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<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32025_V-61333258_dpy">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32025_V-61333258_da">2025-07-23</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32025_V-61333258_dpy">2025-03-05</iic-com-fon:RentabilidadMaximaFecha>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:Patrimonio decimals="0" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">4518271</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_T32025_V-61333258_ipy" unitRef="euro">4778799</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_T32025_V-61333258_ipy2" unitRef="euro">4422768</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_T32025_V-61333258_ipy3" unitRef="euro">2052924</iic-com:Patrimonio>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">16.0748</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T32025_V-61333258_ipy" unitRef="euro">14.6674</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T32025_V-61333258_ipy2" unitRef="euro">13.4222</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T32025_V-61333258_ipy3" unitRef="euro">11.7971</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">0.19</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_T32025_V-61333258_daa" unitRef="pure">0.56</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">0.19</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_T32025_V-61333258_daa" unitRef="pure">0.56</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_T32025_V-61333258_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_T32025_V-61333258_daa" unitRef="pure">0.07</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_T32025_V-61333258_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_T32025_V-61333258_daa" unitRef="pure">9.60</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">2.30</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32025_V-61333258_dpp" unitRef="pure">6.12</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32025_V-61333258_dpq2" unitRef="pure">0.95</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32025_V-61333258_dpq3" unitRef="pure">2.82</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32025_V-61333258_dpy" unitRef="pure">9.28</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32025_V-61333258_dpy2" unitRef="pure">13.78</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">-1.15</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T32025_V-61333258_dpy" unitRef="pure">-3.38</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32025_V-61333258_da">2025-08-01</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32025_V-61333258_dpy">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">0.62</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T32025_V-61333258_dpy" unitRef="pure">1.69</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32025_V-61333258_da">2025-07-23</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32025_V-61333258_dpy">2025-03-05</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_T32025_V-61333258_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-61333258_daa" unitRef="pure">10.27</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">5.47</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-61333258_dpp" unitRef="pure">13.67</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-61333258_dpq2" unitRef="pure">10.25</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-61333258_dpq3" unitRef="pure">6.71</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-61333258_dpy" unitRef="pure">7.25</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-61333258_dpy2" unitRef="pure">8.24</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-61333258_daa" unitRef="pure">18.29</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-61333258_dpp" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-61333258_dpq2" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-61333258_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-61333258_dpy2" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-61333258_daa" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-61333258_dpp" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-61333258_dpq2" unitRef="pure">0.09</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-61333258_dpq3" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-61333258_dpy" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-61333258_dpy2" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_T32025_V-61333258_da">MERCADO MONETARIO 345PB</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-61333258_daa" unitRef="pure">0.23</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">0.25</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-61333258_dpp" unitRef="pure">0.27</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-61333258_dpq2" unitRef="pure">0.17</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-61333258_dpq3" unitRef="pure">0.01</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-61333258_dpy" unitRef="pure">0.01</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-61333258_dpy2" unitRef="pure">0.03</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-61333258_daa" unitRef="pure">5.37</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">5.37</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-61333258_dpp" unitRef="pure">5.49</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-61333258_dpq2" unitRef="pure">5.62</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-61333258_dpq3" unitRef="pure">5.39</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-61333258_dpy" unitRef="pure">5.39</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-61333258_dpy2" unitRef="pure">6.88</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-61333258_daa" unitRef="pure">0.87</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">0.31</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-61333258_dpp" unitRef="pure">0.29</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-61333258_dpq2" unitRef="pure">0.27</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-61333258_dpq3" unitRef="pure">0.30</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-61333258_dpy" unitRef="pure">1.22</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-61333258_dpy2" unitRef="pure">1.21</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-61333258_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_T32025_V-61333258_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_T32025_V-61333258_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_T32025_V-61333258_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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wY2QlNTc2s3LIMfJBB3AEA6G/+nq89S8K4pra+LypfKb/vfsKr3xYrLf82TkQVxB3EHQCAzqira+h64X8W6OTmf+0jS9apHkQu+SXH38xLys4r5likB+L+u4esXyO5Y8THx+vp6UlISBgaGpLXUG0b9h3EHQDonYPnPUYLK3e9fJ92dkuo2aD6r7mGd17sVXq2yBpDEPcuQaXXVlZW7969q62t9fLy0tLSarcMiDsAMAB8y7excMuycMnk5P9+zHhdfcMwHrm+M2aVgvWkOZqOXtGdlKmurV+0cc/EWeog7j0RdzKVlZUbNmwAcQcAxqOlpaXyW+1wPvngu09mrjOKikv97SYFxWV/zdnSdybtOeYyX8qsc8/94dPXrNwyOuZXQdx7Je4uLi6nT58ml0FCv3HjRmtr6+LiYhB3AKBfPAIfMk0lTTGdOEsDfVyrenCT9vHfbuXoHd3Xnd1GhxzP2wd3UuD8zWCZrccZdfpSP4l7WFiYvr5+dXU1ZWZZWZmtra2xsTFV4ZSUFKTsXl5eIO4AQPuERCauUz20YIPZUsJe9PGSU6icwSmqMs9fflLedY4yh3/59ikLdfrUMMsTrids/TspIKZ8UE7/FGO3Tt+Ku5+f35YtW8rLy9sWRnIvKSkJnjsA0C+3fGM0jC59yi7MzC36Tgqn/kFgxfbyiirKMtfcwkcK/RKpcY3Sga703vSGg+c9D5336qTAZp3jAeGPQdx7KO5ubm4aGholJe0sS/jt2zd7e3tDQ0MQdwCgX07bBZodvUX+mFdQwsolu83KjrLMkYs+Q3nkrrtH2BEjsJzZEsbJaZ/61LDjV/32nnTr6NvUtEz+FdtTX2cwduvgPBSScowjVWZNTQ05U0pKysLCIj8/H8QdAOgX82O3Tl0LoMw5etl3jqSxmPKBmtr6uvqGj9mFLJwyw3jklkpbDuWRnTCTNDplykKdnM99G4jx3M1gk46j1ozgU2DiIBQVlzF268AkJgAAesgscSMqDfUIfsjMRWDjlTc/fmsotyzS0BliRuOmqbDxyo0SUmbhkkFe/HA++b6O6HL11p0d+ztcKXviLI2ir+UM3zog7gAA9JBFm/cERjyhzAmLSRIS3bFK0ZqZg8C9RN9g73Xjw46mR5zF1Q7ZuUactA3gXqqPJL6vh6nYe5AW4Wv3q/qGRvQkwdjjZEDcAQDoFRyL9DJy2om/qLvnqpbplXY3Wa144M/Zmn1tmKv/ffXdF9v9KjuveOq/uoOhdUDcAQDoCdW19Sxcsk1Nzd3ayvCg/S7rm31tm3foI4VtZ9r9ytEr+o8ZaiDuIO4AwOBomV5eKb+PaiVSMoF3n1B1vBADY90CSFdoSlpGP/jgPSPo7tPNOu1Pp+JctFV55zkQdxB3AGBkvpRUDOWWY+OVT//0ud0CK+T2iSrsp8xZJrNXVMEaJQLCH2/UOkab+xV+P1lC3abdr8TVbUKinoG4g7gDACNz4Jwn5yK9lXL7/rdAu7m5nXeMCzear1E6gBLxz94mJKWjxMx1Rpjcb9A6uk6NRi/P0Khn86TM2v1qKcEyLvENiDuIOwB0jw9Z+XGJ6dfdI+jCWu4l+kY2jstl9zJxEKgWqi6rqPK7nSC8eudqJWuLE65/zdUSETP8a86WYTyy86XMVsrvHymo6BH0kDb3yy3gwd/ztNr9Ct2cXrzJBHEHcQeAzkA+IJUbuFzWioWTwMxJGD9DraTsG43bj9z2j1kFjxLfTp675VN24b7TxL0nXbGvnH3usXLJjBZSXrDBbCiPLEowcUhPWag7e50xcvOH8cghp76PllLqPc9efJjfgefOtXhruyN8QNxB3AHgPxZv2jN57i8eorjqoYUbzCxPuk6et2WrpS1NP2RkFrBw/hhyPne9qVfIIynNI6N+xoG54nx7wkyNUYJK3Mv0+VdsJ93Jnr7J/lycX1jCzEGYLraLlnct9XUm8tDb/WrCTPWvpZUg7iDuANA+C6TMpi7SHSGgOJRHrrScFCoLqaSkxhF2AcWXb7O/t07N72isd1s+F34VaBXQ/iTw7lP0nIGlF23eY3rEeaPWMbQ7FZWkSCGLN1vsPuj4+n3O3/O0NI0vUW745ywNbbMrtNw6bz7kCq/a2e5X6JmjvqERxB3EHQDaISH5HQuXDAsXYSnBknepwUnbAEmNw0s2WyDhmLZ6Fza3nhgQq7LrfFdqQ7cErsV6yInOzivut10wsXGaPE9rrcpB7KOtS7i60cVZ4kaCK3fcjyetLj197e6AiCfvM/KH8ypYn/Wg3Hb6GkPKeGE0yMesAt5lBm3z+3oRKBB3EHeAjrnle493qf4MMcNt+65/bx0nPmWhDnLhmTik/zdfm1ws+tGL+etNC7/8PjrVaCFl5O+z8cqPFFTsI5vHCCszcxAKikrJOcP5Ff6YoZb183bi4hfDxEFAf0gTd1rb19WRRLCqurayqgYZZnTIkb7aqO3i19hAfiT6Q0HcQdwBoF1GCioh4csr+BHL2sErGnnxizdbDOeTV9j+36zItHfZrNwyv5XF/MKSMdNUjGwcN+kcQ+Ke9PLTaGGldkcl9piMnEJ2fgW+5duSX/0ItKu04+yoX2OsI16+zY6Jf3HqWsBoYWU2XoW/5mhi+X63E9I/5tFXGxUUl02e+99Kfq8/5KAHo9inafFJ6cKrd4K4g7gDADV+dxKQiDdQjBq89+glNu570mxN3T3/rcn5PiOfmZNwwSGk8wpvEO9ia9QhRgkpD+dTQC52w6+jEnuJi9/9qf/qymw96RMWj+XMXLd79yGHdgsTA2NZuWXRs8gymb3020wlZd8oYwy8fp8zSlCJiVMaPZps1jkB4g7iDgDfORfrjSC9I82k7EJpt+TUhbo79v0SNcX6rLvNBe92C8fEv1zdOjnoyGUfctRcfYtra5QOTvlXF1vYCC/87zwm6J1cpbB/vcYRLEdIdAfSu3YLv3ibpW9pFxD+2P9OAv22WuW3GvT8Qf748OnrpQTL4MinAqI7yK8ZQNy/d2uxDsrM+Ph4PT09CQkJQ0PDjIwfi55UVlaamJisXbvW1NQUpUHcARpn/HQ1rsVbJdRJ5+F1t4iRgko3iZHtllTYdtbePYoyB7ntuw/+5yCH3XumuP0slj5yyYeNV+7sjaA/ZqgbHvzFiUYyhMQIx13A4t+etAvYvo8U4vxh4hv0fFBVXcvArVZX38DGK0/+GBjxBAs1U/ilrJTmJx/QoudOJe5WVlbv3r2rra318vLS0voxFvj69eunT59Gso7+ozSIOzBQPH6ePmGm+mhhFXE1m4UbzOsbGtuOkEMKiPz0G8S7WHDwdaqHVHZ1I+YUtsTo99Yo53MkTNapHmTmlKmtI73Z41mqz8oliz6iR4HnLz/9+qywFZP77gZcbJfyiqpFm/fsOe7iHfpI3uD08at+/8zXZuYg4FI5zdLS0sLEQSB/dPCM0jG/OtjO8L5dIJvsrW/YsAFLq6mpZWeTRgFnZWWhNIg7MFCYHHbiWWogJLpzpJDSSEHFFbL7Vinup5K80Khn6AYQdi9pvSapQ2O1ovXd2JSu/0RIVCIWWuuK8+0R/IoyW0/+M0/bPSj2e+tEVrOjLlomV5g5CVTzPI0OOf5vgfZYEZVhPHK9l+BX6TlDOKSPXvGJfZKGfnTsNBV0u3qW8p7h25eFS4Z89CyOuxr8urIriDs+4u7i4oL8dCwtISFRV0caBYz+ozRVyZSUFKTsyNMHcQf6GqFVO/eddg+NfjZGWGU4n/wscSM2XjnK14wFRaWjhZXXqdo8f/VptoTx+OlqTJyE9xn5Xf8JZ5+YP2drNDe3rFTYN5RHbtY6o7mSpshbR5nIYf+QmZ9fVNJ2OPa5m8HIktnixkiIu/VzVITfT14sbYHuTOinrU4RX77NmrJA558FOnkFXwdD+47gVyDfNSXVD5M7xBiGuMIvx1JfWT9PHTBxDwsL09fXr66ubivukpKS4LkDA8U4EVUkcy/eZCK1ZecnjVJnmkrgo5gmmvYu589ZGsUl5SjBwklANwB7j8huDVJMfZ3Js0z/WeoH9BPIkRwyVTorr1hG7yTnoq0snDIdrSPq6B3Nyi37nbTOkW4nqzz/Fhff++gmsX3f9b/na11zDc8vLBnGLYtyaDYgDL6gW2N55Q/Z2b7vhq3LHbrencbmludfSwhRD3h9A8e5ejE5uDE5ujE5EOXvxQ6MuPv5+W3ZsqW8/L+1aKFbBqAF0t5lD+dTQInsz8V/zFCPfZzmEfwwKOLpGIohFsjnxWKCt7S0SG05uv+Me3d/paTsG/L3Q6ISJTUO53wuTv+UhwVySXmdwUzRI0zFdeJdbBC6jrktup30eB+d0E2CRxYp+4Gf80t5l+mzcskMkiaeOEvjS0kFllbffdHV/z592V/X1Gyf/mFT1P1p/iFszu5Iyoc4uA2/5TnZw29WUFhITl5pXd2Adcu4ublpaGiUlJRQZtrZ2cELVWDAIQY+wLrRqRglqPT33C0V30jBVSxPuCrt6NWSPUjKh3LLyumf3vDrohaNjU0B4R0ONGxobMJmSBkdcvztMPlOOGHrP3GmOnJgycEpzY/dGi2kPEia+H/ztT8X/hAfad0TVOtJ0SAVDQ3X09+r3o+fRPQZ5uTO7EhkRmru7P4H0Vs1Js7tQ2ZOVVW3KsR5KCTlgEiqzJoa0gVTUVFhbGwsJiaG/sNQSGCgWKd6aJWiddt8fUu7cSKqyWmkkbubtI9rGF3s5Q9NnrtFVGH/BfueaPS+08Sjl317/NM7rW9S3RvO3AgcM01lkDQx5yI98nSBNUoHoh+9oDULc6uqPD5mLAi8/SfRd7iT5xAHIpODG6sjUdg/RD7m4cW0t80tvZqoDJOYgEEHcpzF1WxCohLb/VZa56Sj9z2UUNl1nhgQ28vfQmLKyiXzKj27Z643enro2e/WNzSOm6Zi/mt4r7sPUuh63mm34F+xjfw6euFG86c0MEAoq7Jqe/yTOQG3J3v4MbdKOZMjcayrj5BvsGRETFblt16qOYg7MNgZwa8wZKp02rv2BVdM+eAscaMp/+oijzsm/mUvf+v0tUBdc9vGHoUTuOJ8G3nfvy32LiM/+tGrlNeZlJno4WO0oBI2pn5wIrLGkNzEwqt2vvmQ288GIJ2O/pyvF/dkcUjEyFsemJqzOrmPc/Hm8g449eL1y5KyhuY+nG0A4g4MLlLSMtj5FDsZDmjnFrFK0ZqVm8CxSO9tvysCJU7e0Z1HhK+prb9JjBzGK880VVpC/TDlV3GJb5ZIWw7mhh4ppMTKLYu9U52yUCc3vz8GgN7OzbuUls7jHch+y4PV8Uc3yyhnr7Xh9w6nvIgrLGrpxyMA4g4MLnxvJ0xb3dkqQoERT6at2TmcT46Zg0B+Izcg+ITFyxuc7lC8BJSYphKQrI8UVLT3iKRaPcMzOE5h25nB3NAB4U/GTlO5cDOUmVOGiUM6vwj/pqxraoorLBYLj5ri6T/KxZPUzeLgxuzoNtHdd/XtKLOnSY0tLQN4BEDcgcGFm/8DVcPO1tBISEofI6yy96TbgJt6J+a5pMbhjr6dPE/rvH3wxFkaOmZXUEls1CaZXdY3O9/NwQB69rrlEzNX0uSaSzgu4RbK6usPp7xcGRbJ5RXA6kRyzIc4uI285cHhGbA4OCKhqLi2qYl2dh/EHRhcnLoWYH6ss1WEsJVFw+49G3BTPYJiuRbrt/sVkiosOEF5ZXV9Q2Pq60wRiseRKQu00S5YnXIb5G3Nt2zblAU6vZmbWlJffzntjXx07B+uPkOdiMwORGZH4shbnpPd/QwfJ8Z8LqihJTUHcQcGNSo7z9lc9OqkQEFxKY0MKYmKe8G3fFu7X+UVfKVc9endp8/MnIRZ63ZjHyfN0TQ96szYocG6gvCqXUwc0lstrnVDzevqQrJyF4eET3L3Ge7sMaS1pwXJ+qzAUO24BNcPn5oHtKcFxB0AqKmprW9oDfrIv2LbsSu+dGFzR6s8IylHzx/jp/8ywXu0kBI2vRZz6hsbm6DR50gYM3EQjDpYlgSjvKHhaCqpp4XTO5DlZ0/LGFcvfp9giYiY3KpqOlJzEHdg0IGccTZeeYO9dp9yCli4ZOgllHlWXjHnrwuBYqAHi1GCSoo7fultQI78cD5575BH9h6RlE79YGbBRjNmThnTI86UmUW1tRdetfa0uPkMxSaCOrqx3/KY7O6352lSQmFxXROD3BdB3AHG52NWwWghZSx018yffRe0T/HXij9na7TNX7zJYgS/wv3Hrygzb7hFsnLJLJa2EBLdOU5EFRodsWizBSu3rPGRW/cLCpaF3p3i5T/Z3fdHT4uz+0z/UK2HCbfoqqcFxB0AfiH2SZqQ6I5RQkrmR2/tOeZCL2Z/q6odKajUNl941U4mDkJdPfUEpUmzNdFX3Eu2Ug2LHGw0tbS4f8okRN1nv2g/5KbLkNaellEuXrw+QXw+wZdfv2VUNQdxBwYd7oGxSjvO0l03dHNzCzMndfBIJPfo+WOj9rG25cdMU0HlSb7qIcfB1sTxRV+sk1I5vAPYnT1YHN2Rb87m7M5q5zLS9NTB4PvVjY2D8LQHcQcYiqSXH6PiUjdoHW356Z1N/Vd3KLfsWlW6PJHYeOWpPPTxM1QfPH7d0p7veeyyn8K2MwIrdxT/DHXLwORUVek+ejzdP/RPoi/TjzgtblM8A9bcjtqXlNLYGnZ/mexeUYX9g/ZaAHEHGAp2AQUmDgL6y8v/WvSlzNblzjBeeT2La+H3k+lxd8ZPVyst/29B57KKqjHCKoOzZcvrScNaCNGxY129WH7M7Hcb70aKuuX5KbOotp2X5Mtk9q5ROgDiDuIO0D2kuDECikukLZHDi/6GTJWeskBby+Qy/e4R1ap4HkEPJ8xQHzwN6v7x07rwe5Pd/YY6ug9xcEOaPtTJY37wHaPHzyLy8n/bdW55wvXQeS8Q916JO1Uk965kdrTgKog70GN8wuKnrd6V+iaTe4k+EvfVigdYuGQGNj5ML6GMW4uJu5gyI7uiaWVlWg8TuL0CR9zybF1Gzm3ELQ8Bv2D9R0/TyyvgDB8wz71dvW4r7uC5A32Eq/99td0Xvrcufq2881x+USnSd7qezvPnbA2ORbrktUAvOobuOmDPSE2G2ub8qzeLQ8PHu3ozOxKRez7Myf1vdz/Ju/eCc3LhlAZxBwASJ2z9LY6TVrdobm5hjMn3SjvOsfHJk3tmkLKftguk9516WVqmGRvP4RFIWhrUwY3ZyW20i+e8oNtHkl9W1jfCaUzH4r5hw4aNGzdaW1sXFxeDuAM4skHrKC1Ec8QXnqX6n7ILsfTf87RNjzjRo3t+8VX6ktAISvd8imeAdNSDuMJCOG8ZRNwxysrKbG1tjY2NqfJTUlKQsnt5eYG4Az3qxNB09IpmsJ2auc7oxZvMqLiU41f9WLll285dok1elJZpxD4iuedOHmT3fE7QnUPJL8A9Z2RxR1RXV0tKSoLnDvSehsamlNcZyWmf2PkVGW/vlkhbxie9HcGnwMQhvVzWisbd88UhEeMo3PN/PP3BPR9c4v7t2zd7e3tDQ0MQd6D3uPjFMHPIjOBXWCG/j/H2bp3qoXnrTdn45Iu+lH/ILKAp27IrK7fFP+XxChr+X++51/yg20eT0wbnpFAGFHfRX/ltppSUlIWFRX5+Pog70AOUd5ybIWY4dppKS0uLwvazfMu3Ldy4R1zV5qrrHcbbWZmtJ0cLKaOdpRF7grNyJMPv/eXuy9Lqng91Iv7t7icVeT8mvwjOTIb13PECxH2Q8Co9W3DVToEV23cdcCgsLu/6huNF1IbzKzBzEEYLKy8jWCGf3fIkw646tEn7ODOnDBaMfkCoaWo6lvpqZkAYaZlQR9Is/+HOHkJ+IUZPkgqqa+A0BnEHcQeo2bHvxsRZ6n/N3cLEIT2MW27BBnNsPuH5m0EnrwV0tJXNBa/hfPKLNu0ZxivLwiXzz0JtVi6Z7LxiBhZ3gZXb+/lHX5aWqd1/xOVFGq2I3HNmB+Ifbt5LQsLt0z/AeQviDuIOtE/kwxfs/ArsAopI0/Ut7VBOfFL6gg1m46erMnMSmpqaVylZ/zlLIyb+Zdttsz8XM3NKjxBQUDO8MFJQaaSg4lBumdGtKxAxKmuUDiwhWPTDDzm8+7gs7O4fbj5Y5JahTu4cngHK9+ISv5TASQviDuIO/J6QqETuJQaT52rOljQpLa+i/GoEv4K07omxIqrD+RWM2sStDY5M3Hng5jwp08IvZejjKbuAOzHPGf5wXb11+7p7RF/UXFHfaPUsdXpAKGmuPymqInH0La8Z/iEHnr+orIdV+kDcQdyB7tDc3OIZHKe4/ewGrWPibcLw/jlbg4WTwLvM4Mglb2ObX2brVFbVDOORR99iAQaAnvGhvFL9QTynZwA2OxQ56ROJPmvDo/0zs+DggLiDuNMcXsFxnsEPad/OMdNUmDgIqxT277S+2W4BnqUGWADugPDHa1UPUn5F0Ds5ZYEOtHUPCM/LWx9xD4k4i9OP8S3/ePqpPnj0orQMDg6IO4g7TTNfymw1PcSt/nuBluFBexYu2QNnPdstwL9iu+L2MygRdPcpM6fMHzPUyDEdZ63bbe8ZBW3dRS69fvtvSPgYFy9sPhG7s4eQb7Dx02cl9fVwcEDcQdzpgz9mqjNNJdD+ijP1DY1svPJNTc1jp6mYHG4/QIrAyu0Ge+2w9N7Tbv/M11nVul8+ofGjhJSwrnagXWqamg4+fzHNL2SkM9aB7oaUfXFw+NW0dOg+B3EHcac/iAGxw/nkrc94CorupHFTl8tajWkd1nL4ondIVGJHxSgXkAuNfvbHDPWLTqFz1huPFFRqGRzrGned4tq63U+eCXgHsTl7kNaycCJOIPquvh0VmpsHBwcAcadvfMLiN+ucyC34ysIpQ+OmLpa2WKVg3a1NkJvPwkVg5iT9pX8EwSLxqZL0RpTDK2BYa0AuVkfiZHdf6cgH8UVf4OAAIO6Mw5nrgVgXx1Bu2QbaXpVirqTJsxfdngLzv3nacvqnB3krJxaXyNx78BfRl/XHG1H3fzwDNGLj08vL4RIAQNwZk006x/edcUeJyXO3FBTTdJf03/O0KJcD7SLcS7dqm10dhC0bkpO7NvzeRKIv6Y2ooxubsyefb9D2hKfFNTDjHwBxZ2hq60hxvacs1LnpfhclposZvkrPpllrm5tbWLhk6rsfyDvw7pPUN4NlCPaN9A8LQ+6MJYXMxZYP9ZzuH2qdlAoRFgEQ98FCYXEZK5fskKnSSDGx9eRWyu+7n/DKzi3iyCXfMzdobiW2vSddxwirwBtRKpBq26SkzgwIa50jSmRyJK1oMT84/Orrd3BwABB3Bscj8OE6VRuqzP8t0BJYsT0770tN7Y9hy7MlTI5e8VmwwVxQdMdIAdpaswI9XjBzyh6/4gvXG+nGXFNjEP+UzydweOuYRRZH0hCXNbejfDNgjigA4j6YWKd6iJVbtugL6dWZxXHX2/eSnr/8NIJf4UtJBWUxbbMrbLxyzJwynIv0WLlkmptpyEfmWrzV7OitxsbBO946tbRU+X7c3+7+Q53chzgQWZ2If7n7yt57+PTL1+8AQMviTrUiRyeZlZWVJiYma9euNTU1RWkQ9845aes/9V/dv+dr7z7kWFVTN4xHfpSgsotfzCbtY1Qlsz9/kdA4tMX0MiuXLJL+ZTJW+8940MhejJ+uVlL2bbC13e2cz+Lh0X8SfVkc3YY4uLE5uXN5BWrFPsnq4LQHANr13LuyzN7169dPnz6NZB39R2kQ984ZJ6LCLqCouuv8FefbianvJ8/RHM6n8McMtXWq7R+WuvrGNUoH/jdPm41Xfq0KTRy6hsamYTxyg6S33Tcze1loxHg3b2YHYusbUXcRv1CrZymwJDTA+OKupqaWnU0a1JGVlYXSIO6dM2m2ZkFx2f4z7ocvensGx8lsPblayZrjX73fOsLPXnxs2/M+IKv55BV8/d98bQZuo1vvPy4JjRjt6oUNcRnl4jnLP+zcqzcw6R8YXOIuISFRV1dH8jHr6lCaqnBKSgpSdi8vr/4Xd33LaxpGlwawJaxOEUOjn1HmNDU1D+WWbW5uOXcz2NjGaaX8vjXdiQ42WliZMhjLx6xCFi7ZV+9y+nmqp80F71GCSgx22Vx6/WZB8B0k6FgUl9EuXguD7lx9A0NcABD3VnGXlJSkEc997DRlJg5p/hXb3w3cHHeORXpsvHIj+BWKfs5Fyi8qnTx3C0o4eUdPnrdllJBSRGxy1ysUEt1xwtaP/DE+6e0wbjmmqQSmqdIBEY9/HOonaWv6OJyk0ModRjaO9H6d1Dc1nXzxakZA6EgXD2wd0TEu3stC77p+/AQiAoC40263DOcSPXuvSGZOwk5r+wFpBuSkD+eTF1M+yLfcIPzn6kI+YfHjp5MOUdDdp6zcMvOlTMkDH7vCFuNL5sdukT+etw+WUD/S0NAks/XUUoIllhkQ/gTtNbugYhF+s1uldY/zLduutvti7NPX30lTZ7Uyc4vo8dqobF2oaJp/CJszKYoLs6PbH67eK8PuBmblgnAAIO7UmXZ2drT2QhXpGhJWpJt7T7odG6Cx2NGPXkyYqYESqxWtVyn+CN5rcthJZutJlPAOjWPjle9unQ5e0asVSV75/YRXuflf16ke2qx7An188yGHmVMGe8Pp6BX972aLP2drWB53ffA4DZd9mTBT/c9ZGuz8iqxcsqxcMuh/A/0MgiyuqdkR/6R1EHrrQkVObn8SfdffjYnOywexAAajuIv+SieZFRUVxsbGYmJi6P9ADYXEJu5jZOQUMnESxk9XxXzbtut29g9rlA+slNuHEoERT1bK/xB3kTW79p4kosSLt1nb993obp23Y5LGiag2NjaPFFTSNr2yVuXg7XtJ2Fd/z9NCcl9VXbeMsHffaSK6o4wRVjHGo/ME6Ti6U0bFvWDjll+nZqNnaXvmeiCNXwOZld904h5P9fAfRhqE7sbqRJzk7isb8/A5LAwNgLjjS5+KO0HvJDvFMJKLDiFsvHLD+RRQ2s3/garh+QFpBg2jS/YekSShyS1i5iRg832Wy1rFPum5N418c7Snm3WOjxJSZuKQYeIgvP3woz9hutjuq863JdRtmDmk958mbtQ6ir7dc8yl9zuC9mLMNJWs3GImDmlaHv74oqRMISbuH09/1lZBH+rsPtXLX/V+/IdyGIQOgLjTp7jPEjdh45WX0LAJiSQNTVHYdmaz1gnkv6N0xIPkjsaP9zVIx8m9InzLDfzukF548q/Y9u7T595UK7BiOyuXzFKC1Z37zz2CY8nTVhW3nxGVtxJevXO95lHfsHhRhf18ywyUdpzt/Y4Irdq5Sef499bBObR2rsd+LpQIv4e8chZHIpMjcZiTB49PoH7c089V1SAEAIg7fYt7c3PzCD6F2eLGyKWdL2X6vXXWvsPPlTm9Qx/1/6C9lNeZvEsNWLlk37z/4VajG4yOme331rGMFd96qzvZn4vfZ1L3Fzt6RSNXfRiPXEFRKfr4ubDk7I3AsdNUer87yPi7sSm0c377fspZdSdqPCnOIpHJgTjC2UPAJ8jyaVJ5fQNc/ACIO32LO/Y2r66+4cGTtFfp2WNaJSwzp5iZgzB/vZmEug25J/p9Rj7n4q39uadNTc2jBEkvHnXNbet+TmJENxvkbv85S4OFq68WV2psbMrKLabMKS2vYhdQ6n34lzkSJs9fDfDoQNs36QuDw8eQBqGTBH3kLY9ZgWFHU1/VN8G8IgDEnVHEPTH1PSu3LPJShdfsGs6n4B4YK6V5BPtq8twt6CtB0R3JP8WopOwbNvSwf8jN/+p/58k4EdV7j15QKb622eUxwsqT52r152FHTzMsXLJ5Bb16izj1X93svOJ+PmGQah9LfSXiH0paG5o0CJ042sVrUWj49bcf4AoHQNwZU9wj7icLrNwxX8oc+emjBJXXaxzBBqUghFfvHMYrh3T/9Yccsqoiue+314Aj+BWYphI6mkO0QMp84Ubz/jzsUXEp/Mu32bqEi6wxtHONwMLE92Cnqmvq+sHaL3V1RgnPBH2DhzuR1oZmdiROcPNZefuuPwxCB4DBIO6ewXGK28+KKR+YJW48WlhZVv8UMSAW+6q5uaVtXFxcurk7wsn7npNXNPkj7zIDOf3TunvaX0NuhbzV8p/3oX5DfttpFcNzbDxyzJyEF28zuy24JRVow74z70N5pVpsXOva0KQhLixOxMkevpujHsQVFMGVDACDS9wvOITsPuiQ8/nLh6yC/y3QnjBTPT7pLb69Cseu+KLng66UXCZrNZRbjtyv3Xkg3EeJb+IS3/TzkUdPNuNEVHcdsF+jfMDokFN3N8/ILpw0RxNfkx4WFG2Kip1EbB3i4uCGZH2KR4DGQ1gbGgAGq7jPFjceN11Vy/TK8as/4qsskbaYMFOjoLizPmXh1TtDop42N3e1R6Kqpm4oj6zpEee2XzU0Nrn6/9gR37AEJk5ppqkEVi7Z+tbQjOihgbU1KBhNnQ2h0c/YBZXCop8ZWF1XM7yAZebmf+1iT0tKWsYscaPem+H5MVP0dtQENx/m1kjow509BXyDDROeldTXwxULAINd3McIK0+avQV54tv2Xe/6VmOnqQ6ZKv3qXVdXmvYIjJ0wQ41y+ijSwapWKVQ3vMjESaj8Rlqr3tn7nqTmkZS0TGRPVl5xS0tLfmHJHzPUaO1sePM+l4mDgG5Ldm4R+pZ231tn844SUtY07lK8zOhHL1YrWvfgd9GzzIVXb+YE3h7tQlp5jsmByO7iOTsg7FjKqzoY4gIAIO5kYp++HiWkpLj9DHKrcz5/6da2vMsMPmYVdKWkwd7rf87WmLF2N89SfSxHUt1mlKDyKgVS/ABZ/ZMTZ6lfcb6N0rrmVy2Ou6LEos17Js/TQj773/O00A/R2tnQ1NTsfyfh+893FSjx9kMuG6/8GGHS+NF2XzXf8rl3+KI3FineJyxe3uB0F3+rtK7e/GmSsF/IiFuerW9E3ca5ei8KDXdKhyEuAADi3gGOXlEr5fdJah6eulCnu9vOXGf04k1mV0qOFFT8a86W5FefhvHITRfbXVpeNYJffspCHQ2jS7rmtsgx37Dl2OS5W+7EPOf4V+/QeVKQepE1u4byyBketGfmlBktpEyzp0X4/WQJddKq3K/SswVFd6B7GKbybfuRxkxTYeGSOWcf/NcczWuu4VstrnVS7bvyctUHj/57I+roPsndb33EvfDcPLgUAQDE/feIrDFEKtPc3Fzf/bWHkHOdkJT+22JRcS9GC/9Q5806x1F6trjRSEElJOVIFifO1Jw0Z0v25y9sPHLoq+F8Cm9bI8VbnnAbK0IKUjZxpobM1lM0e1o8fv4OHQf09MPEIb1wo/kIfgX0OMLMQaj7dWInFr5mg9aRxZv3sJDWblVcLmtFVVVk3mepiJg/3X1+vBF1dp/i4a/24NHr0lK4/AAAxL0bIH8Zienj5+k9+/U1Sgeif51V1JYvpZUc/+pKahwm59wg3p0naaK841zq60zk+yP/HesO2qh1lGORPhMHgTxIBhs/zrloq47ZVZo9Ld58yBUS3TFKWPnveVuQrP8xUw09Z0yarfkp+5eIMUkvP46friauZoOeXdaqHlqjfKDoawXKv/b2/eKQiHGupKVEh5CWEvUU8gsxhjeiAADi3jNx1zK9bHbUGbmcRP/YHv/6xi1HNYwutM1fKb+Pc7FeXsFXUrePRxRyyc2O/rcUxss3mciHNT/m8iEzn4VThnIuT21dg8UJ6oCLBnuvuwU8oNnTIv1jHtqFP2aoz1y3W0zlkPLOs7PEjZdIWz5sXX+DTODdJ7zLDLLyvvyzWH9vYrKwXwj7LQ/SpH9H4qhbXguCwy/AUqIAQNfiThW0HaOystLExGTt2rWmpqbk0O1tI7zjJe5PU98jVR3WOgHn7Yee9+Fu1jk+ZKo0VWZhcSlS8z9mqM1fbzZj7e7xImpK289RFigt+8az1MDegxSD7J8FOqx9Fhamf6hvaBzOrzBT3GjxZos1Sj8GwPAt32Z40IFc5mN5pZhXKPtV558d6MSJbj6r7kQHZkEHOgAwludOpdfXr19vu+hSJ5reG3Hff8ZjygIdpKojBRUx57rHyGw9icSd6s0hMeDB/+ZrR9xPGSmgOE5EFbnwZRVVHdWwzcpuFA2/LO0i4uo25+2Ddfdc3Wr54x2p4UF7XTsf8QhS1FxWR1J/C4uD28hrLkoxD5OhAx0ABo+4t7tcah+J+2ghlbHCKhedQpk5ZXo5M0ha9wSqpKq6ljLTMzhOYdsZUsRgfoVte38zcP6Kcxj5XSsDYPs6fXFwxBgXL6ZWQR/h7MnvG2T65PnXuroBXLsKAIABE3cJCYm6OlK/M/qP0uQyGzZs2Lhxo7W1dXFxMS7i/vh5Ora4kmfww+F88r08Ihu0jrJyyRZ9Jc1uJ98nzt0MNrYhTcfXs7B18YvpvIb0j3m4rGo0UJTU15s8fi7sG8Lu0hpk0cFtjKv3gqA7W3zDN+oe+/WByf3wRW+4igBg8Iq7pKQk5VdlZWW2trbGxsZUNaSkpCBl9/Ly6pZ9gRGPZ60zxlR1p/XNXh6RdaqH2HjlM3IKC4pKkQuPjXLZZnWdHMaAIUktLVW+/+gfT7//OtCJvhIR98Jy/guy6OwTM+bXJxI5/dNHL/vCVQQA0C3zH9XV1VSK32PP3ck7uovz47vCx6wCvuXb0t5lZ+UVs3LLegbHoUxB0R2M1/9w7e375WF3/3AjrVI0pHUEOpdXoPr9R+86iMn1KbuQe4k+Zc74GepnrgfBVQQAg0vc7ezs2r5Qxfj27Zu9vb2hoSEu4m5zwXv/GXccD8ocCWPrs55JLz+OFVFZ1RosZbWi9W8Hv9M+WZWV2+Kf8voEjXD2aF3Uwm2Us9fsgLCDyamV9b+f7VX5rWaUkFJzc/OpawHo4/Z9N8ZMU6a12GcAAOAp7qK/gmVWVFQYGxuLiYmh/1RDIaWkpCwsLPLz83ER9xlrd2+zuo7jQZm2Zhcbr3zEg+R5UibY2kwiawxfpWfTYwMTP2asuRP9JylkLqm/Zaijx2R3P8nImIi8/B7Uhg7L4+R3zJwEUfn96zWOHL3sA5cQADC+544X3RL3gqLSsdNU8F23c4bYblZuWWJArMzWk5Nma6KcibM0ilvnXtI++TU1Rk+SBH1C2G+1Rlh0dEMJEb9Qk6fPCmtqeln5Pwt0brrfnS9lxsItw8TRjfCZAACAuHdP3MVUDiLl7UEMmU6YvsaQmVPGyMZJQf/0UG7ZxsYmVi4ZWu5/8PyUJR4e89fP4efo/ySi75o7UX4ZWfj+0LhpauiArFKwjnn00is4DvpkAADEvU/E/UNWvqjC/uDIp/gaICC6fZSQEqpZz8J2nIiqgsHZkYJK5OAwtMDbsjK9uCe83sEjfgRAdxtxy0PQL2hXQmJOVXXf/e6RS94aRpfKK6vhygEAEPc+FPeRgopMHNIv+6A3fKyIKnLe45Pe8i3ftlrR+rx98MC2U01T09HUlwuDw0nRuFrd86HO7pPd/dbeifbPhL4RAAAYSNxrauvZBRTR/76wIfDu09N2gchbJ6k8ByExZQBWkPDPypGKiPnL05c09tyRtJzFGFev+UG3Dye/6MrgFgAAQNzpUtw9gx8iz72vjQmOfHr2RnD/9Mm8KinXjH3E7x1EehfaOjUUJfh8gtRjH70uqYCTFQCAQSHup+wCtlpcpeujn1n5zfDxsxn+oaNcPJlb17IY6kScRPSTvHvPJwM6WwAAGJTiPm31Lt09dCbuRTU1e5+lzAoIG+fmzfJzZMtEos+ysIgzL1/Xw2LQAACAuG/SPo77OBnc+VbfZJPyalFw+ISfas7i5DbezXte0B2blBdldbAyEQAAIO6/skxmb1ziG1o7oBV1jcdS05aG3v3D1ZvVEQvC5TbaxWt2YJj50+efq2AQIQAAIO6/65ZJo4EZkkU1NfuTUucG3SGpuRMRC6k4xtVrekCoQcKTD+WVcJIBAADi3g1xnzx3S37RACwAlPntm2FC4uzAUFK/+Q81d0fpmQGhpk+eZVeCmgMAAOLeC3Fn45Wvq2/oB3telJRujX8sQhrT4sXcOkKR1ZE43sVnYfAd5LP3PmALAAAAiPsPir6UM3EQ+sgAn4+Z8tGx3N4BI295Mju4YWNa/nTzWRZ291jqy2/1MKYFAAAQ974R9yfJ72aJG+Pyc2/LykweP58TFDbBzWeoozs2e2i4s/s/nn6rwiJtX6fDCEUAAAapuFNFcseorKw0MTFZu3atqakpOZ57u5k9EHfLE64S6jY92OHqpiak12sjoqd6+rOT1qzABpu7j3f1FvEPNXj09GlxCZwWAACAuP8i8ZQfr1+/3nYlpnYzeyDuKjvPa5t1aQZTUHaucsxDYb+QsaSxiSQpZ24NcT7VK2Dj3XsO7z7WNzfDeQAAAIh7V8W93TVUO19YtevirrTjrHtgLFVmQ3Mz8UOG7L1YQb+QcT+HmTO1rg76p5vP4pAIy2cpGZXfoNUBAABx77m4S0hI1NXVoQT6j9KdZPZA3JdIW959nGb7+t36uzE83oFjXLyw+Z9MDsThTh5/En0WBYcbPXmWWPwV2hgAABD3vhJ3SUnJTjLJpKSkIGX38vL6rX0sF+2xDpYRtzwne/ituB25PynlPcwYAgAA6Gtx79NumZCX74qqYYA5AABAv4u7nZ1d23en7Wb2QNwBAACAPhd30V/BMisqKoyNjcXExNB/8qjHdjOpSE1NJaePHj16CAAAAOgmSDxx89wBAAAAOgLEHQAAAMQdAAAAAHHvHGxwZCd4eXk9wANc6gFjwBjYKTCGRoyhfHlJl5475dCaAa8HjAFjYKfAGDo692ha3Ltyd+q3esAYMAZ2Coyho3MP+twBAAAYEBB3AAAAEHcAAAAAxB0AAAAAcQcAAABA3AEAAAAQdwAAABB3AAAAAMQdAAAAAHEHAAAAQNwBAAAA+hf3mJiYyZMnz549Oy0tbfny5ezs7CtWrMjIyOj/SsCYfqjnl9NxCD4nJC71gDF9V0lubu7q1atHjRqFzpwenzO4VEJr9eBlDI2K+9y5c93d3X19fSdMmHDw4MHKysoDBw5ISUn1fyVgTF/Xw8bGpq6uLikpKSIiMmbMmCE/6a4xuNQDxvS1MeRNCASCiYlJRUXF3r17u3vO4FIJrdWDlzG0Lu4jRoyoqampra1FO4x2EuWUl5ePGzeu/ysBY/q6HldX18WLF+fk5PTSJcSlHjCmr40hbzh+/Pji4mKUKCsr6+45g0sltFYPXsbQurjPnDnz48ePlDuclZXFy8vb/5WAMf1QT2JiInoISEhI6OXzPi71gDF9Wgl5Q+T+97iTB5dKaK0evIyhdXEPCAjQ1NSkzNm6dSuRSOz/SsCYfqgHUVBQICoq6uLi0suzGZd6wJi+q2QIBb3Rwd5XQmv14GUMrYt7u3z79o1GKgFj+qKeuro6LS0t7GzujTG41APG9LUxjH010chO0aK4v3jxYvr06ePGjdPV1a2srOzZTQyXSsAYMAaMAWPoaKdoXdyXLl167ty5kpISGxub+fPnf/nypQf7iUslYAwYA8aAMXS0U7Qu7uzs7NXV1Vja3t5eRESkoKCgu/uJSyVgDBgDxoAxdLRTtC7us2fPfv78OfnjxYsXhYWFu7ufuFQCxoAxYAwYQ0c7ReviHhQUtHHjRsqco0ePdnc/cakEjAFjwBgwho52itbFHQAAAOgltCjuJSUl5ubmAgICo0aNGjlyJErs2bOntLS0/ysBY8AYMAaMoaOdonVxX716tY6Ozps3b2paQQn0UUxMrP8rAWPAGDAGjKGjnaJ1cR82bBi6j1Hd1tjY2Pq/EjAGjAFjwBg62in68Nzfvn2L3cRQAn1cs2ZN/1cCxoAxYAwYQ0c7Revi/vXrVzMzMwEBgZGtoIS5uTnVba1/KgFjwBgwBoyho52idXFvFwjnAsaAMWAMXRjzHWLLdAREwwBjwBgwhi6M+Q6xZboFRMMAY8AYMIYujPkOsWW6BUTDAGPAGDCGLoz5DrFlugVEwwBjwBgwhi6M+Q6xZboFRMMAY8AYMIYujPkOsWW6xbRp0w4cOPDy5csBrwSMAWPAGDCGjnaK1sX96dOnZmZm3NzcAgICVlZWycnJA1UJGAPGgDFgDB3tFK2LO5mkpCRLS0t+fn4eHp49e/YkJiYOVCVgDBgDxoAxdLRT3+llElNqaur+/fuFhYV7WQk6WL2sBEdjel8JGAPGMMDV1Pt6aOrI0E5z080MVVqYFNDjGshbodvyvHnz2NnZ//333x70rwUHB0+cOHH27NmvXr1asWLFiBEj5s6di+rsViV9EVy0l8en95XExMRMnjwZHZm0tLTly5ejI4yOT0ZGRs8MyM3NXb16NTo+qKoeVDJ27FgDA4Nnz5715iDg0tZ4NTetzRvC95SjheYuLy+3srISEhJCZowfP37p0qVBQUGM3C3TmybEa1IAGxuburq6pKSkiIjImDFjhvykW5UwMTE1NzejxIwZM65evVpdXX358mVkVXeNQVdmWCuo+W1tbbF60DXfrUr6IrjogIs7Ogju7u6+vr4TJkw4ePAgEo4DBw5ISUn17HcJBIKJiUlFRcXevXu7WwlWz7Fjx3h5eWfOnHnp0qWeRQjBpa3xam6amu+DyyVJa82Ndge1L2rlK1euoLuvv78/Hx8f0gpGE/chHdCtSvCaFODq6rp48eKcnJzeiNeUKVOwGztynTCrqqqqhg8f3t16hg0bVl9fX1dXh8xAFyrKQbUhn667leASXBSXZsKlEgQ6COiA1NbWom3RVYq5QshD7NnVjvS0uLgYJcrKyrpbCbmelpYW9DyhqqqKalBUVIyMjOz/tsaruWlqvg8ulyStNTdSA7IyIJVACaQYHBwcDCjuvffmcJwUkJiYiDymhISEHp9JFy5cQPdhdDc2MzMje2HoXt3degQFBe+0gk5HOzs7dM2j2ubMmdMDV673wUVxaSZcKkEgp+njx4+U22ZlZSFnqmfGIH+wN8ZQbYIkA7lg3W0mXNoar+amtXlDvb8kaa250XMM5rmj/+hkRjnoWR898YO4twO+kwKQfyEqKuri4tLjGnx9fZG7ge7q6LaMrltLS0vkWna3EqwfFrX9y5cvV6xYge726Grp7vt0vIKL0pS4BwQEaGpqUuZs3bqVSCT2+DECx6u9Z+DS1ng1N63NG8LlkqSp5katvHDhQqo3K7BAdj+BHpC1tLRwaUgAAOCS7HMvmQZtgiV9+7qePvI+elAPNFP/t/X3gXvvDQtk92dzwwLZg84YmhJ3aKb+b+sBFHdYILs/mxsWyB50xuA1QAWXeqCZ+toYmhrUBAtk97Ux9OG5w5K+fVQPXu8wcakHmqmvjaGp996wQHZfG0Pr4g5L+vZpPTQl7tBMfW0MTYk7LJDd18bQurhDkFIwBowBY+jCmO8Q8rdbQJBSMAaMAWPowpjvEPK3Z0CQUjAGjAFj6MKY7xDyt2dA+FYwBozB0RgGi7ILIX/pWNy/92Jkbi/jedKUMbjEBcUrOi4ukU7xOry4BFXuo3lDPTtb8Ar5i0uUXbxiVuMb2LaXVxNNNfdgmcSEyyHDK54nTRmDS1xQXKLjfscp0ilelwcuQZXxmkiCS0xavEL+4hJlF6+Y1bicwHhdTTTV3INlEhNe0y6wRO/jedKOMbjEBcUlOu53nCKd4jU7BpegynhNJMElJi1eIX9xibKLV8xqXE5gvK4mWmvuQTGJCd+RufjG8xxYY3CJC4pLdNzvOEU6xWsANS5BlXGcSNL7mLR4hfzFJcouXjGrcTmB8bqaaKq5B8skJrz0tO/ieQ6UMbjEBcUlOu73voxP0rOaex9UGd+JJL2MSYtXyF+8ouziErMalxMYr6uJppp7sExi6ju+fftGU/XAEWbsw4t7TFo4gemluWnhCDNsyF9aXtK3x5XQVHBRXI5M3x1eem8mOIH7+gTGa9gYLkcY3xXeaVfcGW9JX7yuDZoKLorLkem7w0vvzQQncF+fwHgNG8PlCONlDK2LO+Mt6cuQEVNxOTJ4NRPjBbaFE7ivT2C8ho3hcoTxMoY+PHdGWtKXISOm4nJk8GomxgtsCydwX5/AeA0bw+UI42UMrYs74y3py5ARU3E5Mng1E+MFtoUTuK9PYLyGjeFyhPEyhtbFHQAAAOglIO4AAAAg7gAAAACIOwAAAADiDgAAAIC4AwAAACDu7e8/AACMC4j7oBZ3uMMDAFzdIO7Q/AAAwNUN4g7NDwAAXN0g7tD8AADA1Q3iDs0PAO0gKioK5sHVDeI+BJeTNTQ0lDLnyZMn5DNYtA1U+Zs2bbK0tMzNzaXcXEdHZ926dVpaWvfv36esWVVVVU1NjerXEWvWrJGVlT106NCHDx8ov338+PGWLVvExMTQf5Tugf2dVILKbNu2rd3rtt29Fm2P3+5a20PUFdsoef78uYmJyfr169EhOnHiRNuFHQwNDSnr7MhCSnusrKzy8/Op8iUlJY2NjbOysvA6P0NCQlCbts1HmVRNhpd6tt22x7V1tOFvK6Qq0GMDQNxB3HEQd319/ebmZnIOusIpZa7zM7iiosLJyWnHjh3Yx48fP0pLS8fFxVVXV2dkZFBe22lpaRqtoARVPY2NjXl5eUQiccOGDe/evaOsKj4+HlWVkJCA0p8+fequ/Z1UgsqYm5vHxMS0K+7duuw72bW2h6grtlGCdufhw4dfv35FxVxcXNBHym8jIiJQzVQi3rnZ5eXlN27c2LVrF1U+qt/NzW3r1q14nZ/19fXohlRQUECZiT6iTPRV/4h7/3vueNkA4g7ijsPJeu3atcjISLIvef78+a6LOyYK4uLiZKcsODi43U3Onj3r7u6OFPzcuXMdXQmowL59+8hVBQUFkb8KDAy0sbHprv2dVILKoNsPcrfRraWX4v7bXaM8RF2xrSNqamrI9SAqKysVFBRycnK6Je6YPRISEm3zUf3okQvHU/TWrVtXr16lzLly5Qq6RaEEepQ5cODAxo0bpaSkrK2tyStWk+1paGhAhWVkZAgEAkqgj+QCYWFh8vLyq1at6rrnjlr5woUL6OdUVFTQYe+ordvmd7Rhu/a3+4yL7uJo25aWFiwHJZSVldGNvKMdBHEHccdN3NETupaWFnbyGRgYZGdnd13ckb44OjqirbCPSkpKxcXFbcujExddBsWtbNq0ifJCpSz2+fPnzZs3k6sqKioif4XS6JLorv2dVIKVQbrs4+PTG3H/7a5RHaKu2NYutbW16BZiaWlJzkH3Ei8vLyqTUBodQ3QPQMfE39+f/ExD5bnv3LmzreeO6id79LiAfgs9kVRVVWEfUQJ9xBbr0dbWTk5OrqurQ5mXLl06c+YMlT3occfU1BQ7sOh5BX0kF0AeAHqU6Va3jLOzM6rty5cvWG1dF/eONvyt/ZQf9fT0yGtiJCUlYY9HHe0giDuI+3/Nf+v9p67/tXv2W1lZxcbGxsfH79mz57e9z1T5lI/ea9eupXJAMO7fv29mZoal0QlN7ounuhLQpUJelYaqKpRu16ns3P5OKsHKlJaWKioqYsu9/3av27W5k11r9xB1xbZ2dxOBlDEvLw/LefPmzY4dO7BbWltRQ7Wlp6cjBSc7zmRj0K1o79696D7a1k5JScn379+344D7xnT9j2pb9CDl6emJpVECecFt60f3FeSJUx0fdKsjvwBAz1jI+SUXKCws7G6fO9qcsraui3tHG/7WfsqP6LGM3EVJfmLraAdB3EHc/2v+LbEJXf9r9+xH3oReK4mJiV3xYbF8pCxIa5Cv9/Dhw849dwsLi6ioKCwdGRlJdj/beu5Iv7rruXdi/289d4Sbm5udnV2PPffOd63tIeqx544UBHmRhoaG2Eek7OgZpXODUZ0bNmzo4kMYurOih5jdu3e3LbPF5HLX/6i2zc3NVVBQaGwFJcg3J3TvQe4qutNg95XVq1dT2YNudeSueZSgvCuTuzi6Lu5UtXVd3Dva8Lf2U35E3sP69evLWkEJzJnoaAdB3EHcceuWwRKarVB5gl3pwEUKIiMjgy2z2+5ACOQdI3+c0kNEH7FRH1T1E4lEa2vrjrqk2x160bn9nVRCKWpqamrIGeyBuHdx1ygPUVds60TfKfvKO3m8wEA3WvS7XW/K2tpayj59vNi/fz+6/6E7H7lxMY/47t27lZWVzc3N6H/bg9+J59711yHtOuCZmZmU2o1OACxdUlLSuedOuWFH9lO9CSDnHzlyxMvLCz27oETnOwjiDuKOs7h37r90vtXBgwdDQkK+t44AIRAIjx49wkbLYG8IkT948uRJyvKnTp3CerqxepqampDPjpQd+UHkbgGUQF58QkICqurx48coTTVQsiv2d1IJ5YZId9Al1wNx/+2utT1EXbGNEiSIqCTy7NAd4tKlS5R97u2aZGVlhZxKJFhIOExNTS9fvtx1z93Pzw89/eB+oqalpaFqdXV1KUcTobtOXFxcQ0NDfn7+gQMH2h58BwcHyi5pR0fH3oi7k5OTubn5l1ZQteT8nTt3uri4oLsaMgMdurZmdLRhR/ajdqQcTkrORw+X6urqyI0gd753tIMg7iDu/STuHfW5U5Z/9uwZWRSQTmHj3LW1tbEOaJRITU2lLI8+ojLk+tEjLTbOnWosYHx8PHLGxcTE0H+U7oH9nVRCWQb5+wYGBj3oc+9819o9RF2xjeogINuQQ62goHDu3DnkJP52f7HyyBNE8kF+8O9E3DHQJkjpsGXscWdHK5Q5T548QWKH9h3tl7+/f9tTC1mO7kyEVlDitzvyvb0x/pRjb86fP4+8B+QvBwcHk/ORC7J9+3a076gJkCfe1oyONuzIfnRr37BhQ9t60Dmm1Aq5T6mjHQRxB3GHGaoAgKdPA1c3iDs0PwCAuMPVDeIOzQ8AIO5wdYO4Q/MDAADiDs0PAABc3SDu0PwAAMDVDeJO+80PAAAskA3iDgAAANAB/wckmf2m54gSpAAAAABJRU5ErkJggg==</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionMinimaDescripcion contextRef="FIM_T32025_V-61333258_ia">300.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">1871701</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_T32025_V-61333258_ipy" unitRef="euro">1736203</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_T32025_V-61333258_ipy2" unitRef="euro">1819636</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_T32025_V-61333258_ipy3" unitRef="euro">2042355</iic-com:Patrimonio>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">15.9565</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T32025_V-61333258_ipy" unitRef="euro">14.5867</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T32025_V-61333258_ipy2" unitRef="euro">13.3817</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T32025_V-61333258_ipy3" unitRef="euro">11.7910</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">0.25</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_T32025_V-61333258_daa" unitRef="pure">0.75</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">0.25</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_T32025_V-61333258_daa" unitRef="pure">0.75</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_T32025_V-61333258_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_T32025_V-61333258_daa" unitRef="pure">0.07</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_T32025_V-61333258_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_T32025_V-61333258_daa" unitRef="pure">9.39</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">2.24</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32025_V-61333258_dpp" unitRef="pure">6.05</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32025_V-61333258_dpq2" unitRef="pure">0.89</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32025_V-61333258_dpq3" unitRef="pure">2.75</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32025_V-61333258_dpy" unitRef="pure">9.00</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32025_V-61333258_dpy2" unitRef="pure">13.49</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">-1.15</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T32025_V-61333258_dpy" unitRef="pure">-3.38</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32025_V-61333258_da">2025-08-01</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32025_V-61333258_dpy">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">0.61</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T32025_V-61333258_dpy" unitRef="pure">1.69</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32025_V-61333258_da">2025-07-23</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32025_V-61333258_dpy">2025-03-05</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_T32025_V-61333258_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-61333258_daa" unitRef="pure">10.27</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">5.47</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-61333258_dpp" unitRef="pure">13.68</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-61333258_dpq2" unitRef="pure">10.24</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-61333258_dpq3" unitRef="pure">6.72</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-61333258_dpy" unitRef="pure">7.25</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-61333258_dpy2" unitRef="pure">8.24</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-61333258_daa" unitRef="pure">18.29</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-61333258_dpp" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-61333258_dpq2" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-61333258_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-61333258_dpy2" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-61333258_daa" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-61333258_dpp" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-61333258_dpq2" unitRef="pure">0.09</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-61333258_dpq3" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-61333258_dpy" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-61333258_dpy2" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_T32025_V-61333258_da">MERCADO MONETARIO 345PB</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-61333258_daa" unitRef="pure">0.23</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">0.25</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-61333258_dpp" unitRef="pure">0.27</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-61333258_dpq2" unitRef="pure">0.17</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-61333258_dpq3" unitRef="pure">0.01</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-61333258_dpy" unitRef="pure">0.01</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-61333258_dpy2" unitRef="pure">0.03</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-61333258_daa" unitRef="pure">5.39</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">5.39</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-61333258_dpp" unitRef="pure">5.51</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-61333258_dpq2" unitRef="pure">5.64</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-61333258_dpq3" unitRef="pure">5.41</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-61333258_dpy" unitRef="pure">5.41</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-61333258_dpy2" unitRef="pure">6.90</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-61333258_daa" unitRef="pure">1.06</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-61333258_da" unitRef="pure">0.38</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-61333258_dpp" unitRef="pure">0.35</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-61333258_dpq2" unitRef="pure">0.33</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-61333258_dpq3" unitRef="pure">0.36</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-61333258_dpy" unitRef="pure">1.46</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-61333258_dpy2" unitRef="pure">1.42</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-61333258_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_T32025_V-61333258_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_T32025_V-61333258_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_T32025_V-61333258_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">4.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">327945.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">4.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">ES0L02601166</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-61333258_ia">Letras|ESTADO ESPA&#209;OL|1,600|2026-01-16</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">494080.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">6.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">494081.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">6.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">494080.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">6.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">494081.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">6.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">XS2979643991</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-61333258_ia">Bonos|INMOBILIARIA COLONIA|3,250|2030-01-22</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">100781.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">1.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">100331.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">1.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">100781.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">1.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">100331.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">1.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">920160.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">12.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">922357.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">11.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">ES0000012N43</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-61333258_ia">REPO|CACEIS|1,780|2025-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">600007.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">7.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">600007.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">7.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">920160.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">12.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">1522364.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">19.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">ES0105065009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-61333258_ia">Acciones|TALGO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">116682.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">1.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">125821.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">1.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">ES0105621009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-61333258_ia">Acciones|PROFITHOL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">1136.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">0.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">1338.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">0.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">ES0113860A34</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-61333258_ia">Acciones|BANCO DE SABADELL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">210834.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">2.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">ES0176252718</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-61333258_ia">Acciones|SOL MELIA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">222150.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">3.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">213300.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">2.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">ES0178430E18</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-61333258_ia">Acciones|TELEF&#211;NICA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">133740.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">1.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">ES0169350016</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-61333258_ia">Acciones|PESCANOVA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">1144.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">0.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">1193.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">0.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">341112.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">4.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">686226.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">8.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">341112.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">4.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">686226.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">8.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">ES0143562181</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">1.38</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">274540.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">3.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">PTCOR0AE0006</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">72000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">1.01</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">79200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">1.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">NL0015001KT6</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">179700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">2.51</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">162400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">2.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">BE0003789063</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">61650.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">0.86</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">61950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">0.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">DE0005552004</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">75880.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">1.06</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">78420.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">1.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">FR0000131906</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">26100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">0.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">0.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">FR0010340141</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">112300.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">1.57</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">106400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">1.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">GB00BH4HKS39</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_T32025_V-61333258_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">1.61</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">106148.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">1.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">XS2653978598</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">6.30</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">430600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">5.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">BE0003874915</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">98900.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">1.38</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">112250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">1.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">25.62</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">2373726.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">30.58</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">25.62</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">30.58</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">LU1144806145</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">686670.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">9.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">682073.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">8.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">LU1144807119</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">612240.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="pure">8.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">601345.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">7.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">LU1954206881</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ia" unitRef="euro">1055095.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="euro">1004611.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-61333258_ipp" unitRef="pure">12.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-61333258_ia">MT7000034310</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_T32025_V-61333258_da">Distribucion2.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_T32025_V-61333258_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_T32025_V-61333258_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_T32025_V-61333258_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_T32025_V-61333258_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_T32025_V-61333258_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_T32025_V-61333258_da">true</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_T32025_V-61333258_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_T32025_V-61333258_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_T32025_V-61333258_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_T32025_V-61333258_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_T32025_V-61333258_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_T32025_V-61333258_da">true</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_T32025_V-61333258_da">Se ha modificado el lugar de publicaci&#243;n del valor liquidativo de los fondo dos de inversi&#243;n del Boletin oficial de la Bolsa de Valores de Barcelona, p or la p&#225;gina web de la sociedad gestora. Dicha sustituci&#243;n viene motivada p orla discontinuidad del servicio de publicaci&#243;n por parte de BME; si bien l a sociedad gestora, desde la constituci&#243;n de cada IIC, ha venido publicando simult&#225;neamente el valor liquidativo de las IIC gestionadas tanto en su p&#225;g ina web como en el bolet&#237;n ofcial de cotizaci&#243;n, por lo que dicha modificac i&#243;n no ha afectado el derecho de informaci&#243;n a los part&#237;cipes de las IIC ge stionadas. La sociedad gestora ha adoptado la opci&#243;n de forma voluntaria de continuar remitiendo a los part&#237;cipes la informaci&#243;n con periodicidad trimestral como se ha venido realizando hasta la fecha. Con fecha 25 de Julio se genero un endeudamiento transitorio frente a terce ros, superior al 5% del patrimonio de la IIC, concretamente del 8,31%.</iic-com:ExplicacionHechosRelevantes>
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<iic-com:AnexoOperacionesVinculadas contextRef="FIM_T32025_V-61333258_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 4.090.809,94 euros que supone el 57,11% 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 467,17 euros, lo que supone un 0,01% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia. 
Anexo: Durante el periodo se han efectuado operaciones de pacto de recompra con la  Entidad Depositaria por importe de 0,5975 millones de euros en concepto de compra, el 7,96% del patrimonio medio, y por importe de 0,5977 millones de euros en concepto de venta, que supone un 7,97% del patrimonio medio.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_T32025_V-61333258_da">1. SITUACION DE LOS MERCADOS Y EVOLUCI&#211;N DEL FONDO. a) Visi&#243;n de la gestora sobre la situaci&#243;n de los mercados. Los mercados de renta variable cerraron un nuevo trimestre en positivo, des tacando especialmente Estados Unidos, donde la tendencia alcista se aceler&#243;  gracias a unos s&#243;lidos resultados empresariales, el fuerte impulso inverso r en el sector de la Inteligencia Artificial y las expectativas de mayores recortes en los tipos de inter&#233;s. En Europa, las bolsas tambi&#233;n registraron  avances, aunque m&#225;s moderados, lastradas por el cierre pr&#225;cticamente plano  del DAX alem&#225;n. Este entorno burs&#225;til favorable vino acompa&#241;ado de niveles de volatilidad h ist&#243;ricamente bajos: el &#237;ndice VIX estadounidense termin&#243; el trimestre en 1 3,85 puntos, muy por debajo de su media de largo plazo. Por su parte, el pr ecio del crudo prolong&#243; su tendencia bajista y encaden&#243; tres trimestres con secutivos de descensos, contribuyendo a la moderaci&#243;n de la inflaci&#243;n y all anando el camino para nuevas bajadas de tipos, especialmente en Estados Uni dos. En los mercados de renta fija, los tramos cortos de la curva continuaron de scendiendo a ambos lados del Atl&#225;ntico, mientras que los tramos largos, rep resentados por el bono a diez a&#241;os, repuntaron ligeramente. Finalmente, el tipo de cambio euro&#47;d&#243;lar permaneci&#243; estable durante el periodo, cerrando e l trimestre en 1,1734. b) Decisiones generales de inversi&#243;n adoptadas. Continuamos con niveles de exposici&#243;n en renta variable muy elevados dentro  de los m&#225;ximos permitidos, priorizando las compa&#241;&#237;as de calidad y con mayo r descuento para maximizar el potencial alcista del Fondo. c) &#205;ndice de referencia. La IIC se gestiona activamente conforme a sus objetivos y pol&#237;tica de inver si&#243;n, de forma que su gesti&#243;n no est&#225; vinculada ni limitada por ning&#250;n &#237;ndi ce de referencia, sino que toma como referencia el comportamiento del &#237;ndic e en t&#233;rminos meramente informativos o comparativos. El Tracking error o de sviaci&#243;n efectiva de la IIC con respecto a su &#237;ndice de referencia ha sido del 4,5% durante el periodo y en los &#250;ltimos doce meses ha sido del 8,48%. Un tracking error superior al 4% indica una gesti&#243;n activa. La rentabilidad neta de la IIC en el periodo ha sido del 2,15%. En el mismo  periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 1,38%. 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 nega tiva del -7,71% y el n&#250;mero de participes ha registrado una variaci&#243;n posit iva de 1 participes, lo que supone una variaci&#243;n del 0,99%.   La rentabilid ad neta de la IIC durante el periodo ha sido del 2,15%, con un impacto tota l de los gastos soportados en el mismo per&#237;odo del 0,46%. e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestor a. La IIC ha obtenido una rentabilidad neta en el periodo de un 2,15%, a su ve z durante el mismo periodo el conjunto de fondos gestionados por GVC Gaesco  Gesti&#243;n SGIIC, S.A. ha registrado una rentabilidad media durante el period o del  2,50%. En el cuadro del apartado 2.2.B) del informe  se puede consultar el rendimi ento medio de los fondos agrupados en funcion de su vocaci&#243;n gestora. 2. INFORMACION SOBRE LAS INVERSIONES. a)	Inversiones concretas realizadas durante el periodo. Durante el periodo se han comprado los siguientes activos: BONOS ESTADO ESP A&#209;OL 0,5% 30&#47;4&#47;30, ESTADO ESPA&#209;OL 6% 31&#47;01&#47;29, GVC GAESCO CROSSOVER BDS CLA SE E, NOMURA IRELAND HYBRID BOND I EUR FUND, OBLIGACIONES ESTADO ESPA&#209;OL 3, 5% 31&#47;5&#47;29, entre otros. Tambi&#233;n se han vendido los activos siguientes: ARC ELORMITTAL, AXA, BANCO SABADELL, BONOS ESTADO ESPA&#209;OL 0,5% 30&#47;4&#47;30, BONOS E STADO ESPA&#209;OL 3,1% 30&#47;7&#47;31,CARNIVAL CORP,DEUTSCHE BANK,RYANAIR HOLDING, ent re otros. b) Operativa de pr&#233;stamo de valores.   	La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valo res. c) Operativa en derivados y adquisici&#243;n temporal de activos. Durante el periodo el fondo 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 0,59758 millones de euros, que supone un 7,97% del patrimonio medio. La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante  el periodo ha sido del 1,45%. d) Otra informaci&#243;n sobre inversiones. 	En cuanto a productos estructurados, activos en litigio o activos que se i ncluyan en el art&#237;culo 48.1j del RIIC, la IIC mantiene en cartera acciones de: ROYAL IMTECH con un peso patrimonial de 0%. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N&#47;A 4. RIESGO ASUMIDO POR EL FONDO. La Volatilidad de la IIC en el periodo ha sido del 5,46%. En el mismo perio do el &#237;ndice de referencia ha registrado una volatilidad del 0,02%. La duraci&#243;n de la cartera de renta fija a final del trimestre era de 12,24 meses. El c&#225;lculo de la duraci&#243;n para las emisiones flotantes se ha efectua do asimilando la fecha de vencimiento a la pr&#243;xima fecha de renovaci&#243;n de i ntereses. GVC Gaesco Gesti&#243;n SGIIC analiza la profundidad del mercado de los valores en que invierte la IIC, considerando la negociaci&#243;n habitual y el volumen i nvertido. En condiciones normales se tardar&#237;a 1,73 d&#237;as en liquidar el 90% de la cartera invertida. 5. EJERCICIO DERECHOS POLITICOS. El ejercicio de los derechos pol&#237;ticos y econ&#243;micos inherentes a los valore s que integran las carteras de las IIC gestionadas por GVC Gaesco Gesti&#243;n S GIIC se ha hecho, en todo caso, en inter&#233;s exclusivo de los socios y part&#237;c ipes de las IIC. GVC Gaesco Gesti&#243;n SGIIC ejerce el derecho de asistencia y  voto en las juntas generales que se celebran en Barcelona y Madrid de empr esas que est&#225;n en las carteras de las IIC gestionadas, en especial de aquel las sociedades en las que la posici&#243;n global de las IIC gestionadas por est a entidad gestora fuera mayor o igual al 1 por 100 de su capital social y t uvieran una antig&#252;edad superior a doce meses. Adicionalmente, la Sociedad G estora tambi&#233;n ejerce el derecho de asistencia y&#47;o voto en aquellos casos e n que, no d&#225;ndose las circunstancias anteriores, el emisor se hubiera consi derado relevante o existieran derechos econ&#243;micos a favor de los inversores , tales como primas de asistencia a juntas. En concreto durante el a&#241;o se ha votado en las Juntas de:  MELIA HOTELS In,  , en todas ellas el sentido del voto ha sido a favor de todas las propuest as del orden del d&#237;a. 6. INFORMACION Y ADVERTENCIAS CNMV. N&#47;A 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N&#47;A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. Durante el periodo la IIC no ha soportado costes derivados del servicio de an&#225;lisis. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N&#47;A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Dado el fuerte potencial alcista que presenta actualmente la Bolsa europea,  muy probablemente continuaremos con niveles de inversi&#243;n elevados con el o bjetivo de maximizar la rentabilidad de los part&#237;cipes del Fondo. La sobrep onderaci&#243;n en compa&#241;&#237;as de calidad en el segmento de peque&#241;as y medianas em presas deber&#237;a aportar una mayor rentabilidad a largo plazo respecto el &#237;nd ice de referencia del Fondo.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_T32025_V-61333258_da">NO APLICA</iic-com:AdvertenciasCNMV>
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