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<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S12024_V-06929160_daa" unitRef="pure">1.01</iic-com:UltimoValorLiquidativoDefinitivo>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S12024_V-06929160_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12024_V-06929160_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_daa" unitRef="pure">4.05</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_daq" unitRef="pure">4.05</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpq" unitRef="pure">4.17</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpq2" unitRef="pure">4.41</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpq3" unitRef="pure">4.54</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpy" unitRef="pure">4.41</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpy2" unitRef="pure">5.36</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_daa" unitRef="pure">0.30</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_dpy" unitRef="pure">1.25</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12024_V-06929160_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:Patrimonio decimals="0" contextRef="FIL_S12024_V-06929160_ipy" unitRef="euro">811300.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12024_V-06929160_ipy2" unitRef="euro">341879.00</iic-com:Patrimonio>
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<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12024_V-06929160_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
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<iic-com:PeriodicidadCalculoVL>
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<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12024_V-06929160_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpq2" unitRef="pure">4.43</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpq3" unitRef="pure">4.56</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpy" unitRef="pure">4.43</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpy2" unitRef="pure">5.38</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_daa" unitRef="pure">0.36</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_dpy" unitRef="pure">1.43</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12024_V-06929160_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12024_V-06929160_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
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<iic-fil:MedidasRiesgoFIL>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_daq" unitRef="pure">3.96</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpq" unitRef="pure">4.05</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpq2" unitRef="pure">4.28</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpq3" unitRef="pure">4.32</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpy" unitRef="pure">4.28</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_daa" unitRef="pure">0.36</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_dpy" unitRef="pure">1.45</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12024_V-06929160_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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kyatZMnF4/csQ8CQDsQCVFEe51yXffie7qDz1EmzaZJwGAfaikKMK9bjh7VnyztEEDmjNH9GEHADtTSVGEu6e7fJkmTBCn14cMoYsXzVMBwIZUUhTh7tFiYqhpU3r7bZxeB/AkKimKcPdQ330nHpD00EMkrXkA8AwqKYpw9zhnzojHaDRoQBEROL0O4JFUUhTh7kEuX6bx48Xp9Q8/xOl1AA+mkqIId0+xdKk4vd6+PR09ap4EAJ5FJUUR7va3eze1bk0PP0ybN5snAYAnUklRhLudnTlD3buLJ2nMnYvT6wB1h0qKKoV7RkZGQEBABWM2bNjQtWtXX1/fdevWSXNdhXB3s8uXadw48SQNnF4HqHtUUvT64R4bG+vv7+/n51femKysrI4dO2ZmZmZnZ3fu3Dk9Pd0xpwPC3Z2io+m226hDB5xeB6ibVFL0+uGelJQUExMjh7tpTEJCQlBQkDEcEhISFxfnmNMB4e4eu3bR00+LG69v2WKeBAB1hkqKXj/cWUpKihzupjELFy4MCwszhpcsWRIZGXl1vjII9+o6fZq6dROn13n14vQ6QN2mkqJuCPeoqKjw8HBjmMM9IiLi6nxlEO5Vd+kSjR0rTq8PHYrHJAEAqaWoG8I9Pj4+ODjYGJ4xY8bKlSuvzlcG4V5FS5aI0+sdO9KxY+ZJAFBXqaSoG8I9MzPTy8srNzc3Ly/P29s7LS1NnjM5OZmTPTo62jFGZbFAPPeuVSt69FGcXgcAE5UUdUO4s8TExF6l0BXSDU6fpnfeEafX582jkhLzVACo81RSVCncqw/hruTSJRozRpxeDwrC6XUAKI9KiiLcLWPxYmrShLy86Phx8yQAAIlKiiLcLWDHDnF6vWVL2rrVPAkAwIlKiiLca9WpU9S1K916K82fj9PrAKBIJUUR7rXk0iUaPVqcXg8Optxc81QAgPKppCjCvTYYp9c7dcLpdQCoApUURbjXrB076KmnxOn1bdvMkwAA1KikKMK9ppw6Rb6+4vT655/j9DoAVIdKiiLc9cvL479ZnF4fNgyn1wGg+lRSFOGuE7fQFy2ixo2pc2c6ccI8FQCgSlRSFOGuzfbt9OST9NhjlJRkngQAUA0qKYpw1+DkSfLxoUaNcHodAHRQSVGEu1vl5dHIkeL0+vDhOL0OAJqopCjC3U24hb5woTi93qULpaSYpwIAuI9KiiLc3WHZMrrzTnr8cfrmG/MkAAB3U0lRhHu1hYbSTTdR3744vQ4ANUMlRRHu1ZCZSe3aia+bHj5sngQAoI1KiiLcqyopSTzdNCCA8vPNkwAAdFJJUYR75RUX0/jxdMsttGaNeRIAgH4qKYpwr6SzZ+mll+jZZ8W9YgAAaoNKiiLcK+PLL6lBA/4DqKjIPAkAoKaopCjCXU1hIQ0ZIrqxS38IAECtUElRhLuCY8fEXWJee43S082TAABqnEqKKoV7RkZGQECA48cNGzZ07drV19d33bp1xhhvb+82Zfbv3++Y08HG4b5sGd18M02ZYh4PAFBLVFL0+uEeGxvr7+/v5+dn/JiVldWxY8fMzMzs7OzOnTunp6eXlJS0b9/+2heZ2TLcL1+m3r3FV0937zZPAgCoPSopev1wT0pKiomJcYR7QkJCUFCQMRwSEhIXF5eamtqbQ7BC9gv3AwfogQfEjWIuXjRPAgCoVSopev1wZykpKY5wX7hwYVhYmDG8ZMmSyMjIvXv3chN+8ODBnTp14rgvLi6++soyNgv3uXOpfn3xPwCA9aikaKXDPSoqKjw83BjmcI+IiDhy5MiKFSs40wsKCgIDA7ktf/WVZWwT7txO59Y6t9m55Q4AYEkqKVrpcI+Pjw8ODjaGZ8yYsXLlypJSxhhO9qlTpxrDMnuE++7d4gx7797ibDsAgFWppGilwz0zM9PLyys3NzcvL8/b2zstLY0Dffjw4YWFhTk5OUFBQYmJifJrk5OTOdmjo6MdY1QWqxZMmSJ6xSxbZh4PAGAxKila6XBnHN+9ShldITnWQ0NDfXx8OPQjIyOvvkxi6Zb7+fP0r3+JnuzHjpknAQBYj0qKKoV79Vk33HnBGjUS3z4tLDRPAgCwJJUUrcPhXlQknnfaoIG4YwwAgH2opGhdDfdTp8SdHV96SdzlEQDAVlRStE6G++rV4m7s48eLO7MDANiNSorWsXDPzxfPTrrtNvEcJQAAe1JJ0boU7ocP06OPiqeeZmaaJwEA2IdKitaZcF+8WNxRIDTUPB4AwG5UUrQOhHteHvXsSXffTXv3micBANiQSop6erjv20ctWlC3bpSba54EAGBPKinq0eE+a5Y4FbNggXk8AICdqaSoh4Z7VhZ16EAPP0y//GKeBABgcyop6onh/u231KwZDRhAV66YJwEA2J9KinpWuJeU0Mcf09/+RqtWmScBAHgKlRT1oHBPTaU2bah1a0pJMU8CAPAgKinqKeGemEgNG9KwYeJ2YAAAHk0lRe0f7oWFFBREt95KGzeaJwEAeCKVFLV5uJ84Qa1a0auvUlqaeRIAgIdSSVE7h/uKFeLBeJ98Iq6jAgDUGSopas9wv3KF+val22+nHTvMkwAAPJ1Kitow3A8epAcfJC8vys42TwIAqANUUtRu4T5/vrijQHi4eTwAQJ2hkqL2CfecHPL1pfvuo/37zZMAAOoSlRS1Sbjv2UPNm5O/P126ZJ4EAFDHqKSoUrhnZGQEBAQ4ftywYUPXrl19fX3XrVtX3hiTaoV7SIg4FRMdbR4PAFAnqaTo9cM9NjbW39/fz8/P+DErK6tjx46ZmZnZ2dmdO3dOT093HnNtAaGK4Z6RQW+8QY89RkeOmCcBANRVKil6/XBPSkqKiYlxhHtCQkJQUJAxHBISEhcX5zzGGJZVJdy3bqUmTej996mgwDwJAKAOU0nR64c7S0lJcYT7woULw8LCjOElS5ZERkY6jzGGZZUL9+JiGjuWbrmF4uPNkwAA6rzrp2gVwj0qKiq8rCciR3lERITzGGNYVolwP3OGnn9e/OMBAABwcp0ULVXpcI+Pjw8ODjaGZ8yYsXLlSucxxrBMNdy5qd6gAY0ZIxrvAADgSkUpWqbS4Z6Zmenl5ZWbm5uXl+ft7Z2WluY8Rn5tcnIyJ3u01NelvMX6tN/q0KeGrY/+4Xg6FeNuMQAA5SgvRWWVDncS905P7FXK0fHReYyJSss9bNy23uFXXphIjd+jP/yb7gumdjMoMIYiNtOWn+ks7jUAAFCqvBSVKYV79amEuywvn75PoeW7aMIa6h5BT4+n+v3pT73p0VHUeRaN+IIWfkM7jlBWnvmFAAAeTyVFLRruLnGU7zwqYp3DvcssEfR/fleEfqtxYgfAu4Flu8QugXcMAAAeTCVF7RTuLp27IE7aRGymITHiNM59weKUTqMAemEi9f6cPk2g1Xvp57NUgKfvAYCnUElR24e7s+ISOp5O6/fTzK9o4CJ6dQrdGUi/9xf/t50ixvD4xB/FPLhsCwB2pJKiHhjuLnHL/eBZ0Yrntvx/5ot2PbfuuY1/f+llW271z90ijgD4OAAAwOJUUrSuhLtLxmXbZbto/Gpx1r7VOKrXT5zHf3SUOKdvXLbdeRSXbQHAWlRStE6Hu0sc5TuO0ILSy7adZ9EjI0Uvnfr9RY8d47Lt8tLLtpdw2RYAaolKiiLclZzNps0HxWXbwBh6a/qvl20bv/frZdvhX9BHa+jrg7TvJJ3KRO4DgF4qKYpwr6LiEjp2Xly2Dd1AHWfSgyPo2Y/ogWF0a4C4eMv/Gg4SJ/Sf+UjsDHpF0gdLxQ4gbJM4C/TVAUo+QSfSKfeKuSwAwHWppCjCXQtuvHMTnhvy3JxfsVs0+SfF04fLyH8etQ+l5yfSg8NFw////of+x49uGUj3BlHr8fRGiDjz894SGhdHszbS0h2iV893x8Ve5AKeQAUAZVRSFOFey/ILxTmfH0+Lvjor91DkVpq8joKWi7M9Xp/RS5Po4ZF022Bx3v93vcSp/7s/FBd+X5tK78yhQYtpzCpx6LB4OyX8IK79HkkT1wxK0MUTwKOppCjC3TYKiyn1Av10hpIOiT6dn2+jKV/SsFjqEyUu/LaZTC1H0e0f0I196L970l/7UfMh9MQY0c3fJ4z6L6RRK2l6ouj/E/89bT9Cv5yj9Bz09AewJZUURbh7oKJiOp8jvpf77WFa+73o+ROynkZ+ISKeg/6VT+nxMeIrXTf1pd/2oD/+m+4ZSv+YIM4X8eHCiC9oxgZxRmjjAdp/SuxOinD3ZQCLUUlRhHudxsF9NpsOnBZ9gZbtos82igZ+3wXiEvFzH4srAfX7i+OAev3E8LMfifH/mkpdZovrB0HLxXED7wz4JWPjxHcFPlpDE9fSJ+vEN8WmfikOFEI3iJqzN1H41+LCQ+RWmr9N7GwWfUtLtotdCP/S2N30xXe0ag+t2SuOKhJ+EJepN/wo9i5fHxRnq/hIhfdSO47QrmPiCkTyCdEV9csfxLfS0DEJ6iaVFEW4w3UUl1DaRdGK3/STiOOBi6n/ApHjnOac6aNXinznlOes58QPjKH3o8U14UGLxYEC7yfe/Vx8Jdh/nugy1COCus0h3zDyni1OJXl9Rh1C6e0ZokPRGyFit/HqFPrnZHr5E3pxkrjszLsTPqRoNY6eHCuONlqOEl87eGgE/X04/aUv3dxf9Er6Y2mf1IdHildxzX4LxM6GDz5455H4o9gTpGRgHwCeRiVFEe5gb3n5olMpt+i5vb94uzhc4J0N71Q6fSb2ELwnaFTaORX7AM+WlScuR/Fn4IOl4nJU2CbxSeCDSG5/9Plc3FSq9Xhxl5Exq0S7hI8s+a3nA0o+lFz4jWiy8LHj2u/Fy/lg8ZtD4hiRjw654OFU8cE4d4Eycinniuj+YJHeCiopinCHOgH7AFvjYN1xVPQHi0sWwc3Hi3xEyAd8fEjX9H3xxt3wruhI1noCNXtfdCTjI0U+cOSDSD6m5ONInzB6fZq47DR8hTi+5DH8zvIBJR9K8iQ+guRSvAPgN50PFp8aJ44R+ejwnqGihwJ/Hv42QBwp/r/Sjsv/p4c4Ucmfkxv7iJOWtwZQsw/org/Fl1r4sPKJMeJYkz9Rr3wqDkb5wLTLLHG0ysvTJ0oczvKhbXCsWH5jH8OfQ2Mfs6BsH7Nm76/7mKRDoi91eVRSFOEOcBX2ATWDm8CpF8Q1/+1HxFUWXm+zNoq84+z793xxaYdX7GOjxWX/ev1EmHKw8v+PjhKdgP0iRUbP/EpcreFW9tG0ml7VhcXic8LHCmkXxddZeAH4D/nhlPjY8J+z5WdxxWjdPnEZadku8Smav01cc+IFnvqluCjFBxP8oTL2MbwHMvYxvmX7mH9N/XUf02qc2DeURyVFEe4Alea8DxipvA/wDRdfUfaYLyeXlNDFyyLjDpwW0cYrhBNt7hYRZNw+HRwtsphji1uyLYaKpm7DQWK1GF/a4Abv42PEVRZeb5xxnHcfrxUNc27Dch1up/9yTvT7KkR/LScqKYpwB9DF5T7gweHUcrQ4uud//9VTNEj5YP9//cTdijj1uIn653fFSYa/9BV9VbndyiH4twHia8wci7cGiL3FbYPFuYjbP6A7AsW3GTgi7xlKLYLELY/uDxbnE/hX8B6F27ktR4n0fGKMONXALcHW48VJA24VPvexuC3SS5PEXoezlZO37RTRZnx9mjiZwO3HdjNE11huOXIu826pyyzqMFP86ifGivm5Gv8u/pGX879Km9W8YLwA/Iu4IL+Qm6KDFov26eR1otEavUO0ZNeV9oPi3YDH7NhqkUqKItwBakFBkWjzFhWLZml+IV0pFOcWeGeQc0XcaiL7EmXmiot43G7lY/9zF0SP1dNZIhlTMsRzZo6dF99GPpwq2rY/nxWX/rjhvP+UODnwfQrtTaE9x2n3MXFhcMcR0aD+5pA4h7v1F3HS4OuDouMTHz0k/ijSNuEHkbxrvxdne+OSxcmEL74T98xYvku0wbkRvWS72DPN3UzvhIszJzwzl+LfxUvCy4nvwdUKlRRFuAMA2IxKiiLcAQBsRiVFayjc9+7d6xgeN27cKAAAqCpOUSlfXauhcAcAgJqEcAcA8EAIdwAAD1QL4Z6cnPy1sujoaPMoN0FlGSrLUFmGyjKLVJavYpanFsK9Ur6Wutm4FyrLUFmGyjJUltmostXDXWUHVTWoLENlGSrLUFlmo8pWD3cAAKgCC4V7YWFhWFjYhx9++M033zhGDh06VJqliuxYmUovTnDZ4uLinTt3jho1Kjo6usRNN5NGZRkqy1BZpq+yrEePHuZR7mChcPf393/mmWcmTpx47733rlq1yhh54403XjtXVdix8ujRoxs0aPDss8/6+vq2aNEiMDCwZcuWvBcxz1d5qCxDZRkqyzRV5l3FoGvdcMMNxoB51uqxULjfcsst2dnZPHD69Onbb789LS2N3BSUdqzcsGHDzMxMHnj66aeXLFnCA1lZWU2bNjXPV3moLENlGSrL9FUOCgriQB87duzsUvXr1zcGzPNVj4XC/a677srIyDCGIyIiOnToQG4KSjtWbtKkSUFBAQ9ERUWdOnWKB/Ly8po1a2aer/JQWYbKMlSW6avMNm/e/MQTT8THx/PwnXfeaZ7sDhYK92nTpjVv3nzSpEnGj15eXm3btv39739/7VxVYcfKfIzG7YX169cbP+7evZsr9+nT59q5qgKVZagsQ2WZvsoGPuj39vbmgo0bNzZPcwcLhTs7ePDgunXrjOHi4uKlS5f269fv2lmqyI6Vea+elJRkDK9ZsyY8PLyoqOjaWaoIlWWoLENlmb7KDgsWLHjttdfMY93BQuGur+cJKstQWYbKMlSW2bGyzELhrq/nCSrLUFmGyjJUltmxssxC4a6v5wkqy1BZhsoyVJbZsbLMQuGur+cJKstQWYbKMlSW2bGyzELhrq/nCSrLUFmGyjJUltmxssxC4U46e56gsgyVZagsQ2WZHSs7WCvcT58+PXv27BEjRgQHB3/22WcnT540z1FVqCxDZRkqy1BZZsfKDhYK93nz5jVt2pR3X5NKDRw48I477pg/f755vspDZRkqy1BZhsoyO1aWWSjcmzdvnp6eLo+5ePHiww8/LI+pGlSWobIMlWWoLLNjZZmFwv3uu+9OTU2Vx2RlZbnlD0ZlGSrLUFmGyjI7VpZZKNwXL17cuHHj119/fciQIR9++OGbb77ZqFGjRYsWmeerPFSWobIMlWWoLLNjZZmFwp2lpaXNnz9//PjxY8eOnTt37rlz58xzVBUqy1BZhsoyVJbZsbKDhcJd3/0WUFmGyjJUlqGyzI6VZRYKd333W0BlGSrLUFmGyjI7VpZZKNz13W8BlWWoLENlGSrL7FhZZqFw13e/BVSWobIMlWWoLLNjZZmFwl3f/RZQWYbKMlSWobLMjpVlFgr3wsJCTfdbQGUZKstQWYbKMjtWllko3PlvGzhw4Jo1a65cuWKeVj2oLENlGSrLUFlmx8oyC4U74z81Li6uf//+ffv2jY2NzcvLM89RVagsQ2UZKstQWWbHyg7WCneHgoKChISEAQMG9O7d2zytelBZhsoyVJahssyOla0V7nycUlAqNDSU/9SoqKjCwkLzTFVy4MCBiRMnDho0KCgoKDw8PCMjwy1PMS909WUE/lGaxZ3csswsOTmZF7i4uHjnzp2jRo2Kjo5213rW9A62bdt2xYoVppHuWhuaPhuks7LzDWPdVdmZWyrr21LsWJl0boMOFgr3fv36Pf744/n5+b169Xr++ec//fTT1q1bDxkyxDxf5fE7dMcddwwcOPCee+7p0KEDHwfddtttGzZsMM9XeTXzZQT3Gj16dIMGDZ599llfX98WLVoEBga2bNnSLR9Zfe/g7373O95VvPLKKwcPHjRPqx59nw19lWvmhrHupW9LsWNlfdugzELh3rBhw8uXL/MA/9kXL16k0gOWu+++2zxf5fHWdeHCBR5ITU194IEHeODUqVOPPvqoeb7K0/dlBA7Hh1wxz1d5vJ4zMzN54Omnn16yZAmV3pGOw8I8X+XpeweNXmLc2HnhhRd4k4uPjzd+UfXp+2zoq6zvhrH6PnX6thQ7Vta3DcosFO6PPfbY4cOHeeDBBx/kzYBK/+D77rvPPF/lNWnSxNgY+MCH2zg8wNHQuHFj83yVp+/LCGfPnuWNihu/B69lnq/yeG1w5vJAVFSUsZ7z8vKaNWtmnq/y9L2Dchfg2NjYdu3a1atX74033pBmqSJ9nw19lfXdMFbfp07flmLHyvq2QZmFwn379u3853Xv3v2tt97iA1g/Pz/+n/9483yVN2LEiEceeYQPhVq1atWnTx/e2P7+979/8MEH5vkqT+uXEUJCQhwHg240aNAgbi+sX7/e+HH37t28zLxarp2rKvS9g86rlDeG5cuXm0ZWgb7Phr7KWm8Yq+lTp29LsWNlfdugzELhTqVb7NKlSydOnDhy5MjPPvvs+PHj5jmqioNg8ODBkZGRxcXFRUVFGzduNM9RVQf1fxnB7eLj45OSkozhNWvWhIeHu+WiGWl7B8eNG2ce5T76Phv6Kqfpv2Gs2+nbUuxYWd826GCtcHfuA2Ceo6r0VdZH3zKjssyOlcHuauCzYaFw19cHQF9lffQtMyrL7FgZ7K5mPhsWCnd9fQD0VdbXu0DfMqOyzI6V9X3qUFmmr7K+z4bMQuGurw+Avsr6ehfoW2ZUltmxsr5PHSrL9FXW99mQWSjc9fUB0FeZtPUu0LfMqCyzY2XS9qkjVL6WpspaPxsOFgr3wsJCTX0AtFY2j3ITrcuMyg42rWwe5SaoLNNaWdNnQ2ahcO+n7TaYqCxDZRkqy1BZZsfKMguFO+m8DSYqy1BZhsoyVJbZsbKDtcLdQd9tMFFZhsoyVJahssyOla0V7s4d+931rS07Vpb16NGD3HTzVZfcVVnf2tB3i1TcmFemb5n1rWd9lZ25q3JSUpJxJ2FO9n79+oWFhRl3m3EjC4W7vo79tqvMETboWjfccIMxYJ7VSjStDdJ5i1TcmFemb5n1rWd9lfXhfWfz5s3vv/9+f3//hx56iFc1f7YDAgLM81WPhcJdX8d+O1bmNggH+tixY2eXql+/vjFgnq/y7PjVDH23SMWNeWX6llnfetZXWd96btSoUU5OTn5+/p///Od9+/bxmOzsbLfcMVRmoXDX17HfjpXZ5s2bn3jiifj4eB6+8847zZOryo5fzdB3i1TcmFemb5n1rWd9lfWtZw533iFduXLlT3/6U3JyMo/htgv/Ieb5qsdC4a6vY78dKxt4f+7t7d2nTx+3fFgdbPfVjEHabpE6AjfmlehbZn3rWV9l0raex40bx1HOu6L+/fvz0caYMWOefPLJwMBA83zVY6FwJ503MrVjZYcFCxa89tpr5rGWpG9t6LtFKm7MK9O3zPrWs77K+uzatWvPnj1UeoDOu1LexktKSswzVY+1wt25R4S7/mDbVS509XDeoUOHSrNUnaZlJp2VnXtxmOeoEqxnE32VNbHjO6h1mR0sFO76ekTYsbIdH86rr7K+XhxYzzJ9lfWx4zuob5llFgp3fT0i7FjZjg/n1VdZXy8OrGeZvsr6ep7Y8R3Ut8wyC4W71h4Rtqtsx4fz6qusrxcH1rNMX2V9PU/s+A7qW2aZhcJdX48IO1a248N59VXW14sD61mmrzJp63lix3dQ3zLLLBTupLNHhB0rH7Thw3n1VdbXiwPrWaavsj52fAf1LbODtcIdAADcAuEOAOCBEO4AAB4I4Q4A4IEQ7gAAHgjhrtFvAOB6zJsNuAnWrEZW/uBOmzZt+PDhAwYMuHjxonkaQE2x8jZid1izGln5g+uu7roA1WHlbcTusGY1qv4H9+eff1a8y/OVK1dMd19xWL169XPPPef4+v7evXtfffVVx8zLly9funQpD/CYUaNGdevWrUePHjNnzszPz3dUMPCY6dOnOy9ScXGxcUfiAwcOcGV+ua+vr4+Pz3fffccjL1y48NJLL/Uo1b59++DgYK5z/vz5l19+2RjJ+vbtKxc8d+5cmzZtePw777zj5+e3a9cuHlnxS1z+FseClffalStXdu3atVevXu+//75j/fDAsGHDvL29+bd/8sknvGKN8S7XD6/bQ4cOGTO4xezZs423wxAUFGT8+SabN2+eO3eueawrzu/Xxo0bFyxYII8pj/OcPUqf5euMj/++/fZbcvWSilV/G4HyYM1qVP0PrvOW6VJJSUlkZKQcCjJOrj59+sTGxho/cri//vrrEyZMMH40wr2wsJBja8uWLVQa1nPmzBkzZoyjgiEmJuaHH35wXiQ53B2TOJJ69uxJpbHLKWmM5N/Sr1+/hIQETtvyYoJKw50z3Rg+ffp0ly5dOFgrfonL3yKHu/NrU1JSOnXqdPnyZR7es2fPgAEDjPGDBg3iyOZVyi//7LPPpk6dSqU1Xa4fjn7HmnQLXoeObyry/oN3VC6fA37dcOeFNAac3y8uqPgsZuc5nVejgVfmyJEjydVLKlb9bQTKgzWrUfU/uM5bpkscTG+++abLcOcmFQcER63j4doc7pxHvXv35hyhsnD/8ssvJ0+e7HgVRxtHs3GzJAfjAb7Oi+Qy3LnZzjsVujZ22axZs/g3ukxbBznc2eeffx4dHV3xS1z+lorDnZf2P//5jyM6jeBOTk4eMmSIYx6OfiNDK1g/PJ73QI5J1cSVeZdj3Ixw+/bt48aNo9LEHDFiBK+T/v3779y5k8rCvaioiH/7v//973fffZffFx6/bdu2adOm8Zt77Ngxo6Dz+2U0rnm3xPsnXgN8cODv78/jExMTFy9eTKVvqLH+jTkvXbo0fPhw/i1jx47lYzJytTw8iT9mvJaMl/AH0liA77//nud0Xk6H6m8jUB6sWY2q/8F13jLL88UXX7gM93Xr1k2cOJG3Ro65rKwsKg33jz/+eP/+/dyc5ygxwp2bqLxlyi+cMmXK1q1bHT/yTsK4k7XzIsnh3rZtW97mOWdffPHFn376ia6NXU5DTpPDhw9z2rZp08avjKnxawp3jl1emIpf4vK3yOHu/Fr+2zndOJKmT5/uOPXhOEllUsH64QMajlp5UjXNmDGDDx14gA8ajMqHDh0KDw/nAX7XOGepLNzXr1/Pqco/8qo2AprDvXv37sbhiMH5/TLylxc7JCSESlevsZbKC/dFixYZc27atMmY03l5HC13R3HjHrm8l+UxzsvpUP1tBMqDNatR9T+4zltmecoLd05k485HvBGuXbuWysKdSh/kyIFlxNnMmTMdd78zOJLFwJsxhyC5WiSXLfd9+/Z5eXnxJPls+FtvvTV69GhOVZdNaYfywr2Cl7j8LRW33A1nzpxZuXIl/zojmyIiIvhHYxK3f/lVr7zyChevYP1wnvKxhTypmnjVGUcPXbt2dcQ0pye/fUNLUVm4cyPd8Ui5t99+u6CggBcmNDS0rJLg/H4Z+cufB+PRzNyE5zVG5Yc7N+2NObkJ/8YbbxhFTMtjCnc+lDGOFDnK+VXOy2kMkzu2ESgP1qxG1f/gOm+Z5XEZ7nl5ecZNShk36IzIcIQ7Rx4fZUdFRfELExISPv30U8cLORl79eoln23gYaPx5bxILsOd8TH48ePH5TY1lx04cCA33ypIW3IKdw4LbgZW/BKXv6XicOd29/bt241hfkmXLl1SU1M5wflAR56tW7duXLyC9RMfHx8XF3f1BdVmnJn54YcfOFWNMd9++y3vab766itew6Zw59a0MU+HDh04pjncTefind8vI3+5jhHZ+fn57dq1Iync+ShNDvdhw4YZc3IoczSTq+UxhTsP8PrhXz1ixAgq7XdrWk5jmNyxjUB5sGY1cnxwR62sxD+Z85bJW77LC1Yuw503V2OTo7Kg5/8d4U6luckbNr+Qa3KKGW18/hXz5s0zotyBRxptMedFchnu2dnZr7/+OseE6Wy40QR2mbYOcrjzcGUvqFLZb6k43DmheJ9nNI051jlPOXQ46XiHZ3T8oNLuNC+88AIXr2D9zJkzhw9ryqqWGTWqEv+c8GEBt3kdt4SdNWuWcdTFR1rGyTEj3PnH8ePHU+n9Y401ph7ufLRhHIrxS4y1xPlrXFfgVSeHOye+MSf/+caczsvD4W6cn3GEO6+Wfv36GQ125+V0QLjrgzWrkVvC3TiLbeAGFLcWjdaTictw5+1NPrXCTbANGzbI4c5ZxtFpvJATkOfv2bMnpyRv5Lm5uY4XGiZMmJCVleW8SM7n3LnVxg20mJgYcord5cuXc3KZToIzuR8nB/o///lPHsmJ7Cd1hazgJS5/S3nn3B2vXbFiBWcopzb/1Y5HFZ89e5YDi0cOGDCA68yfPz8nJ8co4nL98EjnbqPm+K74n5M9e/YYOxXjx0OHDgUEBPBScXDzgvG+xHFBddKkSXyE1LdvX+OpRi7D3fR+GfnLu3kuyK/l2DUuk/KvGzx4MI/54IMPjB47xpzGBVXeEY4bN87oReq8PFyNB/j4xhHu/GHgN5FfS6VfqjAtpwPCXR+sWY087IPLrTNjuwUHzjXj4qetOR/W1BgP20YsBWtWI8/74O7bt888qm776aefPOC7vsZZl1rheduIdWDNaoQPLkDFsI3ogzWrET64ABXDNqIP1qxG+OACVAzbiD5YsxrhgwtQMWwj+mDNaoQPLkDFsI3ogzWrET64ABXDNqIP1qxGvwGA6zFvNuAmWLMAAB7o/wPlxKUsImBvkwAAAABJRU5ErkJggg==</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:InversionMinimaDescripcion contextRef="FIL_S12024_V-06929160_ia">100.000,00 Euros</iic-com:InversionMinimaDescripcion>
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<iic-com:Patrimonio decimals="0" contextRef="FIL_S12024_V-06929160_ipy" unitRef="euro">2023372.00</iic-com:Patrimonio>
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</iic-fil:DatosGeneralesClaseFIL>
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<iic-fil:MedidasRiesgoFIL>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_daa" unitRef="pure">3.89</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_daq" unitRef="pure">3.89</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpq" unitRef="pure">3.97</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpq2" unitRef="pure">4.20</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpq3" unitRef="pure">4.28</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpy" unitRef="pure">4.20</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpy2" unitRef="pure">5.01</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_daa" unitRef="pure">0.04</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_dpy" unitRef="pure">0.90</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12024_V-06929160_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
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fs2eAaerdu3TIyMhYsWBAREWGMZN07fdMe5A5+Zdcu1Xr9gQdo40bzJACAHjoWraHcV65c2alTp02bNpG6GRbN9XdjPMt99uzZ9iUNIHeg2sMMHKiuw/ToQefOmacCALTRsWi15V5WVjZ69OiRI0fm8r5aTmJi4tChQ43h8PDw+Ph4Y9geyL1Wc/GiurB+662qPczp0+apAIBqomPRast93bp1gwcPtp+ak5Pj4+NTWFhYVFTk5+d36tQp+6lpaWls9piYGNsYndkC3sNXX9FDD9ELL9DOneZJAIAaoWPRast9ypQpLVu2bH2JWbNmkepnO7lnOWgKCX7jwAF6/XW6805atsw8CQDgAjoW1ZK760DutYv8fAoJUf30fvwxnT9vngoAcA0di0LuQJTSUpozRz1u2r07nThhngoAkEDHopA7kOPrr6lpU9Xt1/bt5kkAADl0LAq5AwnY5j4+1LAh2d05BwC4CR2LQu7ANcrKaMoU+uMfacAAvAYPgCuDjkUhd+ACBw7Qc8+p6zD79pknAQDcho5FIXdQI7jCHham2sNMmoRuvwC4wuhYFHIH1cdWYd+/3zwJAOB+dCwKuYPqgAo7ABZAx6KQO9CGK+zPPosKOwBXHR2LQu5AA1uFffJkVNgBuOroWBRyB1XB9XSusPM/VNgBsAY6FoXcQcVwhZ2r6kaFnYcBANZAx6KQO6gAVNgBsCo6FtWSe3Z2dnBwcCVj/Pz8Wl4iIyPDruCvQO6eRGnprxX2sDBU2AGwIDoWrVrucXFxAQEB9q/ZM40pKytr166dbapTIHePgevpzzyjKuwHDpgnAQCsgY5Fq5Z7ampqbGysvdxNYzIzM/v06WOb6hTI3QNAhR0AD0HHolXLnZy9INt+THp6uq+v76BBgzp27BgWFlbqrKkc5G51jAr7c8+hwg6A9dGxqIDcDx48uGzZMnZ6cXFxSEhIQkKCfUkDyN268MF40iRU2AHwIHQsKiD3snKMYTb7JDaFA5C7RfnxR1TYAfA4dCwqIHcW+vDhw0tKSgoKCkJDQ5OTk+1LpqWlsdlj7N7hoDNbwO3YKuxTpqDCDoBnoWNRAbmz1qdOndq5c2cfH5+oqCj7YjZQc7cWXGF/+mlU2AHwUHQsqiV314HcrQJX2D/7DBV2ADwaHYtC7rUJo8LeogUdPGieBADwHHQsCrnXDmwV9vBwVNgB8HR0LAq5exfZ2dS1K0VE0Jw5NG8eLVxIsbE0bRo99hgq7AB4DToWhdy9iLQ0atJE/QsIoB496K23yM+POnSgRx9VY1BhB8Bb0LEo5O4VsLgnTqSbb6ZFi8yTAABeh45FIXfP58QJatlS3Sk9dMg8CQDgjehYFHL3cBISqE4dXqZ08aJ5EgDAS9GxKOTusZw7R337UqNGlJpqngQA8Gp0LAq5eyY7d9IDD6j7pXl55kkAAG9Hx6KQu6dhvNf05pspOto8CQBQO9CxKOTuUZw8Sa++Sk8+iRbrANRmdCwKuXsOiYlUty4NG0YlJeZJAIDahI5FIXdP4Px5Cgqi22+njRvNkwAAtQ8di0Lulicjgx56iHx8KDfXPAkAUCvRsaiW3LOzs4ODgysZk5KS0qVLF39//1WrVtmV+g3IvYZMnarunX7+uXk8AKAWo2PRquUeFxcXEBBg/7IO05jc3NwOHTrk5OTk5eX5+vpmZWXZStqA3KvNqVPUujU1b65eXQ0AAHboWLRquaempsbGxtrL3TQmKSkpNDTUGA4LC8MLsgVISqJ69WjIECouNk8CANR6dCxatdypqtfsLViwICIiwhhevHix0zftQe66nD9PwcHUoAGtW2eeBAAA5ehYVEDu0dHRkZGRxjDLffbs2b+VuwTkrsXu3fTII9SuHeXkmCcBAMAldCwqIPfExMShQ4caw+Hh4fHx8b+VuwTkXjUzZqh7p84OjQAAYI+ORQXknpOT4+PjU1hYWFRU5Ofnd+rUKfuSaWlpbPaYmBjbGJ3Zql1kZVHbtuplSfv2mScBAIADOhYVkDuTnJzcsxw0haw2yclUvz6FhODeKQBAEx2LasnddSB3J1y4QP/5jzJ7Sop5EgAAVIyORSH3q8TevdS0Kb3+uromAwAA1UHHopD71SAyUt07nTnTPB4AADTQsSjkfmXJzqY336RHH6U9e8yTAABADx2LQu5XkLVr1dNJ776rrrYDAEBN0bEo5H5FKC6m99+n226jNWvMkwAAoJroWBRydz8//kjNmlGbNnT6tHkSAABUHx2LQu5uJipK3TudNs08HgAAaoqORSF3t5GbSx060MMP0w8/mCcBAIAL6FgUcncPGzZQw4Y0YIDq5REAAETRsSjkLk1JCQ0dqnpjr6AnBgAAcBEdi0Luohw4QE88Qa1aUWameRIAAAihY1HIXY5589S90ylTzOMBAEAUHYtC7hLk5ZGvLz34IO3aZZ4EAADS6FgUcneZTZvojjsoMJDOnTNPAgAAN6BjUS25Z2dnBwcH2/5MSUnp0qWLv7+/rfd2Pz+/lpfIyMiwlbThnXK/eJFGjKC6dWnFCvMkAABwGzoWrVrucXFxAQEBtldz5ObmdujQIScnJy8vz9fXNysrq6ysrF27dpd/yIwXyv2nn+ipp+hf/6ITJ8yTAADAnehYtGq5p6amxsbG2uSelJQUGhpqDIeFhSUkJGRmZvbp0+e3DzjD2+S+YIG6d/rZZ1RWZp4EAABuRseiVcudLn+p3oIFCyIiIozhxYsXR0VFpaencxV+0KBBHTt2ZN2Xlpb+9slLeI/cz5whf3+67z5KTzdPAgCAK4KORast9+jo6MjISGOY5T579uyDBw8uW7aMnV5cXBwSEsJ1+d8+eQkvkXtUFDVqRHyacvaseRIAAFwpdCxabbknJiYOHTrUGA4PD4+Pjy8rxxjDZp80aZIxbI9ny53PRb74gp59lv76VzRjBwBcdXQsWm255+Tk+Pj4FBYWFhUV+fn5nTp1ioU+fPjwkpKSgoKC0NDQ5ORk+8+mpaWx2WNiYmxjdGbLKhQW8hGM7r6bnnySYmNV8xgAALja6Fi02nJnWN89yzGaQrLWp06d2rlzZ5Z+VFTUbx+zw/Nq7keP0uDBdNNN1L49ffONeSoAAFw9dCyqJXfX8SS5f/cdde5MN9xAAwfSoUPmqQAAcLXRsSjkfonSUvryS2rRQnXVO2GC6lEAAAAsiY5FIXeioiL1pqTGjenxxykmRvXZCwAAFkbHorVb7seO0ZAh6sL6m2+qLmIAAMAT0LFobZX7jh3qWaQbbqCgIDp40DwVAAAsjI5Fa5ncy8ooIYGef54aNKBPPsGFdQCAJ6Jj0Voj96Iimj6d7rmHmjenRYtwYR0A4LnoWLQWyP34cQoNVf18vfEGff21eSoAAHgaOhb1armnp9Nbb6kL6/37q7ebAgCAV6BjUW+Ue1mZenvGiy9S/fo0fjzl5poLAACAJ6NjUe+S+9mzNHMmNWlCjz1GCxfiwjoAwCvRsai3yP3ECRo2jG65hdq2pQ0bzFMBAMCL0LGo58t9507q1o3+/nfq14/27zdPBQAAr0PHoh4r97IyWrmSXnqJbruNPvqIcnLMBQAAwEvRsagHyv3cOYqIUC+6a9qU5s+n4mJzAQAA8Gp0LKol9+zs7ODgYNufKSkpXbp08ff3N/pzdzrGhIzcT56k4cPVhfXXXqN168xTAQCgdqBj0arlHhcXFxAQYHtZR25ubocOHXJycvLy8nx9fbOyshzHXB6gcFXuu3ZR9+7qwnrfvvTjj+apAABQm9CxaNVyT01NjY2Ntck9KSkpNDTUGA4LC0tISHAcYwzbU0O5l5URnwq8/DLVq0fjxvEZhLkAAADUPnQsWrXc6fLX7C1YsCAiIsIYXrx4cVRUlOMYY9ieasv93DmaNYvuv58efZSio3FhHQAAbOhYtNpyj46OjoyMNIZZ5bNnz3YcYwzbUw25Z2bSyJF0663UujWtXWueCgAAtZ4qLFpOteWemJg4dOhQYzg8PDw+Pt5xjDFsj47c92zcf7hnSNFN9ahPH9q71zwZAABAORVZ1J5qyz0nJ8fHx6ewsLCoqMjPz+/UqVOOY+w/m5aWxmaPiYmxjalottp22tww4Mw1AWV/6U0NB9Fjo+iVieQfQcGLaNwKilxPX3xHm36kvScou1BdjQcAgNpJRRa1p9pyZ5KTk3uWY2v46DjGhE7N3UbRBTqcRdsOUeJOik6liUn0/n+pVxS1DaOnxtA979Pf+9Efe9KtQfTAUHr+Y+owjd6ZRyO+oPAUWvwtpfxAO4/QsVwqvmhOBgAAL6BKi5Km3F2nWnLXoaSUTp6h74/S2t0Uu5WmfUWj4qnffOo4nV4cTw8No7oD1QHgunforhB68kNqM5l6zKGQWPp0Fc3dRCvSactB+ukU5Z8zJwMAgMXRsainyl2T3CLan0nf7Kcvd9CcjfTxShoUQ11nUavPqPlouuM/9Ne36U+9qH4wPTqCXv6U/GZS0EL6MIFmrqO47bRhL+0+RqcLqBRXgQAAlkHHol4udx3OFdORbNpxmFZ/Twu+oclraGgc9Z5Lb4bTs+Po3iF0UyD9oYf6n88D+CSgV5Syf3SqUv/hLHUOAQAAVxIdi0LuWnDN/VS+sn/8DopYR6FL1Z1eVn/DQfR/e1GDd+mZsdQ5Qo3nqUnf057jdPaCOQQAAETQsSjk7ipcc+f6O9fiuS7PNXqu17/8qbrre01vurk/NRtF7abSu4spbI06MKT9TDmF5gQAAKgWOhaF3N1FWZm65bvloLrf++kqCpyvbuo+PFxd2/lbH3pwKP17EvWNpvErKWYLbT5Ax3PRvhMAoIWORSH3q0DeWdVYMyFNtd38T4xqyvn4B6pl558D6O4QeukT1bBndLxq1bNuj2rSgzadAAB7dCwKuVuIc8W07wStyaBZG2hYHHWJpBYfqSY9/7e8Pc9TY6jTDNXkf8Za9QTAD8eo8Lw5AQBQG9CxKOTuAVwsVe15vv5RNeYZu1y15PnXBNWM5y+96cZAajqS3gingYto0mqK20aLNqunwAAAXoyORSF3z+ZUvnqUd+k29Rxv0EJ69TN1QZ+lz/V9Hn53Mc3eQCt3qqtAv+RQ5hl1RejsBXW0AAB4LjoWhdy9kNIyOpBJy9PV3dpus6nhu6rdTv1guiVI3c69pjf9vgf9n+5qgP80Jt35njoVeHi4erbr6bH0wnjVsc9rYdR+qmri2X02vT2X+i9QdwhCl6qHgT9aoQ4n4Smq6efcTTT4v/TFdtUW6HguGv4D4HZ0LAq511L4AMBVeK7Ic92fK/UHT6m2+elHaOtPqne2tbtp1S71WO9/t6lrQVFfq0d2pySrZj9jl9PIL9Slfz4tCJxPAZ+rJ375wPDcOHpkONUZoHp9uKGfGtPiI3WvuN98dXN4xlpatl0l/3iSjuaouwt46BeAGqNjUcgdCFNWRlkFqtuGdXtoyRZVux++TFX8X5+i7gnfHUL/0121C+JThz/0UFeQru+rTilsZw+P2J09/GuCaj/abqq6k8ynIL3nqsMJH1T40DLiCxqToA42YWvUkWPORpr/jfq6L75Tl6FSfqCN++jbg+rB44yj6ohyOItO5Kn+RAvO04UStDoFno2ORSF3cNUoKVX3fnOL1M0Ap2cPSd+rBqNLt9HCzfT51+oSEB8qJiapi0J8NjA0Tl0mClpIfeapxqP+EeQzXR1CXv1MNSd9dhw98QH9Y6TqOrTxYLp9kDqr4FOKv76tWh/xAYbPMP7f26qHUR7fcJA66twfqroYevwDuiGQWk5QgXwsGRZHE1apWxdx2+mr3fTdYTWffJDAfQtwFdGxKOQOainFF1Vb0pxCVaP/OUt1MPfDMXXbYMtBdSoQn6ZOBfhY8sGX6lyBDx5vhqsOR/lo0eg9dUj4fQ+69h11VHh4OD33keqPuussGrBQXbOatFrdh4jfQev3qmMVnzScOYtzhSsNn58dz6Vdv/zaceyARWo9jl2uzvmMi4pcA3huHLWaqN4YERKrbiaNLD8d/HilqkBMSabpa1WjZF6VC8pPCpdtV1WNVbvUeSGv2dT9qhbCp4bfH1UvmTiQqbYi/sZT+aq+wpvW+RI3XnvUsSjkDkBNYFmzslncrG/e1VnlbIHJa5QgWPEsetZ9i4+U+vkAwIcBPhjwIYEPDHx4eGG8OlTwAYMVwwcP9ggfSJanq9aubAo+icETDI6wK08XqNMmXuAb96mLb4u/Ve/w4fMqXub/+yH5zlC9vfKJ153vqQXOZ2Z8TvZg+Ssf2k9Vp2KdZlzWHCBwgbpayKvgs9Wq6QF7f1T56eDgWDWy/wL1loheUWpVdi4/KXwjXF0kfGWiOirwmn1qjLp+yGuTv6LJ+6prcV7RdQeqFgrX91UnhX/qpa498j8+U+Q/eeRNgaoAF+M55I/wB/lMkUM4iusHHMvhrSepL+Kv85up5qQidCwKuQNwJeBKHJ8lsJu+O6wu78RtV/cJWEzD4tTFH/8ItVc/PVZdRLotWLmA3cQuuDtEdU/08qfq1nTA5/TeEuUgrlFy3ZOPKFxJPFesrMe11JJSdaWIv8Wypwg8h3ln1e10rufyQtiwVwma69RRX6vDGwuXxcrHxSc/VPdaXv1MdcbHh0Y+HN4YqPzI/3iB8J+PDFeT2OMdp6tlwiJmKXecoc63VqSrGy1cieYvsgi8Rnjt8NGaq/N8cOKqPVfweTPghcAHcj5T5Oo/nwTw0uATAj4t4GM8nyLwicLCzeoGUkXoWBRyB8CKFF9U7v7xpNr512QoCXItlSuYQ/6rapRc77t/KP1PN3Vr+k/l4vtDj19buP5Pd/pdN/U/D/MYPkjwVC5zTW91+5oPG399W1Vsr3tH1SX5ZILVydLk+uYtQaqqy1XLegPV/e0G76o65u2DlE+5psk1Uz7S3PO++up7h9B9oeo4xHXPh4Yp23INlOuwTUeqQxFXRbn6fFN/9RX3h6oQ/oo/lc8hj+FDF4dwSa6rssH5oNV9tjq88eFqTIK6ovVujDp6sff5PIYr6T+dUk5kPwJ7dCwKuQPgqVRSSedJXGfkujwfJNiMXLs/e0HdvuYqZMF5dUGJ67Zcl+STiawCZU8+kGSeUbcfuGp5LFddGjqSreqYh7OUXrmmydXh/Zmqewyucu45rlpDZRxVdc9dvygFcw10x2FVH992SB2Nthyk6G/UBesfjqkE/orzsLMoOhaF3AEAwMPQsegVknt6erpteMyYMaMAAADUFLaonV+dc4XkDgAA4EoCuQMAgBcCuQMAgBdyFeSelpa2XoOYmBjzKBeQTVsvHSibtl46UDZtvXSgbNp66UArp62XDpRNWy8dKJu2XjpQP83+LmZFXAW5a7LeroGN68imkXSgbBpJB8qmkXSgbBpJB1o5jaQDZdNIOlA2jaQDZdN+Zx5hGXQOTfrIppF0oGwaSQfKppF0oGwaSQdaOY2kA2XTSDpQNo2kA2XTrCt3AAAANcYqci8pKYmIiHj//fe/+eYb28ghQ4bYFakGsmkkHSibRtKBsmlUfpeFo0pLS7du3Tpq1KiYmJiySp6t1EA2UDaNpANl00g6UDaNpANl08gNgTa6d+9uHuUaVpF7QEDAc889N378+Pvvv//LL780Rl5//fWXl9JFNo2kA2XTSDpQNm306NF169Zt0aKFv7//fffdFxIS0qxZMz5ymMtpIxsom0bSgbJpJB0om0bSgbJpJBrIh4eBl3PdddcZA+aiNcUqcq9Tp05eXh4PHDt27M477zx16hS5IBTZNJIOlE0j6UDZtHr16uXk5PDA008/vXjxYh7Izc294447zOW0kQ2UTSPpQNk0kg6UTSPpQNk0kg4MDQ1loX/44Yczy7n55puNAXO5mmIVud9zzz3Z2dnG8OzZs9u3b08uCEU2jaQDZdNIOlA2rWHDhsXFxTwQHR199OhRHigqKmrUqJG5nDaygbJpJB0om0bSgbJpJB0om0ZuCNywYcMTTzyRmJjIw3fffbd5smtYRe6TJ09u3LjxJ598Yvzp4+PTqlWrP//5z5eX0kU2jaQDZdNIOlA2jU8zuZqzZs0a48/t27dzWt++fS8vVQ1kA2XTSDpQNo2kA2XTSDpQNo3cEMjwWbKfnx+HNGjQwDzNNawid2bv3r2rVq0yhktLS5csWRIYGHh5kWogm0bSgbJpJB0om8YVk9TUVGN4xYoVkZGRFy9evLxI9ZANlE0j6UDZNJIOlE0j6UDZNHJDoMH8+fNbt25tHusaVpG7bAsN2TSSDpRNI+lAK6eRdKBsGkkHyqaRdKBsGkkHyqaRdKBsmiNWkbtsCw3ZNJIOlE0j6UArp5F0oGwaSQfKppF0oGwaSQfKppF0oGyaI1aRu2wLDdk0kg6UTSPpQCunkXSgbBpJB8qmkXSgbBpJB8qmkXSgbJojVpG7bAsN2TSSDpRNI+lAK6eRdKBsGkkHyqaRdKBsGkkHyqaRdKBsmiNWkbtsCw3ZNJIOlE0j6UArp5F0oGwaSQfKppF0oGwaSQfKppF0oGyaI1aRO0m30JBNI+lA2TSSDrRyGkkHyqaRdKBsGkkHyqaRdKBsGkkHyqaZsJDcjx07NnPmzBEjRgwdOnT69Om//PKLuUR1kE0j6UDZNJIOtHIaSQfKppF0oGwaSQfKppF0oGwaSQfKppmwitw///zzO+64g49an5QzYMCAu+66a+7cueZyesimkXSgbBpJB1o5jaQDZdNIOlA2jaQDZdNIOlA2jaQDZdMc+Z15xFWicePGWVlZ9mPy8/P/8Y9/2I/RRzaNpANl00g60MppJB0om0bSgbJpJB0om0bSgbJpJB0om+aIVeTepEmTzMxM+zG5ubk1/p2yaSQdKJtG0oFWTiPpQNk0kg6UTSPpQNk0kg6UTSPpQNk0R6wi90WLFjVo0KBNmzaDBw9+//3327ZtW79+/YULF5rL6SGbRtKBsmkkHWjlNJIOlE0j6UDZNJIOlE0j6UDZNJIOlE1zxCpyZ06dOjV37tyxY8d++OGHc+bMOXnypLlEdZBNI+lA2TSSDrRyGkkHyqaRdKBsGkkHyqaRdKBsGkkHyqaZsIrcZbtZkE0j6UDZNJIOtHIaSQfKppF0oGwaSQfKppF0oGwaSQfKpjliFbnLdrMgm0bSgbJpJB1o5TSSDpRNI+lA2TSSDpRNI+lA2TSSDpRNc8QqcpftZkE2jaQDZdNIOtDKaSQdKJtG0oGyaSQdKJtG0oGyaSQdKJvmiFXkLtvNgmwaSQfKppF0oJXTSDpQNo2kA2XTSDpQNo2kA2XTSDpQNs0Rq8hdtpsF2TSSDpRNI+lAK6eRdKBsGkkHyqaRdKBsGkkHyqaRdKBsmiNWkXtJSYlgNwuyaSQdKJtG0oFWTiPpQNk0kg6UTSPpQNk0kg6UTSPpQNk0R6wid/5JAwYMWLFixfnz583Tqo9sGkkHyqaRdKCV00g6UDaNpANl00g6UDaNpANl00g6UDbNEavIneFfmJCQ0L9//379+sXFxRUVFZlLVAfZNJIOlE0j6UArp5F0oGwaSQfKppF0oGwaSQfKppF0oGyaCQvJ3UZxcXFSUlJQUFCfPn3M06qPbBpJB8qmkXSgldNIOlA2jaQDZdNIOlA2jaQDZdNIOlA2zcBCck9LS/vmm29KS0u3bt06atSomJiYkpIScyFt+GSnuJypU6fy8oqOjnYljdm9e/f48eMHDhwYGhoaGRmZnZ3tylvPjzl09elKWomzpyH4T7si1UA2jaTXLImu3FatWi1btsw00pV1QdKbimwaSW97jriSJrvtyaaRGwLFdw17rCL30aNH161bt0WLFv7+/vfdd19ISEizZs1qvNQCAwMff/zxCxcu9OzZ84UXXpg4ceIzzzwzePBgczlteI3eddddAwYMuPfee9u3b8/nULfffntKSoq5nB7iXX3KPg0hmya7Zkl65f7xj3/kw8Mrr7yyd+9e87QaIbupyKaRG7Y9WWS3Pdk0kg4U3zVMWEXu9erVy8nJ4YGnn3568eLFVN5BGm+F5nJ6cNq5c+d4gJddfn4+lZ/1NGnSxFxOG961zpw5wwOZmZkPPfQQDxw9evSxxx4zl9OjsXRXn3XqSD4NIZsmu2ZJeuUaLc+4AvXiiy/yrpuYmGiE1xjZTUU2jaS3PT64PuoMczltZLc92TSSDhTfNUxYRe4NGzbkXZQH+BSbN18eKCoqatSokbmcHs2bNz9w4AAPPPLII0YaL7UHHnjAXE4bnj1jl+CTJq7p8AAroEGDBuZyeoh39Sn7NIRsmuyaJemVa9+sOC4u7o033rjppptee+01uyLVQ3ZTkU0j6W3vxIkTrHI+edp7OeZy2shue7JpJB0ovmuYsIrcBw4cyIevNWvWGH9u3769VatWffv2vbyULt9++y0vo27dur3++ut8GturVy/+n5eguZw2I0aMaNq0KZ9GPfXUUzxXvKc9/PDD7733nrmcHuJdfco+DSGbJrtmSXrlOv4u3sGWLl1qGqmP7KYim0Zu2PbCwsJsFyhcR3bbk00j6UDxXcOEVeTO8BlxamqqMbxixYrIyEhX7szwLrpkyZLx48ePHDly+vTphw8fNpeoJrzDDxo0KCoqqrS0lGds7dq15hLV4ZR0V5+yT0PIpsmuWRJduWPGjDGPchnZTUU2jdyw7ckiu+3JppF0oPiuYY+F5O54E99cojrIppEbAmsP4otONlA2jaQDZdOApXDryrWK3GVv4sumkRsCaw/ii042UDaNpANl04ClcPfKtYrcZW/iy6aRdKB4GwPZQNk02UVH0oGyaSQdKJtG0itXNo2kA2XTSDpQfOWasIrcZW/iy6aRdKB4GwPZQNk02UVH0oGyaSQdKJtG0itXNo2kA2XTSDpQfOWasIrcZW/iy6aRGwJl2xiQdKBgmviikw2UTSPpQNk0A8GVS9JpJB0om0aige5YufZYRe4lJSWCN/Fl00g6UPAJYwPZQPE0wUVH0oGyaSQdKJtGbli55lGuIRsom0bSgeIr14RV5B4o2vulbBpJB8qmkXSgldNIOlA2jaQDZdNIOlA2jaQDZdNIOlA2zRGryJ2ke7+UTSPpQNk0kg60chpJB8qmkXSgbBpJB8qmkXSgbBpJB8qmmbCQ3G3I9n4pm0bSgbJpJB1o5TSSDpRNI+lA2TSSDpRNI+lA2TSSDpRNM7Ci3G248rCW49MBrqSRGwJNuJJme8iNQ2bMmPHOO+8sXLjQlUAr/1iSnj3xbldlO+mV/bFOcSVQfPZkl55smlNcCeQ91+g9mM0eGBgYERFRXN7bjAiWlnuN+Vz66QDxQFlsvVvwyd2rr77KO1vr1q15f7u8lC4W/7Gysyfe7apsJ72yP1Yc8dmTXXqyaeLwHtq4ceMHH3wwICDg0Ucf5QXI22FwcLC5XE2xitwt/nSAbKDsjyU7ufO2e7785owrfYda/MfKzp54t6uynfTK/liSXh3isye79GTTSHrp1a9fv6Cg4MKFC9dee+2uXbt4TF5enitdfpqwitwt/nSAbKDsjyU7ub/00kulpaVUfgmPd7zLCmlj8R8rO3vi3a7KdtIr+2NJenWIz57s0pNNI+mlx3LnYw/Xxv72t7+lpaXxGK5n8Dyby9UUq8idrP10gHig4I9leMPlGmjz5s25yhkeHl5WVvbGG2/U+PzO4j9WdvbEu10dIdpJr+yPNRBcHeKzJ7v0ZNMMBJfemDFjWOW88/bv359PLD744IMnn3wyJCTEXK6mWEjusog/HSAeKAtX2H/++ef169fz+R0Pz5w505U7Mxb/sbKzJ97tqmwnvbI/Vhzx2ZNderJp4mzbtm3Hjh08sGHDBj5Azp8/n2tm5kI1xUJyd2y04MrvlE0jNwTK4thowVyiOsj+WNk0kg6UXXQlzt6hPGTIELsi1UP2x5J0oGyaLOLrgkR/rztmzx6ryF220YJsGrkhUBbZRguyP1Y2jaQDZRcdWf4dyrKBsmniyK4Lkv694rNnwipyl220IJtG0oGy99xJutGC7I+VTSPpQNlFx9Sx9juUZQNl00h615BdFyT9e8Vnz4RV5C7baEE2jaQDZe+5k3SjBdkfK5tG0oGyi44s/w5l2UDZNJLeNWTXBUn/XvHZM2EVucs2WpBNIzcECt5zJ+lGC7I/VjaNpANlFx1Z/h3KsoGyaQaCu4bsuiDp3ys+eyasIneSbrQgm0ZuCJRFttGC7I+VTSPpQNlFR5Z/h7JsoGyaOLLrgqR/r/js2WMhuQMAAJACcgcAAC8EcgcAAC8EcgcAAC8EcgcAAC8EcncjvwMAVIV5twFCYMm6EStvuJMnTx4+fHhQUFB+fr55GgBXCivvI54OlqwbsfKG60rjXACksPI+4ulgyboR1zfcffv2afbvfP78eVMfKTaWL1/+/PPP2x6yT09Pf/XVV22Fly5dumTJEh7gMaNGjeratWv37t2nTZt24cIFW4IBj5kyZYrjLJWWlrZu3ZrK31fJyfxxf3//zp07f/fddzzyzJkz//znP7uX065du6FDh3LO6dOnX375ZWMk069fP/vAkydPtmzZkse/9dZbvXr12rZtG4+s/CNOv8U2YxV9Nj4+vkuXLj179vzPf/5jWz48MGzYMD8/P/72Tz/91HizFVWwfHjZ7t+/3yggwsyZM43VYRAaGmr8fBMbNmyYM2eOeawzHNfX2rVr58+fbz+mIhxL8m+3/9MGn/9t3ryZnH2kclzfR0BFYMm6Edc3XMc90yllZWVRUVH2UrCHzdW3b9+4uDjjT5Z7mzZtxo0bZ/xpyL2kpIS1tXHjRiqX9axZsz744ANbgkFsbOz333/vOEv2crdNYiX16NGDyrXLljRG8rcEBgYmJSWxbSvSBJXLnZ1uDB87dqxTp04s1so/4vRb7OXu+NkjR4507Njx3LlzPLxjx46goCBj/MCBA1nZvEj549OnT580aRKVZzpdPqx+25IUgZeh7RlFPn7wgcrp27qrlHtp+Qu5yNkmxIGaff07lnRcjAa8MEeOHEnOPlI5ru8joCKwZN2I6xuu457pFBZT27Ztncqdq1QsCFYtO8sYw3JnH/Xp04c9Qpfkvnr16gkTJtg+xWpjNRtdI9kwXu3kOEtO5c7Vdj6o0OXaZWbMmMHf6NS2NuzlzsybNy8mJqbyjzj9lsrlznP79ttv29RpiDstLW3w4MG2Mqx+w6GVLB8ez0cg2yQX4WQ+5BhdD3777bdjxoyhcmOOGDGCl0n//v23bt1Kl+R+8eJF/vbevXu/8847vF54/KZNmyZPnswr99ChQ0ag4/oyKtd8WOLjEy8BPjkICAjg8cnJyYsWLaLyFWosf6Pk2bNnhw8fzt/y4Ycf8jkZOZsfnsSbGS8l4yO8QRozsHPnTi7pOJ82XN9HQEVgyboR1zdcxz2zIr744guncl+1atX48eN5b2TN5ebmUrncP/7444yMDK7Os0oMuXMVlfdM+w9+9tlnX3/9te1PPkgY/VY7zpK93Fu1asX7PHv2pZde2rNnD12uXbYh2+TAgQNs25YtW/a6hKnya5I7a5dnpvKPOP0We7k7fpZ/O9uNlTRlyhTbpQ/bRSoTlSwfPqFh1dpPcpHw8HA+deABPmkwkvfv3x8ZGckDvNbYs3RJ7mvWrGGr8p+8qA1Bs9y7detmnI4YOK4vw78822FhYVS+eI2lVJHcFy5caJRct26dUdJxfmw1d1u40SMuH2V5jON82nB9HwEVgSXrRlzfcB33zIqoSO5sZKOfI94JV65cSZfkTuWvcGRhGTqbNm2ara87A5tZDHg3ZgmSs1lyWnPftWuXj48PT7K/Gv7666+PHj2areq0Km2jIrlX8hGn31J5zd3g+PHj8fHx/HWGm2bPns1/GpO4/sufeuWVVzi8kuXDPuVzC/tJLsKLzjh76NKli03TbE9efUPKoUty50q67b1xb775ZnFxMc/M1KlTLyUpHNeX4V/eHoyXMnMVnpcYVSx3rtobJbkK/9prrxkhpvkxyZ1PZYwzRVY5f8pxPo1hkthHQEVgyboR1zdcxz2zIpzKvaioyOiSlOEKnaEMm9xZeXyWHR0dzR9MSkqaOHGi7YNsxp49e9pfbeBho/LlOEtO5c7wOfjhw4ft69QcO2DAAK6+VWJbcpA7y4KrgZV/xOm3VC53rnd/++23xjB/pFOnTpmZmWxwPtGxL9a1a1cOr2T5JCYmJiQk/PYBlzGuzHz//fdsVWPM5s2b+Ujz1Vdf8RI2yZ1r00aZ9u3bs6ZZ7qZr8Y7ry/Av5xjKvnDhwhtvvEF2cuezNHu5Dxs2zCjJUmY1k7P5McmdB3j58FePGDGCytvdmubTGCaJfQRUBJasG7FtuKPiq/HPHsc9k/d8pzesnMqdd1djl6NLouf/bXKncm/yjs0f5Ey2mFHH56/4/PPPDZXb4JFGXcxxlpzKPS8vr02bNqwJ09Vwowrs1LY27OXOw9W9oUqXvqVyubOh+JhnVI1Z6+xTlg6bjg94RsMPKm9O8+KLL3J4Jctn1qxZfFpzKfUSo0ZV458DfFrAdV5bZ7AzZswwzrr4TMu4OGbInf8cO3Yslfccaywxfbnz2YZxKsYfMZYS+9e4r8CLzl7ubHyjJP98o6Tj/LDcjeszNrnzYgkMDDQq7I7zaQNydx9Ysm5ERO7GVWwDrkBxbdGoPZlwKnfe3+wvrXAVLCUlxV7u7DJWp/FBNiCX79GjB1uSd/LCwkLbBw3GjRuXm5vrOEuO19y51sYVtNjYWHLQ7tKlS9lcpovgjH07Thb6v/71Lx7JRu5l1xSyko84/ZaKrrnbPrts2TJ2KFubf7XtJcUnTpxgYfHIoKAgzpk7d25BQYER4nT58EjHZqNmfVf+z4EdO3YYBxXjz/379wcHB/Ncsbh5xvhYYruh+sknn/AZUr9+/YzXFTmVu2l9Gf7lwzwH8mdZu8ZtUv66QYMG8Zj33nvPaLFjlDRuqPKBcMyYMUYrUsf54TQe4PMbm9x5Y+CVyJ+l8ocqTPNpA3J3H1iybsTLNlyunRn7LbDBXjNufno0jqc1Vwwv20csBZasG/G+DXfXrl3mUbWbPXv2eMGzvsZVl6uC9+0j1gFL1o1gwwWgcrCPuA8sWTeCDReAysE+4j6wZN0INlwAKgf7iPvAknUj2HABqBzsI+4DS9aNYMMFoHKwj7gPLFk3gg0XgMrBPuI+sGTdyO8AAFVh3m2AEFiyAADghfx/CHbTxXvjaeQAAAAASUVORK5CYII=</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:DenominacionClase contextRef="FIL_S12024_V-06929160_ia">ARCANO CAPITAL SOL.II FIL, B</iic-com:DenominacionClase>
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<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S12024_V-06929160_ia" unitRef="pure">153954</iic-com-fon:NumeroParticipaciones>
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<iic-com:DistribuyeDividendos contextRef="FIL_S12024_V-06929160_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S12024_V-06929160_ia">400.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12024_V-06929160_ia" unitRef="euro">20891346.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12024_V-06929160_ipy" unitRef="euro">20664902.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12024_V-06929160_ipy2" unitRef="euro">8641075.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12024_V-06929160_ipy3" unitRef="euro">2163696.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S12024_V-06929160_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S12024_V-06929160_ia">2024-03-28</iic-com:FechaDefinitivo>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12024_V-06929160_ipy" unitRef="euro">134.2276</iic-com:ValorLiquidativo>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12024_V-06929160_ipy3" unitRef="euro">100.0000</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12024_V-06929160_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
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<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12024_V-06929160_daa" unitRef="pure">0.17</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12024_V-06929160_da" unitRef="pure">0.17</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12024_V-06929160_daa" unitRef="pure">0.17</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S12024_V-06929160_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
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<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S12024_V-06929160_daa" unitRef="pure">0.02</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S12024_V-06929160_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S12024_V-06929160_daa" unitRef="pure">1.10</iic-com:UltimoValorLiquidativoDefinitivo>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12024_V-06929160_dpy" unitRef="pure">13.15</iic-com:RentabilidadIIC>
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<iic-com:PeriodicidadCalculoVL>
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<iic-fil:MedidasRiesgoFIL>
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<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12024_V-06929160_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_daa" unitRef="pure">3.93</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_daq" unitRef="pure">3.93</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpq" unitRef="pure">4.03</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpq2" unitRef="pure">4.25</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpq3" unitRef="pure">4.34</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpy" unitRef="pure">4.25</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpy2" unitRef="pure">5.07</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_daa" unitRef="pure">0.22</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_dpy" unitRef="pure">0.77</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12024_V-06929160_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_daa" unitRef="pure">4.38</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_daq" unitRef="pure">4.38</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpq" unitRef="pure">4.55</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpq2" unitRef="pure">4.82</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpq3" unitRef="pure">5.03</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpy" unitRef="pure">4.82</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-06929160_dpy2" unitRef="pure">6.06</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_daa" unitRef="pure">0.52</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_dpy" unitRef="pure">2.38</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-06929160_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12024_V-06929160_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12024_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:VariacionPatrimonialRendimientoNeto decimals="2" contextRef="FIL_S12024_V-06929160_da" unitRef="pure">1.06</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNeto decimals="2" contextRef="FIL_S12024_V-06929160_dpp" unitRef="pure">3.15</iic-com:VariacionPatrimonialRendimientoNeto>
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<iic-com:VariacionPatrimonialRendimientoGestion decimals="2" contextRef="FIL_S12024_V-06929160_dpp" unitRef="pure">3.65</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestion decimals="2" contextRef="FIL_S12024_V-06929160_daa" unitRef="pure">1.33</iic-com:VariacionPatrimonialRendimientoGestion>
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<iic-com:VariacionPatrimonialComisionGestion decimals="2" contextRef="FIL_S12024_V-06929160_daa" unitRef="pure">-0.19</iic-com:VariacionPatrimonialComisionGestion>
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<iic-com:VariacionPatrimonialIngresos decimals="2" contextRef="FIL_S12024_V-06929160_dpp" unitRef="pure">0.05</iic-com:VariacionPatrimonialIngresos>
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<iic-com:VariacionPatrimonialFinPeriodoActual decimals="0" contextRef="FIL_S12024_V-06929160_da" unitRef="euro">28817166.26</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual decimals="0" contextRef="FIL_S12024_V-06929160_dpp" unitRef="euro">28510959.53</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual decimals="0" contextRef="FIL_S12024_V-06929160_daa" unitRef="euro">28817166.26</iic-com:VariacionPatrimonialFinPeriodoActual>
</iic-fil:VariacionPatrimonialFIL>
</iic-fil:DatosEconomicosFIL>
<iic-com:InversionesFinancieras contextRef="FIL_S12024_V-06929160_da">El fondo ha completado m&#225;s de 50 transacciones y cuenta con una diversificaci&#243;n muy amplia tanto por tipo de operaci&#243;n, donde contamos con RCFs, CLOs, financiaci&#243;n de litigios, cartera de NPLs y operaciones de high yield oportunista. Como entre jurisdicciones y sectores, donde la diversificaci&#243;n es muy atractiva.</iic-com:InversionesFinancieras>
<iic-fil:HechosRelevantesFIL>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIL_S12024_V-06929160_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIL_S12024_V-06929160_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIL_S12024_V-06929160_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIL_S12024_V-06929160_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIL_S12024_V-06929160_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIL_S12024_V-06929160_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIL_S12024_V-06929160_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIL_S12024_V-06929160_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIL_S12024_V-06929160_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIL_S12024_V-06929160_da">false</iic-com:HechoRelevanteOtros>
</iic-fil:HechosRelevantesFIL>
<iic-com:ExplicacionHechosRelevantes contextRef="FIL_S12024_V-06929160_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fil:OperacionesVinculadasFIL>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIL_S12024_V-06929160_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIL_S12024_V-06929160_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIL_S12024_V-06929160_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIL_S12024_V-06929160_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIL_S12024_V-06929160_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIL_S12024_V-06929160_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIL_S12024_V-06929160_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasDiferencias contextRef="FIL_S12024_V-06929160_da">false</iic-com:OperacionesVinculadasDiferencias>
<iic-com-fon:OperacionesVinculadasDerechoDisposicion contextRef="FIL_S12024_V-06929160_da">false</iic-com-fon:OperacionesVinculadasDerechoDisposicion>
<iic-com:OperacionesVinculadasOtros contextRef="FIL_S12024_V-06929160_da">false</iic-com:OperacionesVinculadasOtros>
<iic-com:OtrasInformaciones>
</iic-com:OtrasInformaciones>
</iic-fil:OperacionesVinculadasFIL>
<iic-com:AnexoOperacionesVinculadas contextRef="FIL_S12024_V-06929160_da">No aplicable.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIL_S12024_V-06929160_da">1. SITUACION DE LOS MERCADOS Y EVOLUCI&#211;N DEL FONDO. 
a) Visi&#243;n de la gestora&#47;sociedad sobre la situaci&#243;n de los mercados. Ni la persistente inflaci&#243;n, que ha ido oscilando ligeramente en los primeros meses del a&#241;o, pero que se mantiene alta, ni la esperada bajada de tipos, que finalmente no se ha comenzado a producir hasta junio, han conseguido lastrar los buenos resultados de las empresas de nuestra cartera que hemos observado tanto en el &#250;ltimo trimestre de 2023 como en el primer semestre de 2024. En un semestre marcado por la expectativa de bajada de tipos de inter&#233;s, y por las conjeturas de hasta cuanto bajar&#225;n, la probabilidad de recesi&#243;n en el corto&#47;medio plazo tanto en Europa como en Estados Unidos se ha ido reduciendo cada vez m&#225;s y ya son muy pocos los expertos que piensan que se pueda producir.En este periodo el &#237;ndice Credit Suisse Western European High Yield obtuvo un +2,6% y el &#237;ndice Credit Suisse Western European Leveraged Loans un +4,1%, mientras que los activos de nuestro fondo, que a la fecha de redactar este informe a mediados de julio a&#250;n no cuenta con la valoraci&#243;n del segundo trimestre, se apreciaron un +4,4% en el primer trimestre, esperando una rentabilidad similar a los &#237;ndices en el cuarto trimestre y superior en el c&#243;mputo global del semestre. 
b) Decisiones generales de inversi&#243;n adoptadas. No aplica

c) &#205;ndice de referencia. MSCI Eur Net

d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC. No aplica

e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestora. No aplica 
2. INFORMACION SOBRE LAS INVERSIONES.a) Inversiones concretas realizadas durante el periodo.
b) Operativa de pr&#233;stamo de valores.No aplica

c) Operativa en derivados y adquisici&#243;n temporal de activos. No aplica

d) Otra informaci&#243;n sobre inversiones. No aplica

3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. No aplica

4. RIESGO ASUMIDO POR EL FONDO.La rentabilidad del fondo no se ha visto afectada por los movimientos de tipos gracias a su perfil flotante y baja duraci&#243;n.

5. EJERCICIO DERECHOS POLITICOS.No aplica 
6. INFORMACION Y ADVERTENCIAS CNMV. No aplica 
7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. No aplica

8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. No aplica

9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). No aplica

10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO.No aplica

3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. El conjunto de inversiones computa un tipo medio bruto compuesto cercano al 10%, lo que nos coloca por encima del rendimiento objetivo de los inversores seg&#250;n el Offering Memorandum.

4. RIESGO ASUMIDO POR EL FONDO. No aplica

5. EJERCICIO DERECHOS POLITICOS. No aplica.

6. INFORMACION Y ADVERTENCIAS CNMV. No aplica.

7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. No aplica.

8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. No aplica.

9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). No aplica.

10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Consideramos que en los pr&#243;ximos meses el ritmo de potenciales operaciones en el marco de la financiaci&#243;n alternativa para el MidMarket continuar&#225; alto, por lo que nos vemos capaces de alocar la peque&#241;a parte del capital pendiente de reciclar en operaciones atractivas con un equilibrio de rentabilidad y riesgo bien estructurado. El Fondo termina su periodo de inversi&#243;n a finales de 2024 y casi la totalidad de la cartera objetivo ya invertida o identificada.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIL_S12024_V-06929160_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIL_S12024_V-06929160_da">No aplicable.</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fil:DatosFondoCompartimentoFIL>
</iic-fil:InformeFIL>
</xbrli:xbrl>
