</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-65650186_dpy2" unitRef="pure">10.77</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-65650186_dpy3" unitRef="pure">14.26</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-65650186_dpy5" unitRef="pure">9.84</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-65650186_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-65650186_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-65650186_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-65650186_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-65650186_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-65650186_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-65650186_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-65650186_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-65650186_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-65650186_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-65650186_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-65650186_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-65650186_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-65650186_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-65650186_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-65650186_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-65650186_dpy5" unitRef="pure">0.02</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-65650186_da">STOXX GLOBAL REAL ESTATE</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-65650186_daa" unitRef="pure">13.36</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-65650186_daq" unitRef="pure">14.62</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-65650186_dpq" unitRef="pure">12.08</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-65650186_dpq2" unitRef="pure">9.58</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-65650186_dpq3" unitRef="pure">10.09</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-65650186_dpy" unitRef="pure">12.70</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-65650186_dpy2" unitRef="pure">13.70</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-65650186_dpy3" unitRef="pure">15.84</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-65650186_dpy5" unitRef="pure">10.65</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-65650186_daa" unitRef="pure">9.50</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-65650186_daq" unitRef="pure">9.50</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-65650186_dpq" unitRef="pure">9.50</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-65650186_dpq2" unitRef="pure">9.05</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-65650186_dpq3" unitRef="pure">9.72</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-65650186_dpy5" unitRef="pure">9.43</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-65650186_dpy3" unitRef="pure">0.92</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-65650186_dpy5" unitRef="pure">0.97</iic-com:RatioTotalGastos>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">600003.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">5.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">600003.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">5.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">ES0105025003</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|MERLIN PROPERTIES SOCIMI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-65650186_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">398840.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">3.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">111870.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">1.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">ES0105066007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|CELLNEX TELECOM SAU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-65650186_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">288015.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">2.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">ES0105122024</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|METROVACESA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-65650186_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">339000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">3.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">336960.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">3.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">ES0176252718</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|SOL MELIA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-65650186_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">571050.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">5.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">ES0105251005</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|NEINOR HOMES SLU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-65650186_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">164500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">1.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">146300.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">1.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">ES0105287009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|AEDAS HOMES SAU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-65650186_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">71700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">ES0105389003</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|ALMAGRO CAPITAL SOCIMI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-65650186_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">178400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">1.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">208505.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">2.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">ES0105407003</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|MILLENIUM HOTELS REAL ESTATE S</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-65650186_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">60000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">0.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">83386.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">0.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">ES0154653911</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|INMOBILIARIA DEL SUR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-65650186_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">482730.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">4.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">580000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">5.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">2194520.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">20.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">1826736.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">17.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">2194520.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">20.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">1826736.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">17.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">2194520.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">20.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">2426739.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">23.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">BE0003878957</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|VGP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-65650186_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">126300.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">1.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">147750.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">1.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">AU000000SRV5</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|SERVCORP LTD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.AUD contextRef="FIM_S12026_V-65650186_da">AUD</dgi-lc-int:Xcode_ISO4217.AUD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">712419.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">6.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">697456.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">6.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">BE0003851681</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|AEDIFICA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-65650186_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">353000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">3.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">202500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">1.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">BE0974349814</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|WAREHOUSES DE PAUW</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-65650186_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">136772.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">1.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">137144.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">1.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">DE000A0HN5C6</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|DEUTSCHE WOHNEN AG-BR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-65650186_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">93600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">0.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">103500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">1.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">DE000PAT1AG3</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|PATRIZIA IMMOBILIEN AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-65650186_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">242865.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">2.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">256410.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">2.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">FR0010241638</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|MERCIALYS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-65650186_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">527400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">4.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">496800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">4.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">FR0010481960</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|ARGAN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-65650186_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">193280.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">1.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">211200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">2.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">GB0006928617</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|UNITE GROUP PLC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_S12026_V-65650186_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">279436.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">2.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">175123.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">1.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">GB00B5ZN1N88</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|SEGRO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_S12026_V-65650186_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">223660.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">2.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">181656.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">1.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">GB00BG49KP99</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|TRITAX BIG BOX REIT PLC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_S12026_V-65650186_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">149986.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">1.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">139559.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">1.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">IE00BJ34P519</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|IRISH RESIDENTIAL PROPERTIES</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-65650186_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">466400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">4.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">375200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">3.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">IL0001260111</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|GAZIT GLOBE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-65650186_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">32099.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">0.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">JE00BYVQYS01</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|IWG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_S12026_V-65650186_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">365324.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">3.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">450886.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">4.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">NL00150006R6</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|CPT NV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-65650186_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">399048.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">3.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">349414.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">3.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">US12504L1098</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|CBRE GROUP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-65650186_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">589556.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">5.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="euro">684154.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ipy" unitRef="pure">6.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-65650186_ia">US2538681030</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-65650186_ia">Acciones|DIGITAL REALTY TRUST INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-65650186_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="euro">235814.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-65650186_ia" unitRef="pure">2.19</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-65650186_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12026_V-65650186_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12026_V-65650186_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12026_V-65650186_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12026_V-65650186_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12026_V-65650186_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12026_V-65650186_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12026_V-65650186_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12026_V-65650186_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12026_V-65650186_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12026_V-65650186_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12026_V-65650186_da">No aplica</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12026_V-65650186_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12026_V-65650186_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12026_V-65650186_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12026_V-65650186_da">true</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12026_V-65650186_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12026_V-65650186_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12026_V-65650186_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12026_V-65650186_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-65650186_da">d.)   Durante el periodo se han efectuado operaciones de pacto de recompra con la Entidad Depositaria por importe de medio 0,5011 millones de euros en concepto de compra, el 4,63% del patrimonio medio, y por importe medio de 0,5021 millones de euros en concepto de venta, que supone un 4,64% del patrimonio medio.

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 853,87 euros, lo que supone un 0,01% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12026_V-65650186_da">1. SITUACION DE LOS MERCADOS Y EVOLUCI&#211;N DEL FONDO.
  
 a) Visi&#243;n de la gestora sobre la situaci&#243;n de los mercados.
 Los mercados se enfrentan a inquietudes principales como la inflaci&#243;n, el crecimiento, la geopol&#237;tica y el alto endeudamiento global. La reacci&#243;n impredecible de la mayor potencia mundial, junto con decisiones inconsistentes, incrementa la volatilidad y dificulta la visibilidad.
 La inflaci&#243;n est&#225; repuntando, en parte por el conflicto en Ir&#225;n, lo que afecta las expectativas de relajaci&#243;n monetaria y eleva la incertidumbre en las curvas de tipos de inter&#233;s.
 Las tensiones internacionales y el endeudamiento global constituyen riesgos importantes para la estabilidad, generando presiones proteccionistas e inflacionistas.
 El sector inmobiliario en Europa permanece plano, mientras en EE.UU. el comportamiento fue relativamente mejor. Por subsectores, en Europa, residencial contin&#250;a d&#233;bil, oficinas repunta algo y comercial e industrial siguen fuertes.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Tras abordar la deficiencia log&#237;stica e industrial del fondo durante el a&#241;o 2025, ahora incrementamos la exposici&#243;n en residencias estudiantiles e incorporamos Meli&#225; (sector hotelero) debido a su descuento sobre el valor neto de los activos (NAV). Adem&#225;s, aumentamos la posici&#243;n en Merl&#237;n como consecuencia de la reciente actualizaci&#243;n referente al desarrollo de centros de datos.
  
 c) &#205;ndice de referencia.
  
 La IIC se gestiona activamente conforme a sus objetivos y pol&#237;tica de inversi&#243;n, de forma que su gesti&#243;n no est&#225; vinculada ni limitada por ning&#250;n &#237;ndice de referencia, sino que toma como referencia el comportamiento del &#237;ndice en t&#233;rminos meramente informativos o comparativos. El Tracking error o desviaci&#243;n efectiva de la IIC con respecto a su &#237;ndice de referencia ha sido del 9,08% durante el trimestre y en los &#250;ltimos doce meses ha sido del 7,77%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 6,98%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 8,17%.
  
  
 d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC.
  
 Durante el periodo el patrimonio de la IIC ha registrado una variaci&#243;n positiva del 4% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 25 participes, lo que supone una variaci&#243;n del 4,76%.   La rentabilidad neta de la IIC durante el periodo ha sido del 6,98%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 1,19%. 
  
 e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestora.
  
  
 La IIC ha obtenido una rentabilidad neta en el periodo de un 6,98%, a su vez durante el mismo periodo el conjunto de fondos gestionados por GVC Gaesco Gesti&#243;n SGIIC, S.A. ha registrado una rentabilidad media durante el periodo del  5,70%.
 En el cuadro del apartado 2.2.B) del informe  se puede consultar el rendimiento medio de los fondos agrupados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 Hemos hecho posici&#243;n en Meli&#225;, Colliers y Unibail Rodamco y ampliado Xior, Unite group, Merl&#237;n, Aedifica, CTP Shurgard y Neinor. Hemos desecho totalmente la posici&#243;n en Aedas, Cellnex, Gazit y Gladstone Land.
  
  
 b) Operativa de pr&#233;stamo de valores.
  
             La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valores.
  
 c) Operativa en derivados y adquisici&#243;n temporal de activos.
  
 Durante el periodo el fondo no se han realizado operaciones en instrmentos derivados.  
  
  
 Durante el periodo se han efectuado operaciones de compra-venta de Deuda P&#250;blica con pacto de recompra (repos) con la distintas entidades por importe de 95,8 millones de euros, que supone un 4,9% del patrimonio medio.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 0,97%.
  
  
 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 12,65%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 13,35%. 
 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 4,58 d&#237;as en liquidar el 90% de la cartera invertida. 
  
 5. EJERCICIO DERECHOS POLITICOS.
  
 El ejercicio de los derechos pol&#237;ticos y econ&#243;micos inherentes a los valores que integran las carteras de las IIC gestionadas por GVC Gaesco Gesti&#243;n SGIIC se ha hecho, en todo caso, en inter&#233;s exclusivo de los socios y part&#237;cipes de las IIC. GVC Gaesco Gesti&#243;n SGIIC ejerce el derecho de asistencia y voto en las juntas generales que se celebran en Barcelona y Madrid de empresas que est&#225;n en las carteras de las IIC gestionadas, en especial de aquellas sociedades en las que la posici&#243;n global de las IIC gestionadas por esta entidad gestora fuera mayor o igual al 1 por 100 de su capital social y tuvieran una antig&#252;edad superior a doce meses. Adicionalmente, la Sociedad Gestora tambi&#233;n ejerce el derecho de asistencia y&#47;o voto en aquellos casos en que, no d&#225;ndose las circunstancias anteriores, el emisor se hubiera considerado relevante o existieran derechos econ&#243;micos a favor de los inversores, tales como primas de asistencia a juntas.
  
  
 6. INFORMACION Y ADVERTENCIAS CNMV.
 N&#47;A
  
  
 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A
 LAS MISMAS.
 N&#47;A
  
 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS.
  
 Durante el periodo la IIC no ha soportado costes derivados del servicio de an&#225;lisis.
  
 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS).
 N&#47;A
  
 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO.
 Durante el primer semestre de 2026, la inflaci&#243;n en las econom&#237;as desarrolladas ha mostrado un repunte, impulsada las tensiones en Ir&#225;n. El barril Brent se ubic&#243; por encima de los 90?usd, entre abril y mayo, lo que contribuy&#243; a presiones inflacionistas adicionales en la eurozona y Estados Unidos, s&#243;lo en mayo vimos</iic-com:ExplicacionInformePeriodico>
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