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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22025_V-88151402_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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<iic-com-fon:VolatilidadElemento contextRef="FIL_S22025_V-88151402_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_daa" unitRef="pure">3.04</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_daq" unitRef="pure">3.04</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_dpy" unitRef="pure">5.04</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_dpy2" unitRef="pure">5.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_dpy3" unitRef="pure">5.47</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_dpy5" unitRef="pure">6.94</iic-com-fon:VolatilidadVaRHistorica>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-88151402_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
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<iic-com:ContenidoFicheroAdjunto 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</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22025_V-88151402_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>

</iic-fil:DatosClaseFIL>
<iic-fil:DatosClaseFIL>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22025_V-88151402_ia" unitRef="pure">2</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22025_V-88151402_ia">AC ADVANTAGE CRED.STRAT.FIL FI</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22025_V-88151402_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22025_V-88151402_ia" unitRef="pure">0</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22025_V-88151402_ia" unitRef="pure">0</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S22025_V-88151402_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S22025_V-88151402_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22025_V-88151402_ia"></iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-88151402_ia" unitRef="euro">0.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-88151402_ipy" unitRef="euro">429826.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-88151402_ipy2" unitRef="euro">3407543.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-88151402_ipy3" unitRef="euro">7137122.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22025_V-88151402_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22025_V-88151402_ia">2025-06-30</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22025_V-88151402_ia" unitRef="euro">121.5742</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22025_V-88151402_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-88151402_ipy" unitRef="euro">123.6024</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-88151402_ipy2" unitRef="euro">119.2300</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-88151402_ipy3" unitRef="euro">113.7391</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22025_V-88151402_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">0.00</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-88151402_daa" unitRef="pure">1.35</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">0.00</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-88151402_daa" unitRef="pure">1.35</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22025_V-88151402_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
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<iic-com-fon:ComisionDepositario>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-88151402_daa" unitRef="pure">2.06</iic-com:RatioTotalGastos>
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<iic-com:RatioGastosEstimado contextRef="FIL_S22025_V-88151402_da">true</iic-com:RatioGastosEstimado>
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<iic-com:ContenidoFicheroAdjunto 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<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22025_V-88151402_da">false</iic-com:ModificadaPoliticaInversion>
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<iic-com:DenominacionClase contextRef="FIL_S22025_V-88151402_ia">AC ADVANTAGE CRED.STRAT.FIL FR</iic-com:DenominacionClase>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22025_V-88151402_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
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<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22025_V-88151402_ia" unitRef="pure">0</iic-com-fon:NumeroParticipaciones>
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<iic-com:DistribuyeDividendos contextRef="FIL_S22025_V-88151402_da">false</iic-com:DistribuyeDividendos>
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<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-88151402_ia" unitRef="euro">0.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-88151402_ipy" unitRef="euro">469425.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-88151402_ipy2" unitRef="euro">3740126.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-88151402_ipy3" unitRef="euro">6952366.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22025_V-88151402_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22025_V-88151402_ia">2025-06-30</iic-com:FechaDefinitivo>
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<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22025_V-88151402_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-88151402_ipy" unitRef="euro">120.1223</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-88151402_ipy2" unitRef="euro">116.4538</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-88151402_ipy3" unitRef="euro">111.6477</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22025_V-88151402_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
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<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">0.00</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-88151402_daa" unitRef="pure">2.03</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">0.00</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-88151402_daa" unitRef="pure">2.03</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22025_V-88151402_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
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<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-88151402_daa" unitRef="pure">0.09</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22025_V-88151402_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S22025_V-88151402_daa" unitRef="pure">-1.88</iic-com:UltimoValorLiquidativoDefinitivo>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S22025_V-88151402_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_daa" unitRef="pure">80.49</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_daq" unitRef="pure">80.49</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_dpq" unitRef="pure">56.17</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_dpq2" unitRef="pure">2.38</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_dpq3" unitRef="pure">2.78</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_dpy" unitRef="pure">5.12</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_dpy2" unitRef="pure">5.19</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_dpy3" unitRef="pure">5.55</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_dpy5" unitRef="pure">7.02</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-88151402_daa" unitRef="pure">2.92</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-88151402_dpy" unitRef="pure">1.71</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-88151402_dpy2" unitRef="pure">1.30</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-88151402_dpy3" unitRef="pure">1.31</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-88151402_dpy5" unitRef="pure">1.57</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22025_V-88151402_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22025_V-88151402_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-88151402_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-88151402_da">png</iic-com:TipoMimeFicheroAdjunto>
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LF6iaC5dBxUTF3QahCsAxety6Vu1lIS6MB3AMD4aGH4JZb4J13oH59KblXB3RcVMxdEKqKJUuouP3112qchbNnSfm556j5jWB1dFxUzF0QqoTwcLj9dti0SY0LguvouKiWuaenpwcHB9s+rly5sl27dn5+fkuXLjUiCQkJGGnRosW4ceOuOL7kEXN3B5jPo0ZBVpYaF8xGYSH07Ek1J7/9pq4ShAqh46LOzR2NOyAgwN/f3/iYmZnZqlWrjIyMrKysNm3anD9//tixYx988MHFixezs7N79uy5aNGikgKEd5v7jh1UuZmdDUVF6ipPceoUvPQS3Hor9X958kkaK2rhQjh/Xk0meJxLl+id51tvyW1YYETHRZ2b+4YNG+Lj423mnpKSEhISYiyHhYUlJSVt2bIlNjbWiOBCVFSUsWyPt5p7Xh61Nb7+erLR//s/+O//pv81a8Ldd8PDD1P95uuvU/sEHx/o2BGCgqBfPxg2DMaPh8hIiInBGyPNQ//993R7+PlnOHECH4Lg4kX1W1xlyRLq+TJ8OBUJ8/Nh40b44gtqEH3TTfDoo7Qb8fFUAyt4nOPH4YknoEsXKChQVwlCJdBxUefmjmDZ3Gbuc+fOnTZtmrGMVj5z5kxbMizFd+jQYe/evbaIDa8093XraBb5d96hxmcGWHLPyaFSPD5f42Fu2QKrVwM+qcTFAeZDeDjVkwwcCB9/DB99RN1J3n8f3n6bithYuL7/frjzTrjxRrpDvPwyfPYZrFhBai6BNxsUr1v3jz6NCleuwLZt1DCuWTNqO/HAA7Qb8+fTTUWoerZvp0EFxo5V44JQaXRc1GVzj4mJsZXN0dyjo6ON5SVLlrRt2/aHH34wPip4mbmfO0fNkNFDFy5UV1We7GxqzxAaSqb/t7/BCy/QGK1YwMfn9/I5dAiefhqaN9ft+ZKais9WdIOpUQPuuw86dYLZs/FBjOHRQXDKd9/RE96336pxQeBAx0VdNvfk5ORQNKZiwsPDExMTi4qKhg4dOnjw4MzMzGvblMRrzB3L5jNmUCdALCA7ddvKc/kylf0HD6bOimj0zz1Ho/otXlxK/ezcuWQWERFqXAc8KHzO+PJLujH87//SF11/PfzjH1S0x1tL06bQvj1VCuNjh7zxY2HCBHpKw6coQXAPOi7qsrlnZGT4+PhkZ2fn5OT4+vqmpaWtWbOmX79+Jbe4RmpqKjp7XFycLaKzW57hp5+owuT556nMW/Xk5lJF0LBh8Oab9Jr0qacgOJjGjTp+nB4j0Ih37VI3qTD5+XDmDOzbB/iklZREJXr092bNqCr/rrtoEs5Zs+DXX9WtBKcUFNAsd489hteMukoQ+NBxUZfNHVmxYkXnYoymkJMnT27YsGHTq0wvbVA6s5fcsQQ9YAAVjadM4RlWu5Kg+W7YQLPqvP02lbIbNXK5dr7CHDhAb4PbtqVG2XXrkunjo8zhw2oywZELF+j3atxYKr4Ed6PjolrmXnlMbe7JyXDvvWRnp0+rq8xARobH2lr8/DONSevrC3fcQUNWtWsH0dGlj2IoHDkCjzxCTZVK6+chCLzouGj1NveTJ6FVK6hXT3psO+fgQYiKgg8+oNrk2rWpLdCkSVSPJCBbttD9LyxMjQuCe9Bx0epq7oWFNGFNjRrUcvH339W1QvkcOkRF+BdeoKaiwoIFVKFXWt89QXATOi5aLc39xx9pzNXXXqP6ZaHC4E0R747VvIHNqFFUYeWRN/BCNUbHRauZuV+8SKN81KoFX32lrhIqwMcfQ//+arCakJ9PsyM99RRV7glC1aLjotXJ3L/5hiqL/f1pDACBhYMHqU9AXp4atzxYSrjzTmrFlJ2trhIE96PjotXD3H/9lRqoPfIINesWePn3v2mEg+pG27bUJcIMrWaFaomOi1rd3PHZ+YsvqGp41KgKzmomlM+335LNVSvwBP7nP+U9vOBBdFzU0ub+/fc0dmOTJtX9pZ9bKSigCoo9e9S4VcHHlLvvlkE3Bc+i46IWNfdDh6BNG6phl/kkqwD8Qbt3V4OWZNMmGpOn+tzJBLOi46JWNHcssN96K420Lr3Aq4aTJynDq2CcNc9y5Aj1VEpOVuOCUOXouKi1zL2wkOaVr1VLrsCq5v33aUQakzN/Pg3KlpBQkXEmLlygF/KTJ6txQfAEOi5qIXM/c4bGrX31VWl37AFWrIDHH1eDZiMoiHquNWkCf/873HMPDaXw5ZfU/8jpaDCY4D//gcBANS4IHkLHRa1i7itX0iPzwIHOL1TBHRQV0VRTGzeqcVPx1FN/zGCFe7t/P4122bkzjaBw441UoseTZ+lSKHVOArwrvP22nFqCedBxUe83d7zk8LK8805YtUpdJVQlEybQsJGmBR/sbrml9PE1MzJoWtrQUHpPc8MN1MIqIIBGtP/5Z1obEUGRCxfUrQTBc+i4qJeb+4kT8Mor0LChNE3zPGiRN98M58+rcZMweza0bKkGHcGywvbtNB1u27Y0b8lNN9HEVdKUVjAZOi7qzeaOpa1atWhGC3zKFsxAhw4wZowaNAlt2lA9jKscPkyTYQmCydBxUe809/x8+OQTmidIhhMwFVu20EzcJrzXYnn873+XN+2CZdBxUS80d3xGfv55mvBTxv8yIU89BSkpatDjbNzoBY15BEEbHRf1NnP/9lvqIjhhghoXTML06fDuu2rQ4wwcWH2HJhasiI6Leo+55+ZSi7R774WtW9VVgnnIyaEKkGPH1LhneeYZmRFQsBI6Luol5n7oEDz5JLV2yMpSVwlmo2dPKimbh7Q0asZTaiNIQfBOdFzUG8x9/nyao3LKFDUumJMtW+C666B9e5g5k1qbeJw5c2h0BEGwEDouqmXu6enpwcHBto8rV65s166dn5/f0qVLy4ooVNDcL1+miZMaNICdO9VVgplZs4aGmvH1pc5l+IcL+HH/fjVZ1YDfPn26GhQEb0bHRZ2be0JCQkBAgD+abDGZmZmtWrXKyMjIyspq06bN+fPnHSMlBYiKmPtPP1HPQD8/6w83aG1++YWK8B9+SMOg33QTPPEETJtWdSX6wkKaquX4cTUuCN6Mjos6N/cNGzbEx8fbzD0lJSUkJMRYDgsLS0pKcowYy/a4bO5oBzVr0n/BSqSm0pRY7drRQED33EOPZXFxVCfuPjZvhkcfVYOC4OXouKhzc0eOHTtmM/e5c+dOw5JXMbGxsTNnznSMGMv2uGDuWE7H0vojj8C+feoqwUrg7zt5MrzzDr3tRP994QW3jMw1eDB8+qkaFAQvx4mLFuOyucfExERFRRnLaOXR0dGOEWPZHl1zx5Ld/ffTsE2XL6ur+LhSCJfz4MJlOHcJTmXCkfNw6CzsOwk7j8G232DDIVh7AJbvhSW7IHEHxG+FT+Igai3M2wTzN0Ns8V/cFvh6C63Cv2+2wYJtkPAj/X37IyzcTlvh33c7ICkVFu2kv8U7SS15F60dnwLfH4TtR2D/KTh6nvYhJ8+MnTqrDvT0DRugXj0aSYKd556D1avVoCB4OeW56FVcNvfk5OTQ0FBjOTw8PDEx0TFiLNujY+6xw5dHPNNv0qjt45bCqCUwIgkGL4TQBOgXD33ioNc8CJwDH82GzjOh/XTwjQSfKfB+OLwTBo0nQMNx8MZoeOUL+NcIeHYo1O0Dt/eCBv3h3r5QOxhu6wm3BMLfPoL/9Yf/6gj/0wn+0gVu7AY1guD23nBXH6j3KTwYAo8PhGeGwAsj4NUv4K2xJPtuGLT6Eh4KhffC6RvbToU2xX+tp9C34yr8axkBLSJoT/APkzWfTFvhH+5Ys0nQdCL9NZlIao0mwGtfQO2P4aWR8NRgeGAA7SfuA+7Mf3eE/+tCyxjBOK7FNHhQqIbLQXNgzX66B1iZEydopCB0eUbOnaNafpkYXbAcZbmoPS6be0ZGho+PT3Z2dk5Ojq+vb1pammPEftvU1FR09ri4OFukrN0a3HN1YEQWmjhaORo62vqQRLJ4NHq0+0nLIWIlRK6B6HUw+wcqR2PZGQvLWEDGQvGyPbBqH6w7ABsPwdZfYeVPsHo/HDgNh9PgeAacuQAZ2XApF/IKTFpGxr1C78ZSPJblsUSP5Xos3eNB4aNA/2+g61d00/rrR3TvwfzBx4UTGaqCFVi8mAZizOA7tnnzoHlzNSgI3k9ZLmqPy+YONOvOis7F2Bo+OkYUdEruQvnkFsAPB2H0EnosqNmDyvj1+sGeE2oy7yY4mNOO/fyoZY4gWA4dF9Uy98oj5s7O7uPQaQbU6kUVRD9ZZrjDvDwaKiA8XI1XAHwaqlkTjh5V44Lg/ei4qJi7d5OTB2OS6aVC26lUn2MFDh8mU05NVeOusnUr9ZMQBCui46Ji7lYgOxe+WAz/6AkfTIOfT6trvY+4OGo0VcnOa0OHQp8+alAQLIGOi4q5W4dLuTByEVXHt59OjTu9G39/qjGvDP/6F02bLghWRMdFxdytxoXLMDyJLL5DNDUW8lYuX6ZKldmz1bgm6enUCDLP2q1HheqLjouKuVuTrMvUkLRGEL10/dVLLX7vXqp8r9hwY7Gx1PdVECyKjouKuVuZzBwYtBD+HgQBs6gjrvcxfTrUrw8HD6pxp7RvD1OnqkFBsAo6Lirmbn0ysqlHGFr8R7Nhl8mmSHJOnTpw/fU0A2pQEHz9tdYk10VFcNttcOSIGhcEq6DjomLu1YX0bOg9H67rRB19vYyCApoAZNw4mp21Rg2aavHDDyE6uswJF3/8ER54QA0KgoXQcVEx9+rF/lM09k7TiZB2UV3lHWCpfN8+6nfq5wd/+QuNKNm8OYwdC5s2XXt9OmIE9XQVBOui46Ji7tWO/Csw4Bu4ozcs3a2u8j6OH6dG8T16wFNPwd/+Bi+/DP37w4MPQnKymlIQLISOi4q5V1PWHqDRaXrOg98tM2bipUuwYgUN4P6Pf8BFL30wEQQtdFxUzL36kplDYxc/Emq50ccEwerouKiYe3Vn9g/U42n4dzTbqCAIXoGOi4q5C9SRtUYQzViyYJtJx7sXBMEeHRcVcxcI9PTFO+G5YVRL8/UWKBSLFwQTo+OiYu5CCZbuplmfHgqhCWPF4gXBnOi4qJi7UArL99Ikrg36w5yNNJ+4IAimQsdFxdyFMlm1j+YKr9+PXroWiMULgmnQcVExd8EJaw/AG6Ph3r4wYz11gBIEwePouKiYu6DF9wfhrbFw9ycQtVYsXhA8jI6LirkLLrDxEPxnPHVtnbIa8grUtYIgVA06LloRc581a5aPj0/79u0XLVpkRObOnYuRVq1a4aoSSa8i5m4lthyGJhOp61OveeoqQRCqAB0Xddnc169fHxAQkJWVlZ2d7evre/To0QMHDqCz5xTj5+e3d+9edRsxdysStwVuCYSzF9S4IAjuRsdFXTb3KVOmfPXVV8ZyeHh4bGzswYMH0eXz8/MLCgo6duwo5l59+DQe/KapQUEQ3I2Oi7ps7snJyYGBgVhIz8zMbN++fUREBAYnT57cuJhx48apGxQj5m5JcvLoFevKn9S4IAhuRcdFXTb3wsLCiRMntmjRAgvpgwcPnj59+q5duzp16oTl98OHD/v7+2/btk3dRszduizeCff3h1x5uSoIVYiOi1bE3K9c+aMp3KRJkxYtWjRt2jRbRU1sbGxYWNi11FcRc7cwLSJg8EI1KAiC+9BxUZfNfceOHZ07d87Lyzt37lzr1q0vXry4bNmywMDAS5cu5eTk9OrVKykpyT59amoqOntcXJwtorNbghdxIoMGlfz5tBoXBMFN6Lioy+YOxe9UW7Zs2aVLl+3btwMNKFgUGRlpNIWMiIgoLG1ccCm5W5uw5dSLVRCEqkHHRSti7hVAzN3aXCmEp4dAzAY1LgiCO9BxUTF3gYcff4NavSA9W40LgsCOjouKuQts9JwH/jPVoCAI7Oi4qJi7wMbF36F2MA0xJgiCPRk5MCEFdh6D01k8EyTouKiYu8DJgm3wcKgMGykIf5BbABEr4fZeVGn52EC4rSdc35nGZXr0M/j3GPhgGrVEmP0D5ObDuUvk/hOXUd8RvI7mboSEH1U1GzouKuYuMNNkIoR8owYFobqRV0CDp9b5GJpNgu1HrsULi2hEpl3HaL6zORuh1Zfw5GD4r47w9yB4MARq9KAr6P1w8I2EAWVfRzouKuYuMLPzKFzXGRpPgORdNO+2IFQ38Mk1cg2NjI1Xwbbf1LWO4GWSdVkNlo+Oi4q5C/xczoOZ31PjyHqfwoRlkJmjJhAE64Gefv4SfLkS7upD0x5sOawmYETHRcXcBTey6ReqVbwlEAJm0XOoIJiKnDw4eh6SUmHhdkjZQ/9jN1O55MtVMD4FRiRBaAL0iYPuMdAxGtpOheaTybVf/QKeG0YV6PX7UQuCGkHw14/gfzpRZfr/84cGA+i0dzc6LirmLridsxfoOsHL4KnBdKmcyFATCIK7+SyBKrLRoN8aS3XcdT6Gv3ShP1y4oze1Anh7HHl3m6nk4+jmH8eSs+N5O24pef2M9TB/M7n/0t00qzCWyrGwcvAMHM+gF6HZuX+0gWFpCaODjouKuQtVBJ73XyyGl0ZSSeehEJrFackuuioEwa38mkZ133f3Jb+etwmW7aHXm1hgx2K796LjomLuQlVTWETdWdHoXx8NN3Slh9yRiyB2i5pMECpJXgEVvbEwMXqJ1Zrn6riomLvgSbD0lLyLnoL/HABNJ8LeE2oCQagYa/bDAwPgnTAqpFsPHRcVcxdMARayJi6Df/SEzjPhZKa6VhD0OXsB2kVRk5XvdqirLIOOi4q5CyYi6zL0/4Z6c4QmwAUXW/4K1ZPsXPjlLA168c02mLyCiuq3BNLsvtZ+naPjomLuguk4nkEtFm7rSdeqxapKhcqDJYDg+XBnMM3veENX+L8ucG9feHEkzQgWNAc6RMNC6xbYbei4qJi7YFJ2H4dGE+CmbvTG9fwlda1QDTmcRiOP3hpIXfaj1sKB09X38U7HRcXcBVPzWQI0Gk/Xc+/5VKIXqifrDlAj9Jo9aLgVeSUDei4q5i54AXg9fxJHFt8xGvafUtcKViX/Cg2t9dRgavcydbV3t0znRcdFxdwFryEzB4YnUV38++Gw9Vd1rWAlzl+i3g939KZxcZfICHQO6LiomLvgZVzOoxetd/WhkT1mrHfhssf7QcQKKKiqDuJCxdh3Ej6aTS1eOs2APdLvoQx0XFTMXfBK0KO7x9DgTQ+GwLQ15PhlcSmXJkN4fTTc3B1qf0ztLNtF0WQI1m4q540s20PDctXqBUMTIe2iulawR8dFK2Lus2bN8vHxad++/aJFi4zIvn37unbt2rJly8mTJ5dM+wdi7oKbWLOfmjbX7EFN40/ZvWrDEv2qfdB+Onk6Jkj4kfpJIScyaAqFt8fBjd1oVoTp6+DMhWtbCVXP7/n0KzwcSrfqWd/T1EWCU3Rc1GVzX79+fUBAQFZWVnZ2tq+v79GjR3Nzc9u2bXvixIm8vDy0+M2bN6vbiLkLbubQWWrjfGsglcoXbiejr9uHBv+btLzMMuCFyxC3hUYBvCUQ/jWChh85cFpNI7iV01kw8Fvqltx0It2JBX10XNRlc58yZcpXX31lLIeHh8fGxq5Zs2bUqFFGpKCYa6mvIuYuVAGZOTBqCY2p3WMuNZPXJP8KTXjWPYYGJW7QH/rFw8ZDLlTlmwc8ilu6wzNDYdIyesFwzsSdA3Yegw+n020Vs/1nuae6jo6LumzuycnJgYGBOTk5mZmZ7du3j4iIQH8fOHCgv79/ixYtxo4dK+YueC/bfqOW9Y9+RjW/AbNgUSqcLaPgbypW76OxlB8MoYLwvX3hzdE0DRY+x/ztIzqWd8JogGV8iElKpVeUlzz3sqGwiPbh9dF0H8XbcEa2mkDQRMdFXTb3wsLCiRMnoo937Nhx8ODB06dPnzVrVuvWrdPS0tDxg4ODExMT1W3E3AVv43AaTRD42Gfw1y6w4ZC61jys/xleG0Ud8eduJOtUuHCZysgLt9OxBM2hdwwPhVB//Zo9aC6h1lNoJJ9pa2DFTzQ8i5tGejAmn8ObyheLqYHTs0Np1gtps1RJdFy0IuZ+5cofZ8GkSZMWLVqEbo4FdiMSHx8/YcKEa6mvIuYueClYeMdS/PCkUqzTs6zZR23A7/uU2gK5OgHQmQs0FRya7MhFNAznG6Phnr5UnVW3Dw320CGa2qvMXA9TVtHN44eDdHvbeIg22XKYKnzw+Qa3xVsC3jbw28OWw7DvaI4t/5k0MEDDcfD8MOp2dHtvupFc14laKNUIgscHkpTAgo6LumzuO3bs6Ny5c15e3rlz57DAfvHixTNnzuDCpUuXsrOzg4KCli1bZp8+NTUVnT0uLs4W0dktQTAPJzOpJgH/zNDx/ch5GJNMRWD0zeh1nEVgvEP8do5qeGasp7qplhFQowe8/DmNyfXCCHrn/M/hVN7HovczQ+CGblQR9G4YtUfqMZfSj11KjV7it1KLxs2HqSPxqUzpU+oudFzUZXOH4neqLVu27NKly/bt240IGnqHDh3Q4iMjI4tKexUlJXfBq8Fi+4gkKsIv2qmuqhrQKLGAjA5bswf18Vn1kzQZrNbouGhFzL0CiLkLFmDDIbj7E3o5WWXGeu4SRK6hWvVbA6m2ZOluzqK64L3ouKiYuyC4QGYO1Vc8Odi9DfiyLlN3nrfHUQ+stlMhcUfV3U4Er0DHRcXcBcFlsDT9351ovognBsGbY+gtYtevqOfUhGX0gnHRTnr9iO6P5W6XXnVm59KLynfCaBT798Ph6y1SZy2Ujo6LirkLQkU4mUEzL+84Ait/Iheesppa1ATPpxeMTSbSu8f7+1Mrkes6UVedep/Sq8hGE8BvGtXqDE2EiJUQu5m6HW0/Qj1j47bQHQI9vfEEiNkAF39Xv04Q7NFxUTF3QXAjhUWQnk2jI2w+TEPXonFPWk5djbrHUDPzt8bSYOU3dqX+R9PXUUpB0EHHRcXcBUEQvAwdFxVzFwRB8DJ0XFTMXRAEwcvQcVExd0EQBC9Dx0XF3AVBELwMHRcVcxcEQfAydFxUzF0QBMHL0HHRKjL3nTuvjbc0YsSIIYIgCEJFQRe189fSqSJzFwRBEKoSMXdBEAQLIuYuCIJgQTxg7sbcTOUQFxenhiqEqXRYRNaaTIdFZK1FdVhE1ppMh0Vkrcl0WETWVq2O/VvMsvCAuTtlrV3TmspgKh0WETCZDosIWFSHRQRMpsMiAibTYREB8+n8SQ2YAJ2bkg6m0mERAZPpsIiARXVYRMBkOiwiYDIdFhEwn44ZzV0QBEGoJGLuKgUFBdOmTevfv//GjRttwQEDBtglcQ6LCJhMh0XEIDU1FUUKCwu3bt06ZMiQuLi4UudVdwqLDosImE/HRseOHdVQhbCGzoYNG4yFK1euTJ06tVu3bvPmzSuZRAuz6Tgi5q4SEBDwyiuvjB49+qGHHvruu++M4M0331wylRNYRMBkOiwiyNChQ2+//fZXX33Vz8/vwQcf/PTTT5955hm8Z6jpnMGiwyICZtLBu0Lvktx0003Ggpq0XKyq8+c//9lYCAwMbNSoUWRkZNOmTQcNGlQylXPMpuOI58399ddff6I01HTO4NKpVatWVlYWLpw8efLee+9NS0sD1y2MRQRMpsMigtxxxx0ZGRm48OKLL8bGxuJCZmbm3XffraZzBosOiwiYTCckJASNb/jw4ZHF1KxZ01hQ0znDkjo2M73rrrtyc3OhQjkM5tNxxPPmfvr0abTg8ePHHyiJms4ZXDr3339/enq6sRwdHd2yZUtw3cJYRMBkOiwiSN26dfPz83EhJibmxIkTuJCTk3PPPfeo6ZzBosMiAubTWbdu3fPPP5+cnIzL9erVU1drYz0dm5m++eab+DSAC5jh9evXL5FIA7PpOOJ5c0fCwsJsj/mVgUVn0qRJmLNjxowxPvr4+DRu3Nj2A2jCIgIm02ERQfA5Gouly5cvNz7++OOPqNO9e/eSqZzDosMiAubTQfAxy9fXF7etU6eOus4VLKZz33334ePRs88+i6Xj8PDwoqKi9957Lzg4WE3nDLPpOGIKczcbWN5funSpsYz30q+//jooKKhkEuewiIDJdFhEECx52d4jLV68OCoq6sqVKyWTaMGiwyIC5tMxmDNnTtOmTdWo61hJB0/do0ePrl27dvfu3bgcGRlpPC25itl0FDxv7lxtMEylwyICJtNhEQGT6bCIgMl0WETAojosImA+HUc8b+5cbTBMpcMiAibTYREBk+mwiIDJdFhEwKI6LCJgPh1HPG/uXG0wTKXDIgIm02ERAZPpsIiAyXRYRMCiOiwiYD4dRzxv7lxtMEylwyICJtNhEQGT6bCIgMl0WETAojosImA+HUc8b+5cbTBMpcMiAibTYREBk+mwiIDJdFhEwKI6LCJgPh1HPG/uwNcGw1Q6LCJgMh0WETCZDosImEyHRQQsqsMiAubTUTCFuZ88eTIyMnLQoEGhoaFTpkw5fvy4mkIPU+mwiIDJdFhEwGQ6LCJgMh0WEbCoDosImE9HwfPmPmvWrLvvvhvvVGOK6dWr13333Td79mw1nTNMpcMiAibTYREBk+mwiIDJdFhEwKI6LCJgPh1H/qQGqpz69eufP3/ePnLx4sUnn3zSPqKDqXRYRMBkOiwiYDIdFhEwmQ6LCFhUh0UEzKfjiOfNvUGDBmfPnrWPZGZmVuDYTKXDIgIm02ERAZPpsIiAyXRYRMCiOiwiYD4dRzxv7vPnz69Tp06zZs369evXv3//d999t3bt2hUY0dhUOiwiYDIdFhEwmQ6LCJhMh0UELKrDIgLm03HE8+aOpKWlzZ49e+TIkcOHD58xY8aZM2fUFHqYSodFBEymwyICJtNhEQGT6bCIgEV1WETAfDoKnjd3rqEVTKXDIgIm02ERAZPpsIiAyXRYRMCiOiwiYD4dRzxv7lxDK5hKh0UETKbDIgIm02ERAZPpsIiARXVYRMB8Oo543ty5hlYwlQ6LCJhMh0UETKbDIgIm02ERAYvqsIiA+XQc8by5cw2tYCodFhEwmQ6LCJhMh0UETKbDIgIW1WERAfPpOOJ5c+caWsFUOiwiYDIdFhEwmQ6LCJhMh0UELKrDIgLm03HE8+ZeUFDAMrSCqXRYRMBkOiwiYDIdFhEwmQ6LCFhUh0UEzKfjiOfNHQ+jV69eixcvNmb+rjCm0mERAZPpsIiAyXRYRMBkOiwiYFEdFhEwn44jnjd3BI8qKSmpR48egYGBCQkJOTk5ago9TKXDIgIm02ERAZPpsIiAyXRYRMCiOiwiYD4dBVOYu438/PyUlJSePXt27dpVXecKptJhEQGT6bCIgMl0WETAZDosImBRHRYRMJ+OgSnMPTU1dePGjYWFhVu3bh0yZEhcXFxBQYGaSIN9+/aNHj26d+/eISEhUVFR6enpFZg2vqC0PgX40S6Jc2yz1+MOTJ06tVu3bvPmzavAzkCxlLEn+KvjExzuW36FZkY/6TCsqKv7w5IzZeHqzhiwnDn4RJxfTEREBF5UMTExFRAplQocFFcms+QM8GVO5U8/4Mscezp27AgV+qWAL3O4dBQ8b+5Dhw69/fbbX331VT8/vwcffPDTTz995plnKvCD4a9+33339erV64EHHmjZsiU+4Nx1110rV65U0zmDpU+B7WU37kajRo3wtG7atCme2SVTOQc3qV+//iOPPIJ79cQTT4wZMwYzKjg4WE3nDJZhRVlyhhGWMwfz5LnnnsvLy+vcufPrr78+fvz4l156qV+/fmq6qoIlk1lyBvgyh+X0A47Mwbtd75LcdNNNxoKa1BlcmcOl44jnzf2OO+7IyMjAhRdffDE2NhaKB0XDU0FN5wz09AsXLuDC2bNnH330UVw4ceLE008/raZzRq1aDH0KbOaON5jc4vckFTuo2rVrX7p0CX/4G2+8cffu3RjBfatTp46azhn1OYYVZckZBM/gJ0pDTecMljMHRX7//XdcQDfEPIHiR+MGDRqo6ZzBdVAsmcySM8CXOSynHzBlDj7Wo6EPHz48spiaNWsaC2o6Z3BlDpeOI54397p16+YX1zPgwwjaMS7k5OTcc889ajpnoI5xAuETDZYLcAGzrAI+yNKnwGbub775JhYWoPgHw1O8RCIN0NzxjoW3hxtuuAEftDGCFy0eqZrOGSzDirLkDHL69Gl0PSyhHCiJms4ZLGfOs88++8svv+DC448/bohgzjz88MNqOmdwHRRLJrPkDPBlDsvpB0yZg6xbt+75559PTk7G5Xr16qmr9eDKHC4dRzxv7vhAhOWL5cuXGx9//PHHxo0bd+/evWQq5wwaNOipp57CB9IXXngBN0eLf+yxx/r27aumcwZLnwK8u+ANGX82LC6Fh4cXFRW99957FahOGTFiBF6oqNajRw98HBk2bNg///lPfMpW0zmDZVhRlpwxCAsLsz1WVxiWM2fz5s3oeh06dGjevDk+Zvn7++N/9EQ1nQYsB8WSySw5A3yZw3L6AVPmGOATgK+vL+ZJBcp/BlyZw6XjiOfNHcFbqO0N5OLFi6Oioir2fmPBggV9+vSZOXMmFpZRYfXq1WoKPQ5w9CnADY8ePbp27drdu3fjMj73GYUpV9m2bduOHTuguLiB18acOXPwVqEm0iCNY1hRlpxhhOXMwVItHsjo0aMHDx48ZcqUI0eOqCmqFpZMZskZ4MscltMPmDLHBl5NTZs2VaPacGUOl46CKczd8U26mkIPU+mwiACfjqngOigWHRYRs8F1UFw6poLroMymo+B5c+d6k24qHRYR4NMxFVwHxaLDImI2uA6KS8dUcB2U2XQc8by5c71JN5UOiwjw6bC05WARAb6DYtFhEQG+zGHR4TooLh2WgwImHa6DMpuOI543d6436abSYREBPh2WthwsIsB3UCw6LCLAlzksOlwHxaXDclDApMN1UGbTccTz5s71Jt1UOiwiwKcDTG05WES4DopFh0XEgCVzgEOH66C4dIDjoAwqr8N1UGbTccTz5l5QUMDyJt1UOiwiwKqjhlyHRQRYD6ryOiwiwJo5ash1GA+KS0cNVQgWHcaDMpWOI5439yCmES9NpcMiAibTYREBk+mwiIDJdFhEwKI6LCJgPh1HPG/uwDfipal0WETAZDosImAyHRYRMJkOiwhYVIdFBMyno2AKc7eRzzTipal0WETAZDosImAyHRYRMJkOiwhYVIdFBMynY2Auc7dRsd50jn0BKqbDNcquQsV2xhEP6nDlsCMe1OE6KC4dlpGruc5hLh1HKnBQpVIBHZZfinFYb5b9ccSk5l4BZjH1BRjENMqu9eDKYVPBdVBcOiwjV3Odw1w6poLrl+Ia1ptrfxzxvLmzdEwAvr4AtTlG2eU6KFPpcOUwy84Akw7XQXHpsIxczXIOA58Oyy8FTDpcvxTXsN5c++OI582dpWMC8PUFqM0xyi7XQZlKhyuHWXYGmHS4DopLh2XkapZzGPh0WH4pYNLh+qW4hvXm2h9HPG/uwNExAfj6AnCNsstyUGAmHa4cBo6dMai8DtdBcekM4hi5musc5tIBjl/KoPI6XL/UfUzDenPtjyOmMHcuuPoCcI2yaz24cthUcB0Ulw7LyNVc5zCXjqng+qW4hvXm2h8FU5i742S+FTuBWHQKSpuEd8CAAXZJtGDZGTCZDosImEyHRQSYdFhOPxYR4NMBpswBJh0WESitlYuaQg+u/VHwvLlzTebLpVP5SXiBb2dMpcMiAibTYREBPh2W049FBPh0uDKHRYdFBPhauXDtjyOeN3fGyXxZdGpxTMLLtTOm0mERAZPpsIgAnw7L6cciAnw6XJnDosMiAnytXLj2xxHPmzvXZL5cOiyT8HLtjKl0WETAZDosIsCnw3L6sYgAnw5X5rDosIgAXysXrv1xxPPmzjWZL5cOyyS8XDtjKh0WETCZDosI8OmwnH4sIsCnw5U5LDosIsDXyoVrfxzxvLkD32S+XDoHOCbh5doZU+mwiIDJdFhEgE+H5fRjEQE+Ha7MYdFhEQG+Vi5c+6NgCnMXBEEQeBFzFwRBsCBi7oIgCBZEzF0QBMGCiLkLgiBYEDF3N/InQRCcoV42AhOSs27EzCfupEmTBg4c2LNnz4sXL6rrBKGqMPM14u1IzroRM5+4LA1pBaGSmPka8XYkZ91I5U/cn3/+WXP47NzcXGWkCxuLFi167bXXbF2ld+7c2ahRI1viBQsWfP3117iAkSFDhnz44YcdO3b88ssv8/LybAoGGJk8ebLjLhUWFjZt2hSKJ/9EZdzcz8/vgw8+2L59OwYvXLjw73//u2MxLVq0CA0NRZ1z58699dZbRhAJDAy0Fzxz5kzDhg0x3r59e39//23btmGw/E1K/RbbjpW1bWJiYrt27Tp37vzJJ5/Y8gcXPvvsM19fX/z2sWPHGpPsQBn5g3l76NAhIwELkZGRxs9hEBISYhy+wrp162bMmKFGS8Px91q9evWcOXPsI2XhmBKP3f6jDXz+27RpE5S2SflU/hoRykJy1o1U/sR1vDJLpaioaObMmfamYA86V/fu3RMSEoyPaO7NmjX7/PPPjY+GuRcUFKBtrV+/HorNevr06cOGDbMpGMTHx+/Zs8dxl+zN3bYKLalTp05QbLvokkYQvyUoKCglJQXdtiybgGJzR083lk+ePNm2bVs01vI3KfVb7M3dcdtjx461bt36999/x+UdO3b07NnTiPfu3RstG7MUN58yZcrEiROhWLPU/EHrt+UkC5iHti6geP/AGxV+dckkhFNzLyyeGwhKO4VQUHPYcceUjtlogJk5ePBgKG2T8qn8NSKUheSsG6n8iet4ZZYKGtO7775bqrljkQoNAq0WPcuIoLmjH3Xt2hV9BK6a+7Jly8aNG2fbCq0NrdkYxsiGMcuM4y6Vau5YbMebCpS0XWTq1Kn4jaW6rQ17c0e++uqruLi48jcp9VvKN3fc248++shmnYZxp6am9uvXz5YGrd/w0HLyB+N4B7KtqiSojLccY5jAzZs3jxgxAoodc9CgQZgnPXr02Lp1K1w19ytXruC3d+nSpVu3bvi7YPyHH36YNGkS/ri//fabIej4exmFa7wt4f0JcwAfDgICAjC+YsWK+fPnQ/EPauS/kfLy5csDBw7Ebxk+fDg+k0Fp+4Or8DTDXDI2wRPS2IFdu3ZhSsf9tFH5a0QoC8lZN1L5E9fxyiyLhQsXlmruS5cuHT16NF6NaHOZmZlQbO6jRo3au3cvFufRSgxzxyIqXpn2G06YMOH777+3fcSbhDHGtOMu2Zt748aN8ZpHn33zzTf3798PJW0X3RDd5JdffkG3bdiwof9VlMKvYu5ou7gz5W9S6rfYm7vjtnjs6G5oSZMnT7ZVfdgqqRTKyR98oEGrtV9VScLDw/HRARfwocFQPnToUFRUFC7gr4Y+C1fNffny5eiq+BGz2jBoNPcOHToYjyMGjr+X4b+422FhYVCcvUYulWXu8+bNM1KuWbPGSOm4P7aSu03cGL0W77IYcdxPG5W/RoSykJx1I5U/cR2vzLIoy9zRkY0xifAiXLJkCVw1dyieIRMNy7CzL7/80jYunYHNWQzwMkYThNJ2qdSS++7du318fHCVfW148+bNhw4diq5aalHaRlnmXs4mpX5L+SV3g1OnTiUmJuLXGd4UHR2NH41VWP7Frf7zn/+geDn5g36Kzxb2qyoJZp3x9NCuXTubTaN74s83oBi4au5YSLdNwvf+++/n5+fjzkRERFxVIhx/L8N/8Xww5rzGIjzmGJRt7li0N1JiEf6dd94xRJT9UcwdH2WMJ0W0ctzKcT+NZeC4RoSykJx1I5U/cR2vzLIo1dxzcnKM4UMRLNAZlmEzd7Q8fMqOiYnBDVNSUsaPH2/bEJ2xc+fO9rUNuGwUvhx3qVRzR/AZ/MiRI/ZlapTt1asXFt/KcVtwMHc0CywGlr9Jqd9SvrljuXvz5s3GMm7Stm3bs2fPooPjg459sg8//BDFy8mf5OTkpKSkaxtUGqNmZs+ePeiqRmTTpk14p1m1ahXmsGLuWJo20rRs2RJtGs1dqYt3/L0M/0Udw7Lz8vLee+89sDN3fEqzN/fPPvvMSImmjNYMpe2PYu64gPmDXz1o0CAobner7KexDBzXiFAWkrNuxHbiDkl04c8exysTr/xSX1iVau54uRqXHFw1evxvM3co9k28sHFD1EQXM8r4+BWzZs0yrNwGBo2ymOMulWruWVlZzZo1Q5tQasONInCpbmvD3txx2dUXqnD1W8o3d3QovOcZRWO0dfRTNB10OrzhGQ0/oLg5zRtvvIHi5eTP9OnT8bHmqupVhgxx4c8BfCzAMq9trN2pU6caT134pGVUjhnmjh9HjhwJxQPzGjmmb+74tGE8iuEmRi6h/xrvFTDr7M0dHd9IiYdvpHTcHzR3o37GZu6YLUFBQUaB3XE/bYi5uw/JWTfCYu5GLbYBFqCwtGiUnhRKNXe83uyrVrAItnLlSntzRy9D6zQ2RAfE9J06dUKXxIs8OzvbtqHB559/npmZ6bhLjnXuWGrDAlp8fDw42O6CBQvQuZRKcMS+HSca+ttvv41BdGR/u6aQ5WxS6reUVedu2/bbb79FD0XXxqO2zQF9+vRpNCwM9uzZE3Vmz5596dIlQ6TU/MGgY7NR1b7L/3Ngx44dxk3F+Hjo0KHg4GDcKzRu3DG8l9heqI4ZMwafkAIDA9E3oQxzV34vw3/xNo+CuC3arvGaFL+uT58+GOnbt6/RYsdIabxQxRvhiBEjjFakjvuDariAzzc2c8eTAX9E3BaKO1Uo+2lDzN19SM66EYuduFg6M65bwQb6mvHy06txfKypMix2jZgKyVk3Yr0Td/fu3WqoerN//34L9PU1al08gvWuEfMgOetG5MQVhPKRa8R9SM66ETlxBaF85BpxH5KzbkROXEEoH7lG3IfkrBuRE1cQykeuEfchOetG5MQVhPKRa8R9SM66ETlxBaF85BpxH5KzbuRPgiA4Q71sBCYkZwVBECzI/wfI0Ly7wkB1OQAAAABJRU5ErkJggg==</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-88151402_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-88151402_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22025_V-88151402_da">false</iic-com:ModificadaPoliticaInversion>
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<iic-com:DenominacionClase contextRef="FIL_S22025_V-88151402_ia">AC ADVANTAGE CRED.STRAT.FL FSI</iic-com:DenominacionClase>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22025_V-88151402_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
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<iic-com:DistribuyeDividendos contextRef="FIL_S22025_V-88151402_da">false</iic-com:DistribuyeDividendos>
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<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-88151402_ia" unitRef="euro">0.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-88151402_ipy" unitRef="euro">622606.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-88151402_ipy2" unitRef="euro">4925986.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-88151402_ipy3" unitRef="euro">9665723.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22025_V-88151402_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22025_V-88151402_ia">2025-06-30</iic-com:FechaDefinitivo>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-88151402_ipy" unitRef="euro">124.9326</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-88151402_ipy2" unitRef="euro">120.2723</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-88151402_ipy3" unitRef="euro">114.5042</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22025_V-88151402_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
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<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">0.00</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-88151402_daa" unitRef="pure">1.08</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">0.00</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-88151402_daa" unitRef="pure">1.08</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22025_V-88151402_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22025_V-88151402_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_S22025_V-88151402_daa" unitRef="pure">-1.54</iic-com:UltimoValorLiquidativoDefinitivo>
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<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S22025_V-88151402_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_dpq" unitRef="pure">56.14</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_dpq2" unitRef="pure">2.32</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_dpq3" unitRef="pure">2.72</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_dpy" unitRef="pure">5.07</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_dpy2" unitRef="pure">5.18</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_dpy3" unitRef="pure">5.78</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-88151402_dpy5" unitRef="pure">7.64</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-88151402_daa" unitRef="pure">2.47</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-88151402_dpy" unitRef="pure">0.94</iic-com:RatioTotalGastos>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-88151402_dpy3" unitRef="pure">0.72</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-88151402_dpy5" unitRef="pure">0.87</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22025_V-88151402_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22025_V-88151402_ia">true</iic-com:AplicacionRatioGastos>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:ContenidoFicheroAdjunto 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<iic-com:VariacionPatrimonialRendimientoNeto decimals="2" contextRef="FIL_S22025_V-88151402_dpp" unitRef="pure">0.61</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNeto decimals="2" contextRef="FIL_S22025_V-88151402_daa" unitRef="pure">1.16</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">-74.54</iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior>
<iic-com:VariacionPatrimonialRendimientoGestion decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">15.30</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestion decimals="2" contextRef="FIL_S22025_V-88151402_dpp" unitRef="pure">3.66</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestion decimals="2" contextRef="FIL_S22025_V-88151402_daa" unitRef="pure">5.71</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestionRespectoFinAnterior decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">-95.65</iic-com:VariacionPatrimonialRendimientoGestionRespectoFinAnterior>
<iic-com:VariacionPatrimonialGastosRepercutidos decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">-0.15</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidos decimals="2" contextRef="FIL_S22025_V-88151402_dpp" unitRef="pure">-3.05</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidos decimals="2" contextRef="FIL_S22025_V-88151402_daa" unitRef="pure">-4.55</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidosRespectoFinAnterior decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">-99.95</iic-com:VariacionPatrimonialGastosRepercutidosRespectoFinAnterior>
<iic-com:VariacionPatrimonialComisionGestion decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">0</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestion decimals="2" contextRef="FIL_S22025_V-88151402_dpp" unitRef="pure">-0.45</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestion decimals="2" contextRef="FIL_S22025_V-88151402_daa" unitRef="pure">-0.67</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestionRespectoFinAnterior decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">-100</iic-com:VariacionPatrimonialComisionGestionRespectoFinAnterior>
<iic-com:VariacionPatrimonialGastosFinanciacion decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">0</iic-com:VariacionPatrimonialGastosFinanciacion>
<iic-com:VariacionPatrimonialGastosFinanciacion decimals="2" contextRef="FIL_S22025_V-88151402_dpp" unitRef="pure">0</iic-com:VariacionPatrimonialGastosFinanciacion>
<iic-com:VariacionPatrimonialGastosFinanciacion decimals="2" contextRef="FIL_S22025_V-88151402_daa" unitRef="pure">0</iic-com:VariacionPatrimonialGastosFinanciacion>
<iic-com:VariacionPatrimonialGastosFinanciacionRespectoFinAnterior decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">0</iic-com:VariacionPatrimonialGastosFinanciacionRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosGastos decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">-0.15</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastos decimals="2" contextRef="FIL_S22025_V-88151402_dpp" unitRef="pure">-2.60</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastos decimals="2" contextRef="FIL_S22025_V-88151402_daa" unitRef="pure">-3.88</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">-99.93</iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior>
<iic-com:VariacionPatrimonialIngresos decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">0</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresos decimals="2" contextRef="FIL_S22025_V-88151402_dpp" unitRef="pure">0</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresos decimals="2" contextRef="FIL_S22025_V-88151402_daa" unitRef="pure">0</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresosRespectoFinAnterior decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">0</iic-com:VariacionPatrimonialIngresosRespectoFinAnterior>
<iic-com:VariacionPatrimonialFinPeriodoActual decimals="0" contextRef="FIL_S22025_V-88151402_da" unitRef="euro">23885.50</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual decimals="0" contextRef="FIL_S22025_V-88151402_dpp" unitRef="euro">19814.24</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual decimals="0" contextRef="FIL_S22025_V-88151402_daa" unitRef="euro">23885.50</iic-com:VariacionPatrimonialFinPeriodoActual>
</iic-fil:VariacionPatrimonialFIL>
</iic-fil:DatosEconomicosFIL>
<iic-com:InversionesFinancieras contextRef="FIL_S22025_V-88151402_da">No aplicable.</iic-com:InversionesFinancieras>
<iic-fil:HechosRelevantesFIL>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIL_S22025_V-88151402_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIL_S22025_V-88151402_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIL_S22025_V-88151402_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIL_S22025_V-88151402_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIL_S22025_V-88151402_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIL_S22025_V-88151402_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIL_S22025_V-88151402_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIL_S22025_V-88151402_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIL_S22025_V-88151402_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIL_S22025_V-88151402_da">true</iic-com:HechoRelevanteOtros>
</iic-fil:HechosRelevantesFIL>
<iic-com:ExplicacionHechosRelevantes contextRef="FIL_S22025_V-88151402_da">Con fecha 24 de noviembre de 2025, la sociedad gestora y la entidad depositariala han acordado la disoluci&#243;n y consiguiente apertura del periodo de liquidaci&#243;n del Fondo</iic-com:ExplicacionHechosRelevantes>
<iic-fil:OperacionesVinculadasFIL>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIL_S22025_V-88151402_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIL_S22025_V-88151402_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIL_S22025_V-88151402_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIL_S22025_V-88151402_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIL_S22025_V-88151402_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIL_S22025_V-88151402_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIL_S22025_V-88151402_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasDiferencias contextRef="FIL_S22025_V-88151402_da">false</iic-com:OperacionesVinculadasDiferencias>
<iic-com-fon:OperacionesVinculadasDerechoDisposicion contextRef="FIL_S22025_V-88151402_da">false</iic-com-fon:OperacionesVinculadasDerechoDisposicion>
<iic-com:OperacionesVinculadasOtros contextRef="FIL_S22025_V-88151402_da">false</iic-com:OperacionesVinculadasOtros>
<iic-com:OtrasInformaciones>
<iic-com:OtrasInformacionesEndeudamientoMedio decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">0.00</iic-com:OtrasInformacionesEndeudamientoMedio>
<iic-com:OtrasInformacionesPatrimonioTerceros decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">0.00</iic-com:OtrasInformacionesPatrimonioTerceros>
<iic-com:OtrasInformacionesPatrimonioPersonal decimals="2" contextRef="FIL_S22025_V-88151402_da" unitRef="pure">0.00</iic-com:OtrasInformacionesPatrimonioPersonal>
</iic-com:OtrasInformaciones>
</iic-fil:OperacionesVinculadasFIL>
<iic-com:AnexoOperacionesVinculadas contextRef="FIL_S22025_V-88151402_da">No aplicable.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIL_S22025_V-88151402_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.

La gestora mantiene una visi&#243;n constructiva pero prudente sobre la situaci&#243;n de los mercados. La moderaci&#243;n de la inflaci&#243;n en la eurozona hacia niveles pr&#243;ximos al objetivo del BCE y un entorno de tipos de inter&#233;s m&#225;s bajos han contribuido a estabilizar las condiciones financieras y a sostener los activos de cr&#233;dito, en un contexto de crecimiento econ&#243;mico moderado pero resiliente. No obstante, los niveles exigentes de valoraci&#243;n, la compresi&#243;n de m&#225;rgenes y un entorno geopol&#237;tico incierto-marcado por tensiones internacionales y riesgos comerciales-aconsejan un enfoque selectivo.


b) Decisiones generales de inversi&#243;n adoptadas.


c) &#205;ndice de referencia.


d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC. 

N&#47;A 


e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestora.

Rendimiento relativo positivo


2. INFORMACION SOBRE LAS INVERSIONES. 


a) Inversiones concretas realizadas durante el periodo.

N&#47;A


b) Operativa de pr&#233;stamo de valores. 

N&#47;A 


c) Operativa en derivados y adquisici&#243;n temporal de activos. 

N&#47;A


d) Otra informaci&#243;n sobre inversiones. 

N&#47;A 


3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. 

El fondo se liquid&#243; en junio de 2025, realizando la &#250;ltima distribuci&#243;n, incluyendo un peque&#241;o colch&#243;n de efectivo retenido durante el proceso de liquidaci&#243;n, el 18 de noviembre de 2025, habiendo devuelto cerca del 118% del capital a los inversores.


4. RIESGO ASUMIDO POR EL FONDO.

Casi la totalidad del fondo estuvo invertido en activos senior garantizados, reflejando las caracter&#237;sticas defensivas de la cartera. La cartera del fondo estaba muy diversificada tanto por geograf&#237;as como por sectores. 


5. EJERCICIO DERECHOS POLITICOS. 

N&#47;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. 

N&#47;A 


9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). 

N&#47;A 


10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO.

El periodo de inversi&#243;n del fondo finaliz&#243; en diciembre 2020 y el de liquidaci&#243;n el noviembre de 2025.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIL_S22025_V-88151402_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIL_S22025_V-88151402_da">La remuneraci&#243;n total abonada en el a&#241;o 2025 al personal de la Gestora fue 29.986.441 euros. De esta remuneraci&#243;n total, se corresponde a remuneraci&#243;n fija 9.117.984 euros y a remuneraci&#243;n variable 20.868.457 euros, de la que 10.948.664 euros correspondieron a remuneraci&#243;n variable ligada a la comisi&#243;n de gesti&#243;n variable de las IIC. El n&#250;mero total de beneficiarios en el a&#241;o 2024 es de 130 empleados (a 31&#47;12&#47;2025 hab&#237;a 92 empleados). El n&#250;mero de empleados beneficiarios de remuneraci&#243;n variable fue de 128. 

A fecha del informe la remuneraci&#243;n total abonada a los altos cargos fue de 19.581.228 euros (20 personas son altos cargos), que se desglosa en una remuneraci&#243;n fija total de 4.194.298 euros y una remuneraci&#243;n variable total de 15.386.930 euros, de la que 8.675.613 euros correspondieron a remuneraci&#243;n variable ligada a la comisi&#243;n de gesti&#243;n variable de las IIC. En cuanto a al colectivo identificado cuya actuaci&#243;n tenga una incidencia material en el perfil riesgo de la IIC, &#233;stos son 23 personas y han recibido una remuneraci&#243;n total de 20.383.245 euros (remuneraci&#243;n fija de 4.541.114 euros y remuneraci&#243;n variable de 15.842.131 euros, de la que 8.977.814 euros correspondieron a remuneraci&#243;n variable ligada a la comisi&#243;n de gesti&#243;n variable de las IIC) 

Arcano Capital SGIIC, S.A.U. se encuentra adherida al modelo de retribuci&#243;n y compensaci&#243;n del Grupo Arcano Partners a nivel global. Los principios de este modelo retributivo se centran en recompensar el desempe&#241;o, la rentabilidad a largo plazo, el buen gobierno corporativo y el estricto control del riesgo, y son revisados con car&#225;cter peri&#243;dico (como m&#237;nimo con car&#225;cter anual), para actualizarla y asegurar su adecuaci&#243;n a los requerimientos legales. En concreto, dichos principios son: 1) Atraer y comprometer a un colectivo de empleados diverso y con talento; 2) Gesti&#243;n eficaz del desempe&#241;o individual y de la comunicaci&#243;n, 3) Alinear la remuneraci&#243;n con la rentabilidad sostenible y 4) Apoyo adecuado y asunci&#243;n de riesgos controlado. 

El modelo de remuneraci&#243;n incluye un elemento fijo (salario y beneficios sociales) y otro variable (bonus). La proporci&#243;n entre la retribuci&#243;n fija y variable resulta acorde con lo establecido en la normativa y lo recomendado por las entidades supervisoras. La retribuci&#243;n variable se basa en los resultados econ&#243;micos obtenidos por la compa&#241;&#237;a y en la evaluaci&#243;n del rendimiento, la actitud y la aptitud del empleado. Dado que no existen elementos de retribuci&#243;n variable garantizados, la flexibilidad de la estructura de compensaci&#243;n es tal que es posible suprimir totalmente la remuneraci&#243;n variable.</iic-com:InformacionPoliticaRemuneracion>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIL_S22025_V-88151402_da">No aplicable.</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fil:DatosFondoCompartimentoFIL>
</iic-fil:InformeFIL>
</xbrli:xbrl>
