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                    <iic-com:DenominacionCompartimento contextRef="FIL_S12025_V-88644638_ia">Alternative Leasing / A</iic-com:DenominacionCompartimento>
                    <iic-com:FechaRegistroCompartimiento contextRef="FIL_S12025_V-88644638_ia">2020-10-02</iic-com:FechaRegistroCompartimiento>
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               <iic-fil:PoliticaDivisaFIL>
                    <iic-fil:CategoriaFIL>
                         <iic-fil:XCode_TipoFIL_01 contextRef="FIL_S12025_V-88644638_ia">01</iic-fil:XCode_TipoFIL_01>
                         <iic-com:VocacionInversora contextRef="FIL_S12025_V-88644638_ia">Global</iic-com:VocacionInversora>
                         <iic-com:PerfilRiesgo contextRef="FIL_S12025_V-88644638_ia">4 en una escala del 1 al 7</iic-com:PerfilRiesgo>
                    </iic-fil:CategoriaFIL>
                    <iic-com:PoliticaInversion contextRef="FIL_S12025_V-88644638_ia">Politica de inversión:Se invertirá prácticamente el 100% de la exposición total en financiaciones a PYMEs y Empresas de Mediana Capitalización (mínimo el 50% de la exposición total) y de Alta Capitalización (hasta el 50% de la exposición total), principalmente no cotizadas (al menos, un 65%), constituidas en España y Portugal, y el resto en liquidez. Mínimo del 80% de la exposición total será financiación a través de contratos de arrendamiento financiero (no operativo) en forma de compra y posterior arrendamiento (podrán estructurarse como Sale and Leaseback) de maquinaria y/o equipamiento industrial nuevo o existente en el balance de las empresas, y hasta un 20% de la exposición total serán bonos/ obligaciones (no cotizados) y/o concesión/ inversión en préstamos.
 
Las operaciones se realizarán directamente por el Fondo o mediante su adquisición a terceros. Las inversiones se realizarán de forma directa en un 100%, salvo que legalmente sea necesario realizarlas a través de entidades participadas por el Fondo, no cotizadas, constituidas en los países de la UE en los que invierta.

Se podrá invertir un 80%-100% de la exposición total en España y un 0%-20% en Portugal, en función de las oportunidades de mercado. El porcentaje del precio/valor de los activos que se financia será, como máximo, un 85%. 

El objetivo es realizar mediante co-inversión con el Compartimento Alternative Leasing/B inversiones con duración máxima de 8 años y tamaño medio objetivo de entre 2-15 millones de euros cada una (puntualmente podrán ser de tamaño diferente). Las inversiones no podrán tener un tamaño superior al 7,5% del patrimonio desembolsado.

Una información más detallada sobre la política de inversión del Compartimento se puede encontrar en su folleto informativo.
</iic-com:PoliticaInversion>
                    <iic-com:OperativaDerivados contextRef="FIL_S12025_V-88644638_ia">Una información más detallada sobre la política de inversión del Compartimento se puede encontrar en su folleto informativo.</iic-com:OperativaDerivados>
                    <iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIL_S12025_V-88644638_ia"></iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
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                    <iic-fil:DatosClaseFIL>
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                                        <iic-com-fon:ComisionDepositarioCobrada contextRef="FIL_S12025_V-88644638_daa" decimals="2" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
                                   </iic-com-fon:ComisionDepositario>
                                   <iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S12025_V-88644638_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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                         <iic-fil:RentabilidadClaseFIL>
                              <iic-com:UltimoValorLiquidativoDefinitivo contextRef="FIL_S12025_V-88644638_daa" decimals="2" unitRef="pure">2.22</iic-com:UltimoValorLiquidativoDefinitivo>
                              <iic-com:RentabilidadIIC contextRef="FIL_S12025_V-88644638_dpy" decimals="2" unitRef="pure">5.85</iic-com:RentabilidadIIC>
                              <iic-com:RentabilidadIIC contextRef="FIL_S12025_V-88644638_dpy2" decimals="2" unitRef="pure">6.49</iic-com:RentabilidadIIC>
                              <iic-com:RentabilidadIIC contextRef="FIL_S12025_V-88644638_dpy3" decimals="2" unitRef="pure">7.19</iic-com:RentabilidadIIC>
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                              <iic-com:XCode_PeriodicidadCalculoVL_04 contextRef="FIL_S12025_V-88644638_da">04</iic-com:XCode_PeriodicidadCalculoVL_04>
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                         <iic-fil:MedidasRiesgoFIL>
                              <iic-com-fon:VolatilidadValorLiquidativo contextRef="FIL_S12025_V-88644638_daa" decimals="2" unitRef="pure">0.00</iic-com-fon:VolatilidadValorLiquidativo>
                              <iic-com-fon:VolatilidadValorLiquidativo contextRef="FIL_S12025_V-88644638_daq" decimals="2" unitRef="pure">0.00</iic-com-fon:VolatilidadValorLiquidativo>
                              <iic-com-fon:VolatilidadValorLiquidativo contextRef="FIL_S12025_V-88644638_dpq" decimals="2" unitRef="pure">0.00</iic-com-fon:VolatilidadValorLiquidativo>
                              <iic-com-fon:VolatilidadValorLiquidativo contextRef="FIL_S12025_V-88644638_dpq2" decimals="2" unitRef="pure">0.00</iic-com-fon:VolatilidadValorLiquidativo>
                              <iic-com-fon:VolatilidadValorLiquidativo contextRef="FIL_S12025_V-88644638_dpq3" decimals="2" unitRef="pure">0.00</iic-com-fon:VolatilidadValorLiquidativo>
                              <iic-com-fon:VolatilidadValorLiquidativo contextRef="FIL_S12025_V-88644638_dpy" decimals="2" unitRef="pure">0.00</iic-com-fon:VolatilidadValorLiquidativo>
                              <iic-com-fon:VolatilidadValorLiquidativo contextRef="FIL_S12025_V-88644638_dpy2" decimals="2" unitRef="pure">0.00</iic-com-fon:VolatilidadValorLiquidativo>
                              <iic-com-fon:VolatilidadValorLiquidativo contextRef="FIL_S12025_V-88644638_dpy3" decimals="2" unitRef="pure">0.00</iic-com-fon:VolatilidadValorLiquidativo>
                              <iic-com-fon:VolatilidadValorLiquidativo contextRef="FIL_S12025_V-88644638_dpy5" decimals="2" unitRef="pure">0.00</iic-com-fon:VolatilidadValorLiquidativo>
                              <iic-com-fon:VolatilidadVaRHistorica contextRef="FIL_S12025_V-88644638_daa" decimals="2" unitRef="pure">0.00</iic-com-fon:VolatilidadVaRHistorica>
                              <iic-com-fon:VolatilidadVaRHistorica contextRef="FIL_S12025_V-88644638_daq" decimals="2" unitRef="pure">0.00</iic-com-fon:VolatilidadVaRHistorica>
                              <iic-com-fon:VolatilidadVaRHistorica contextRef="FIL_S12025_V-88644638_dpq" decimals="2" unitRef="pure">0.00</iic-com-fon:VolatilidadVaRHistorica>
                              <iic-com-fon:VolatilidadVaRHistorica contextRef="FIL_S12025_V-88644638_dpq2" decimals="2" unitRef="pure">0.00</iic-com-fon:VolatilidadVaRHistorica>
                              <iic-com-fon:VolatilidadVaRHistorica contextRef="FIL_S12025_V-88644638_dpq3" decimals="2" unitRef="pure">0.00</iic-com-fon:VolatilidadVaRHistorica>
                              <iic-com-fon:VolatilidadVaRHistorica contextRef="FIL_S12025_V-88644638_dpy" decimals="2" unitRef="pure">0.00</iic-com-fon:VolatilidadVaRHistorica>
                              <iic-com-fon:VolatilidadVaRHistorica contextRef="FIL_S12025_V-88644638_dpy2" decimals="2" unitRef="pure">0.00</iic-com-fon:VolatilidadVaRHistorica>
                              <iic-com-fon:VolatilidadVaRHistorica contextRef="FIL_S12025_V-88644638_dpy3" decimals="2" unitRef="pure">0.00</iic-com-fon:VolatilidadVaRHistorica>
                              <iic-com-fon:VolatilidadVaRHistorica contextRef="FIL_S12025_V-88644638_dpy5" decimals="2" unitRef="pure">0.00</iic-com-fon:VolatilidadVaRHistorica>
                              <iic-fil:VolatilidadVaRCondicional contextRef="FIL_S12025_V-88644638_daa" decimals="2" unitRef="pure">0.00</iic-fil:VolatilidadVaRCondicional>
                              <iic-fil:VolatilidadVaRCondicional contextRef="FIL_S12025_V-88644638_daq" decimals="2" unitRef="pure">0.00</iic-fil:VolatilidadVaRCondicional>
                              <iic-fil:VolatilidadVaRCondicional contextRef="FIL_S12025_V-88644638_dpq" decimals="2" unitRef="pure">0.00</iic-fil:VolatilidadVaRCondicional>
                              <iic-fil:VolatilidadVaRCondicional contextRef="FIL_S12025_V-88644638_dpq2" decimals="2" unitRef="pure">0.00</iic-fil:VolatilidadVaRCondicional>
                              <iic-fil:VolatilidadVaRCondicional contextRef="FIL_S12025_V-88644638_dpq3" decimals="2" unitRef="pure">0.00</iic-fil:VolatilidadVaRCondicional>
                              <iic-fil:VolatilidadVaRCondicional contextRef="FIL_S12025_V-88644638_dpy" decimals="2" unitRef="pure">0.00</iic-fil:VolatilidadVaRCondicional>
                              <iic-fil:VolatilidadVaRCondicional contextRef="FIL_S12025_V-88644638_dpy2" decimals="2" unitRef="pure">0.00</iic-fil:VolatilidadVaRCondicional>
                              <iic-fil:VolatilidadVaRCondicional contextRef="FIL_S12025_V-88644638_dpy3" decimals="2" unitRef="pure">0.00</iic-fil:VolatilidadVaRCondicional>
                              <iic-fil:VolatilidadVaRCondicional contextRef="FIL_S12025_V-88644638_dpy5" decimals="2" unitRef="pure">0.00</iic-fil:VolatilidadVaRCondicional>
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                              <iic-com:RatioTotalGastos contextRef="FIL_S12025_V-88644638_daa" decimals="2" unitRef="pure">1.13</iic-com:RatioTotalGastos>
                              <iic-com:RatioTotalGastos contextRef="FIL_S12025_V-88644638_dpy" decimals="2" unitRef="pure">1.30</iic-com:RatioTotalGastos>
                              <iic-com:RatioTotalGastos contextRef="FIL_S12025_V-88644638_dpy2" decimals="2" unitRef="pure">1.20</iic-com:RatioTotalGastos>
                              <iic-com:RatioTotalGastos contextRef="FIL_S12025_V-88644638_dpy3" decimals="2" unitRef="pure">1.25</iic-com:RatioTotalGastos>
                              <iic-com:RatioTotalGastos contextRef="FIL_S12025_V-88644638_dpy5" decimals="2" unitRef="pure">0.75</iic-com:RatioTotalGastos>
                         </iic-fil:GastosClaseFIL>
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                              <iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-88644638_da">EvolucióndelvalorliquidativoFILA</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
                         </iic-com:EvolucionValorLiquidativo>
                         <iic-com:RentabilidadUltimosAnnos>
                              <iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-88644638_da">RentabilidadsemestralFILA</iic-com:NombreFicheroAdjunto>
                              <iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-88644638_da">png</iic-com:TipoMimeFicheroAdjunto>
                              <iic-com:ContenidoFicheroAdjunto 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AEI6gEAABAsKCgcnR01JVKJdfa2hqNAQAAQBGVxsuiz3Xr7Oz0/eHhYd8BAACgmDLXVA4NDfn+1q1bfR8AAADFlTmoVDC5e/fuaAgAAABFlqn5u6enxx08eND19va6/v5+H1yGNH+PjY25I0eOREMAAACYK6tWrXLLli2LhmqXKajUzTn2s9kIKuX48ePRJwAAAMyVpUuXRp/qU3dQqWsp29vbo6GpRkZGXHNzczQEAACAoqj7msq2tjZfS2ldX1+fa2lp8Z8JKAEAAIqJh58DAAAgWNBzKgEAAAChphIAAADBCCoBAAAQjKASAAAAwbimEgAwxV2PPOXeOXEiGqrfooVN7utbNvhnGgMoDoJKAMAU27/7Azd28mQ0VL9FTQvd3934RbfivHOjMQCKgOZvAMCsWkANJVBI1FSiEPb0P5m55kVNeXdcd000BORfaE3lkkVN7p4brqemEigYaipRCL/81Zvu9V8dca+/WX/3yzffdG+/MxbNCQAApCGoBKrgZgMAAKojqAQAAEAwrqlEIWz7zn3u+MlT5RwfjaiD7mT99rY/cReeuywa0/j2PPKUG8v4yBiuMc0/rqkEkAU1lUAB+WtMU64fraX75ZuHucYUADANQSWAunCNKQAgDUElAAAAghFUAgAAIBhBJQAAAIIRVAIAACAYQSUAAACCEVQCAAAgGEElAAAAghFUAgAAIBhBJQAAAIJlCipHR0f9WzWs6+npiaYAAACgiErjZdHnmnV1dblrr73WtbW1uaGhIdfe3u5GRkZcc3Nz9A1gftn2nfvc8ZOnyjk+GlGHRU0L3be3/Ym78Nxl0ZjGt+27+8rp8W40VJ9FTU3l9PhirtIDU23/7g/c2MmT0VD9lixqcvfccL1bcd650RjkzV2PPOXeOXEiGqrPooVN7utbNvDK1xzKVFPZ29vrA0qx/htvvOH7AAAg315/83C5O5KtO3zEvfXbd6I5IU8y1VTG9ff3u927d7vh4eFoTP3GxsbckSNHoiFg9n39yf3u5LvvZaqpbFq4wO36zHp33jlLojGN744nn3YnTp2KhurTtHBhOT2uzFV6YKqQ/CGq3b/5qj90Fyw9JxqDvPmbp/6nO/5uttaOxeX88ZVP/YG7cNnSaAzmm1WrVrlly+pvjcocVMarrWej6VuBJXCm3HT/P7kTWZu/y0HU3dd/wV2QowLwL+5/KPMBQQHD3dflKz0wVUj+kMVNTW7Plg1uOZdI5NaX/+GH7p0T2S6RWLyoyd25+Wouj5jHsgSUElxTqZt2WlpaXF9fn9u0aVM0FphfuKZyKq6pxEy4phLV7PjeDzIHlUsWLXLf+rMtbuX550VjkBfBjxRSDeXOnTvdgQMHojEAAAAomkxBZWtra/TptHvvvdddccUV0RAAAACKJlNQuX379inPqdy7dy9N3wAAAAWWKajs7u52uhTTOg0DAACguIKvqQQAAAAIKgEAABCMoBIAAADBgp9TCTQCnlM5Fc+pnCr0PcZ3XHdNNJQPPKdyutA8cvu1V7sFC/JTj8NzKpGGmkoAhXfwV2+mv6O4hu6Xbx52v36H9xjn3S9/FfCu63IeeXvseDQnIL8IKgEgwILYK2uBNPHXGgN5RlAJAACAYASVAAAACEZQCQAAgGAElQAAAAhGUAkAAIBgBJUAAAAIRlAJAACAYASVAAAACEZQCQAAgGC8+zuH7ux/0h0PeG9vHt9lzLu/p+Ld31OFpMficnr83bbr3fJz8/Oea979PV1ImiiP/O2N+UoP3v2NNNRU5tDrQe+oPf0u42O8pxYAANSBoBLTLOA1tQAAoE4ElQAAAAG+8ehT7rb/0Zepu/2hx9z7//Vf0ZwaG0ElAABAgJDLzv7z8GH369++E82psRFUAgAAzJFSKT/XnGUOKpUI1vX09ERjAQAAUESZgsquri43ODjo9DSikZERt2vXLjc0NBRNBQAAQNFkCip7e3tdW1ub/9zc3OxaWlrcoUOH/DAAAACKZ1auqVRt5Zo1a6IhAAAAFE3wG3V0PeVzzz3nBgYGojH1Gxsbc0ePHo2GEOr2J37sTp56Lxqq36KFC92uz653552zJBrT+HyavFtOkwzXQzctXOBu+WxHrtLj60/sdydOnYqG6tNUzh+35Cx/hKSH9pfuz17pzj/nnGhM4wtJD9FbqL766SvdBUvzkyZ3PLnfHX83ex756mfylh5Pl9Mj61uoFrq/uuoP3YXLlkZjGt/flPPHWMb8ofT4yqf+wC2fR28pW7lypVu2rP7lCQoqdR1le3u7v7YylAJLzI6b7v8ndyJj5hYdEL55/UZ3fo4KQJ8mWV/TWD4g3H39F9wFOSoA/+L+hzIfEJQ/7r6O9DB6Bd9d120oHyDz89rKkPQQpcmeLRvm1UEy1F8+8JAby/wqz4Xl9LgmV+nx5X/4YebXNC5e1OTu3Hx1rl5b+eUHyumR8TWeS8r7yx2b/3hevbYyS0ApmYNKCyjV9K3rKjF/bPvOvsADwkL37e1bcxU08O7vqXj391S8+3sq3v09He/+nop3f0/1pXJ6/DZzejS5nj/d4lZdcH40pnFluqaSgBIAAABxmYLKPXv2+L7u+rZnVXZ2dvpxAAAAKJ5MQaVuylGrebwLuVEHAJBf//nal9zBV67N3L3/3rFoTgDms1l5pBAAAJUc/+3P3Tu/fjFzR1AJNAaCSgAAAAQjqAQAAEAwgkoAAM6ykOtMuRwA8xVBJQAAZ1nIdaYElZivCCoBAAAQjKASAAAAwQgqAQAAEIygEgBmGTdhACgigkoAmGXchAGgiAgqAQAAEIygEgAAAMEIKgEAABCMoBIAAADBCCoBAMCc4okJ+UBQCQAA5hRPTMgHgkoAAAAEI6gEAABAMIJKAAAABCOoBAAAQDCCSgAAAAQjqAQAAECwoKCyVCq51tbWaAgAAABFlSmo7O/v9wFlX19fNAYAAABFlimo3LRpkxsfH4+GAAAAMFsa9Q1DXFMJAAAwjzTqG4ZK4wFVjmoG3717txseHo7GZDM2NuaOHj0aDSHU7U/82J089V40VL9FCxe6XZ9d7847Z0k0pvH5NHm3nCalaEQdmhYucLd8tiNX6fH1J/a7E6dORUP1aSrnj1tylj9C0kP7S/dnr3Tnn3NONMa5Ywc3uvH3/l80VJ/z1z7iFjT9t2hoboSkhyxqWui++ukr3QVLT6dJSHrIfEiTO57c746/mz2PfPUzk+khjZ5H7njy6XJ6vBsN1WdxOX/81VV/6C5ctjQa0/jp8Tfl/DGWMX8oPb7yqT9wy89dFo2Z+/RYuXKlW7ZscnlqNS+CSlFgidlx0/3/5E5kzNyiA8I3r9/ozo8VgI3Op8nJcppkCCp1QLj7+i+4C2IFYKP7i/sfynxAUP64+zrSwyxuanJ3XbehfICcLID/89VO997J/xsN1WfNJQNu0ZIPRENzIyQ9RGmyZ8uGiYNkSHrIfEiTv3zgITd2MnsQtWfLNVOChkbPI1/+hx+6d06cjIbqs3hRk7tz89VuxXnnRmNykB4PlNPjZLb0WFLeX+7Y/Mdu5fnnRWPmPj2yBJQyb4JKzJ5t39kXeEBY6L69fWuugoZt37nPHc8aVCo9tv2JuzB2QGh0275bziMZD5CLygXgt7d9kfSIKID6u23XlwOGyQPkf/z0992pE4eiofp88OP/4hafsyYamhvbv/uDcgCV7QApS8pBwz03XD8RNISkhzR6miiP/O2Nk+khjZ5HdnzvB5mDyiWLFrlv/dmWKUFUo6fHl8rp8dvM6dHkev50i1t1wfnRmMZND66pBAAAQLBMQWVPT49/pNDmzZvdyMiI/9zZ2RlNBVA0jXqnIgBg9mQKKru7u/0jheLdwMBANBVA0TTqnYoAgNlD8zcAAACCEVQCAAAgGEElAAAAghFUAgAAIBhBJQAAAIIRVAIAACAYQSUAAACCEVQCAAAgGEElAAAAghFUAgAAIBhBJQAAAIIRVAIAACAYQSUAAACCEVQCAAAgGEElAAAAghFUAgAAIBhBJQAAAIIRVAIAACAYQSUAAACCEVQCAAAgGEElAAAAghFUAgAAIFjmoLKzs9OVSiXf6TMAAACKK1NQ2dXV5fvj4+O+Gx4edj09PX4cAAAAiidTUPnss8+63bt3R0PO7dmzx+3bty8aAgAAQNHUHVSOjo66kZERd9FFF0VjnFuzZo0fh/lhwYKSW7p4iVu2JFv33vv/Fc0pP0qlBW7pksWp61utez+H6bFA6ZExj7z//vvRXPJjQam8z2TMH+/lNT0WZ0sPdafey1+aLFS5mrKutXS5zCMLVIZkyyOn3n8vmkt+BKVHjvaX0rjar+ugoLKlpcUHkc3NzX7c0NCQa29v903hWRw+fNgdPXo0GgIAAMBcWblypVu9enU0VLt5EVRifvuPn/6+O3XiUDRUvw9+/F/c4nPWREP5EJImeUwPAADqDipFd3wPDg66trY2P9zf3+8efPBBNzAw4IeRLwSV05347f9x7793LBqqzznn/Xe3sOmCaAgAgHzIFFTq7m/VWFoQ2dra6rZv3+66u7v9MPKFoBIAAFST6e7v3t5e/xghe07l+vXrCSgBAAAKLFNNJYqFmkoAAFBN5jfqAAAAAIagEgAAAMEIKgEAABCMaypRVcjjc4RH6AAAkH8ElQAAAAhG8zcAAACCEVQCAAAgGEElAAAAghFUAgAAIBhBJQAAAIIRVAIAACAYQSUAAACCEVQCAAAgGEElAAAAghFUAgAAIBhBJQAAAIIRVAIAACAYQSUAAACCEVQCAAAgGEElAAAAghFUAgAAIFjmoLK/v9+VSiXX09MTjQEAAEBRZQoqOzs73YEDB1xHR0c0BgAAAEWWKagcGBhwvb290RAAAACKjmsqAQAAEKw0XhZ9rpuawdetW+e6u7ujMdkcPnzYHT16NBoCAADAXFm5cqVbvXp1NFS7qkGlbsTZtWuX/9zS0uKGh4f9Z5mtoBIAAACNrWrztwJGxZ3q4gElAAAAYL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                         <iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIL_S12025_V-88644638_da" decimals="0" unitRef="EUR">63915000</iic-com:VariacionPatrimonialFinPeriodoActual>
                         <iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIL_S12025_V-88644638_dpp" decimals="0" unitRef="EUR">70130000</iic-com:VariacionPatrimonialFinPeriodoActual>
                         <iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIL_S12025_V-88644638_daa" decimals="0" unitRef="EUR">63915000</iic-com:VariacionPatrimonialFinPeriodoActual>
                    </iic-fil:VariacionPatrimonialFIL>
               </iic-fil:DatosEconomicosFIL>
               <iic-com:InversionesFinancieras contextRef="FIL_S12025_V-88644638_da">Instrumento:Cantidad
                    ESPTMO000030:2220050,46
                    ESPTMO001095:400553,14
                    ESPTMO000097:260653,58
                    ESPTMO000113:991345,76
                    ESPTMO000139:767969,04
                    ESPTMO000162:806082,34
                    ESPTMO000394:375768,94
                    ESPTMO000238:2178249,26
                    ESPTMO000253:1302809,30
                    ESPTMO000287:984159,39
                    ESPTMO000196:331195,39
                    ESPTMO000410:2566869,25
                    ESPTMO000774:806492,92
                    ESPTMO000451:250767,73
                    ESPTMO000477:913953,04
                    ESPTMO000493:1241800,62
                    ESPTMO000964:472082,81
                    ESPTMO000535:1517941,03
                    ESPTMO000550:2785070,69
                    ESPTMO000063:261119,96
                    ESPTMO000592:992735,27
                    ESPTMO000642:313816,67
                    ESPTMO000683:2226124,70
                    ESPTMO000709:1661875,47
                    ESPTMO000733:32995,29
                    ESPTMO000758:2308960,47
                    ESPTMO000436:1531202,71
                    ESPTMO000816:990927,24
                    ESPTMO000832:2539219,29
                    ESPTMO000865:1955928,70
                    ESPTMO000881:2109216,53
                    ESPTMO000923:1000597,52
                    ESPTMO000949:3352909,18
                    ESPTMO000576:368991,56
                    ESPTMO000980:661117,74
                    ESPTMO001004:2604601,60
                    ESPTMO001020:556004,74
                    ESPTMO001053:340546,43
                    ESPTMO001079:1324077,35
                    ESPTMO000519:367695,98
                    ESPTMO001111:819558,21
                    ESPTMO001137:882823,34
                    ESPTMO001152:1689377,68
                    ESPTMO001160:699261,73
                    ESPTMO001178:1352269,68
                    ESPTMO001194:817339,83
                    ESPTMO001210:412779,04
                    ESPTMO000908:5350581,82
                    PTMMGAOM0002:1216212,79
                    </iic-com:InversionesFinancieras>
               <iic-fil:HechosRelevantesFIL>
                    <iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIL_S12025_V-88644638_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
                    <iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIL_S12025_V-88644638_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
                    <iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIL_S12025_V-88644638_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
                    <iic-com:HechoRelevanteEndeudamiento contextRef="FIL_S12025_V-88644638_da">false</iic-com:HechoRelevanteEndeudamiento>
                    <iic-com-fon:HechoRelevanteCambioGestora contextRef="FIL_S12025_V-88644638_da">false</iic-com-fon:HechoRelevanteCambioGestora>
                    <iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIL_S12025_V-88644638_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
                    <iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIL_S12025_V-88644638_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
                    <iic-com:HechoRelevanteCambioEsencial contextRef="FIL_S12025_V-88644638_da">false</iic-com:HechoRelevanteCambioEsencial>
                    <iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIL_S12025_V-88644638_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
                    <iic-com:HechoRelevanteOtros contextRef="FIL_S12025_V-88644638_da">false</iic-com:HechoRelevanteOtros>
               </iic-fil:HechosRelevantesFIL>
               <iic-com:ExplicacionHechosRelevantes contextRef="FIL_S12025_V-88644638_da">No aplicable</iic-com:ExplicacionHechosRelevantes>
               <iic-fil:OperacionesVinculadasFIL>
                    <iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIL_S12025_V-88644638_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
                    <iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIL_S12025_V-88644638_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
                    <iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIL_S12025_V-88644638_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
                    <iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIL_S12025_V-88644638_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
                    <iic-com:OperacionesVinculadasAvales contextRef="FIL_S12025_V-88644638_da">false</iic-com:OperacionesVinculadasAvales>
                    <iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIL_S12025_V-88644638_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
                    <iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIL_S12025_V-88644638_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
                    <iic-com:OperacionesVinculadasDiferencias contextRef="FIL_S12025_V-88644638_da">false</iic-com:OperacionesVinculadasDiferencias>
                    <iic-com-fon:OperacionesVinculadasDerechoDisposicion contextRef="FIL_S12025_V-88644638_da">false</iic-com-fon:OperacionesVinculadasDerechoDisposicion>
                    <iic-com:OperacionesVinculadasOtros contextRef="FIL_S12025_V-88644638_da">false</iic-com:OperacionesVinculadasOtros>
                    <iic-com:OtrasInformaciones>
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                         <iic-com:OtrasInformacionesPatrimonioPersonal contextRef="FIL_S12025_V-88644638_da" decimals="2" unitRef="pure">0.23</iic-com:OtrasInformacionesPatrimonioPersonal>
                    </iic-com:OtrasInformaciones>
               </iic-fil:OperacionesVinculadasFIL>
               <iic-com:AnexoOperacionesVinculadas contextRef="FIL_S12025_V-88644638_da">No aplicable</iic-com:AnexoOperacionesVinculadas>
               <iic-com:ExplicacionInformePeriodico contextRef="FIL_S12025_V-88644638_da">
1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. 

a) Visión de la gestora/sociedad sobre la situación de los mercados. 

El primer semestre del año ha finalizado con ganancias tanto en las bolsas como en los mercados de renta fija, si bien no ha estado exento de episodios de volatilidad. 

Con el anuncio de Trump, el 2 de abril, estableciendo aranceles recíprocos mucho más elevados de lo previsto para todos los países, las bolsas reaccionaron con fuertes caídas, pero recuperaron terreno a medida que se abrieron negociaciones con los países y se dejó atrás el peor escenario de subida de aranceles. 

La mejora en el sentimiento inversor a medida que fue avanzando el semestre permitió al S&amp;P500 y al Nasdaq finalizar junio en máximos históricos y subiendo más de un 10% en el periodo. En las bolsas de la Eurozona, la reactivación del crecimiento económico y los planes fiscales siguieron impulsando a los índices, especialmente a la bolsa alemana y el DAX anotó subida del 7,88%. El EuroStoxx50 subió +1,05% y el IBEX35 un 6,52%. El MSCI UK finalizó el periodo con avances de +2,40% y en Japón el Nikkei225 subió +13,67%. 

En cuanto a los mercados emergentes latinoamericanos (medidos en moneda local) el MSCI Latin America avanzó +7,96%. En los mercados de renta fija, la tramitación de la nueva ley fiscal en EE.UU. (la llamada One Big Beautiful Bill) que anticipa un aumento significativo del déficit público en los próximos años, provocó subidas en las TIRES de los bonos de gobiernos a largo plazo durante el mes de mayo. El movimiento de subida se fue revirtiendo al final del semestre en un contexto en el que la Fed mantuvo la previsión de dos recortes de tipos este año y el mercado aumentó las bajadas previstas para 2026. 

En Eurozona, los planes fiscales aprobados en Alemania y la mayor visibilidad en el BCE, que ya está próximo a finalizar el ciclo de bajadas de tipos según los comentarios de la propia Lagarde, ha llevado a que las TIRES de los bonos de gobiernos se muevan en rango lateral. El índice JPMorgan para bonos de 1 a 3 años subió +0,87% y el de 7 a 10 años +2,36%. En crédito, el Iboxx Euro subió +1,73%. La evolución en los mercados emergentes (medida por el índice JPMorgan EMBI Diversified) fue de +3,33%. 

En las materias primas, el foco se centró en junio en el conflicto entre Israel a Irán, que provocó rápida y fuerte subida en el precio del crudo Brent hasta los 80$/barril. El alto el fuego acordado entre ambos países dio paso rápidamente a retroceso en el precio, que finalizó por debajo de los 70$/barril. 

En el mercado de divisas, continuó la fortaleza del euro que se apreció frente al dólar hasta el 1,179$/€. 

b) Decisiones generales de inversión adoptadas. 

Alternative Leasing, FIL fue registrado en la CNMV el 2 de octubre de 2020, siendo el segundo trimestre de 2024 su duodécimo y último de actividad inversora. El periodo de inversión cerró el 15 de junio de 2024. 

c) Índice de referencia. 

La rentabilidad a batir es una rentabilidad media anual neta a vencimiento, no garantizada, del 5% para suscripciones realizadas antes de la fecha del Primer Cierre. La rentabilidad objetivo que espera alcanzar el equipo de inversión, tendría lugar al vencimiento del Fondo. 

d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. 

Como consecuencia de la actividad del fondo, tras realizar inversiones durante el primer semestre de 2025, el patrimonio del Compartimento A en el periodo* se situó en 63.914.743,28 euros, el número de partícipes no ha variado en el periodo*, lo que supone 31 partícipes titulares de 505.932,65 participaciones. 

La variación del valor liquidativo durante el semestre ha sido de 2,22%, se ha incrementado desde 123,59 hasta 126,33. 

Nota: Rentabilidades históricas no garantizan rentabilidades futuras. 

Los gastos totales soportados por el Compartimento A fueron de 1,05% sobre el patrimonio del Compartimento A durante el primer semestre *. 

* Nota: En este Informe, los datos del periodo se refieren siempre a datos del primer semestre de 2025 a no ser que se indique explícitamente lo contrario.

e) Rendimiento del fondo en comparación con el resto de los fondos de la gestora. 

La estrategia inversora de Alternative Leasing FIL difiere de forma sustancial de la del resto de fondos de la gestora.

2. INFORMACION SOBRE LAS INVERSIONES. 

a) Inversiones concretas realizadas durante el periodo. 

El periodo de inversión cerró el 15 de junio de 2024. 

b) Operativa de préstamo de valores.
N/A 

c) Operativa en derivados y adquisición temporal de activos. 
N/A 

d) Otra información sobre inversiones.
N/A 

3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. 

La variación del valor liquidativo durante el semestre ha sido de 2,22%, se ha incrementado desde 123,59 hasta 126,33. 

La rentabilidad a batir es una rentabilidad media anual neta a vencimiento, no garantizada, del 5%. La rentabilidad objetivo que espera alcanzar el equipo de inversión, tendría lugar al vencimiento del Fondo. 

4. RIESGO ASUMIDO POR EL FONDO. 

5. EJERCICIO DERECHOS POLITICOS. 
N/A 

6. INFORMACION Y ADVERTENCIAS CNMV. 
N/A 

7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. 
N/A 

8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. 

El coste de Research asumido por el Fondo ha sido de 0,00 euros durante el periodo de referencia. 

9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). 
N/A
</iic-com:ExplicacionInformePeriodico>
               <iic-com:AdvertenciasCNMV contextRef="FIL_S12025_V-88644638_da">Se recomienda la lectura del folleto del Fondo. ESTE FONDO PUEDE INVERTIR UN PORCENTAJE DEL 100% EN ACTIVOS DE RENTA FIJA DE BAJA CALIDAD CREDITICIA, POR LO QUE TIENE UN RIESGO DE CRÉDITO MUY ELEVADO. EN CASO DE MODIFICACIONES DE LAS CONDICIONES DEL FONDO O CUANDO ASÍ LO DETERMINE LA NORMATIVA DE IIC, SERÁ NECESARIO EL CONSENTIMIENTO DE TODOS LOS PARTÍCIPES.</iic-com:AdvertenciasCNMV>
          </iic-fil:DatosFondoCompartimentoFIL>
          <iic-fil:DatosFondoCompartimentoFIL>
               <iic-com:DatosGeneralesCompartimento>
                    <iic-com:DenominacionCompartimento contextRef="FIL_S12025_V-88644638_ia">Alternative Leasing / B</iic-com:DenominacionCompartimento>
                    <iic-com:FechaRegistroCompartimiento contextRef="FIL_S12025_V-88644638_ia">2020-10-02</iic-com:FechaRegistroCompartimiento>
                    <iic-com:NumeroRegistroCompartimento contextRef="FIL_S12025_V-88644638_ia" decimals="0" unitRef="pure">2</iic-com:NumeroRegistroCompartimento>
               </iic-com:DatosGeneralesCompartimento>
               <iic-fil:PoliticaDivisaFIL>
                    <iic-fil:CategoriaFIL>
                         <iic-fil:XCode_TipoFIL_01 contextRef="FIL_S12025_V-88644638_ia">01</iic-fil:XCode_TipoFIL_01>
                         <iic-com:VocacionInversora contextRef="FIL_S12025_V-88644638_ia">Global</iic-com:VocacionInversora>
                         <iic-com:PerfilRiesgo contextRef="FIL_S12025_V-88644638_ia">4 en una escala del 1 al 7</iic-com:PerfilRiesgo>
                    </iic-fil:CategoriaFIL>
                    <iic-com:PoliticaInversion contextRef="FIL_S12025_V-88644638_ia">Politica de inversión:Se invertirá prácticamente el 100% de la exposición total en financiaciones a PYMEs y Empresas de Mediana Capitalización (mínimo el 50% de la exposición total) y de Alta Capitalización (hasta el 50% de la exposición total), principalmente no cotizadas (al menos, el 65%), constituidas en Península Ibérica, Francia y Benelux, y el resto en liquidez. Mínimo del 80% de la exposición total será financiación a través de contratos de arrendamiento financiero (no operativo) en forma de compra y posterior arrendamiento (podrán estructurarse como Sale and Leaseback) de maquinaria y/o equipamiento industrial nuevo o existente en el balance de las empresas, y hasta un 20% de la exposición total serán bonos/obligaciones (no cotizados) y/o concesión/ inversión en préstamos. 

Las operaciones se realizarán directamente por el Fondo o mediante su adquisición a terceros. El Compartimento tiene una garantía financiera del Fondo de Garantía Paneuropeo, implementado por el FEI, que le permitirá garantizar el 70% de principal e intereses (hasta 90 días) de las operaciones realizadas de la línea máxima de 112.000.000€ aprobada. 

Las inversiones se realizarán de forma directa en un 100% salvo que legalmente se tengan que realizar a través de entidades participadas por el Fondo, no cotizadas, constituidas en los países de la UE en los que invierta. Se podrá invertir un 80%-100% de la exposición total en España y un 0%-20% en Portugal, Francia y Benelux en función de las oportunidades de mercado. El porcentaje del precio/valor de los activos que se financia será, como máximo, un 85%. El objetivo es realizar mediante co-inversión con el Compartimento Alternative Leasing/A inversiones con duración máxima de 8 años y tamaño medio objetivo de entre 2 y 15 millones de € cada una (puntualmente podrán ser de tamaño diferente). Las inversiones no podrán tener un tamaño superior al 7,5% del patrimonio desembolsado. 

Se podrá invertir en cualquier sector salvo los "restringidos".

Una información más detallada sobre la política de inversión del Compartimento se puede encontrar en su folleto informativo.

</iic-com:PoliticaInversion>
                    <iic-com:OperativaDerivados contextRef="FIL_S12025_V-88644638_ia">Una información más detallada sobre la política de inversión del Compartimento se puede encontrar en su folleto informativo. </iic-com:OperativaDerivados>
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</iic-com:ContenidoFicheroAdjunto>
                         </iic-com:EvolucionValorLiquidativo>
                         <iic-com:RentabilidadUltimosAnnos>
                              <iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-88644638_da">RentabilidadsemestralFILB</iic-com:NombreFicheroAdjunto>
                              <iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-88644638_da">png</iic-com:TipoMimeFicheroAdjunto>
                              <iic-com:ContenidoFicheroAdjunto 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                              <iic-com:ModificadaPoliticaInversion contextRef="FIL_S12025_V-88644638_da">false</iic-com:ModificadaPoliticaInversion>
                         </iic-com:ModificacionPoliticaInversion>
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                         <iic-com:DistribucionPatrimonioCarteraInterior contextRef="FIL_S12025_V-88644638_ia" decimals="2" unitRef="EUR">79180630</iic-com:DistribucionPatrimonioCarteraInterior>
                         <iic-com:DistribucionPatrimonioCarteraInterior contextRef="FIL_S12025_V-88644638_ipy" decimals="2" unitRef="EUR">83742000</iic-com:DistribucionPatrimonioCarteraInterior>
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                         <iic-com:DistribucionPatrimonioCarteraExterior contextRef="FIL_S12025_V-88644638_ipy" decimals="2" unitRef="EUR">20401000</iic-com:DistribucionPatrimonioCarteraExterior>
                         <iic-com:DistribucionPatrimonioInteresesCartera contextRef="FIL_S12025_V-88644638_ia" decimals="2" unitRef="EUR">1465113</iic-com:DistribucionPatrimonioInteresesCartera>
                         <iic-com:DistribucionPatrimonioInteresesCartera contextRef="FIL_S12025_V-88644638_ipy" decimals="2" unitRef="EUR">1343000</iic-com:DistribucionPatrimonioInteresesCartera>
                         <iic-com:DistribucionPatrimonioInversionesDudosas contextRef="FIL_S12025_V-88644638_ia" decimals="2" unitRef="EUR">0</iic-com:DistribucionPatrimonioInversionesDudosas>
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                    </iic-fil:VariacionPatrimonialFIL>
               </iic-fil:DatosEconomicosFIL>
               <iic-com:InversionesFinancieras contextRef="FIL_S12025_V-88644638_da">Instrumento:Cantidad
                    ESPTMO000188:27097,91
                    ESPTMO000980:704827,98
                    ESPTMO000360:388423,82
                    ESPTMO000337:621016,80
                    ESPTMO000477:1111808,87
                    ESPTMO000576:433176,78
                    ESPTMO000592:1184182,58
                    ESPTMO000030:2648183,42
                    ESPTMO000683:2308234,43
                    ESPTMO000238:2880355,72
                    ESPTMO000410:3017624,42
                    ESPTMO000618:3726388,27
                    ESPTMO000758:2678742,02
                    ESPTMO000733:38279,52
                    ESPTMO000436:1874950,69
                    ESPTMO000394:535171,64
                    ESPTMO000642:317134,17
                    ESPTMO000709:884558,17
                    ESPTMO000196:471689,78
                    ESPTMO001210:539905,72
                    ESPTMO000139:901170,60
                    ESPTMO001178:1768738,42
                    ESPTMO000949:2727994,29
                    FRPTMO001046:3775482,54
                    ESPTMO000378:512316,95
                    PTMMGAOM0002:1344235,20
                    ESPTMO000832:3441233,06
                    ESPTMO000154:797506,49
                    ESPTMO000865:2101595,98
                    ESPTMO001111:926039,69
                    ESPTMO000881:2266299,82
                    ESPTMO000113:1163756,59
                    ESPTMO000535:1851863,43
                    ESPTMO000923:1026955,70
                    ESPTMO000857:1396440,70
                    ESPTMO001079:1516993,76
                    ESPTMO000097:306425,65
                    ESPTMO000253:1553161,13
                    FR4TX7ST1810:1202775,84
                    ESPTMO000493:1457220,91
                    ESPTMO001020:570699,64
                    ESPTMO001004:2798578,60
                    ESPTMO000311:303954,12
                    ESPTMO000519:431469,10
                    ESPTMO000287:1301379,42
                    ESPTMO001137:997524,57
                    ESPTMO000774:870156,59
                    ESPTMO000816:1017116,74
                    ESPTMO000451:305314,39
                    ESPTMO000089:189767,37
                    ESPTMO000063:310258,51
                    ESPTMO000162:961533,94
                    FRPTMO000725:9203924,45
                    ESPTMO000550:10490656,77
                    ESPTMO000964:502383,73
                    ESPTMO001053:376846,51
                    ESPTMO001095:452595,21
                    ESPTMO000908:5520884,82
                    ESPTMO001194:1069062,16
                    </iic-com:InversionesFinancieras>
               <iic-fil:HechosRelevantesFIL>
                    <iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIL_S12025_V-88644638_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
                    <iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIL_S12025_V-88644638_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
                    <iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIL_S12025_V-88644638_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
                    <iic-com:HechoRelevanteEndeudamiento contextRef="FIL_S12025_V-88644638_da">false</iic-com:HechoRelevanteEndeudamiento>
                    <iic-com-fon:HechoRelevanteCambioGestora contextRef="FIL_S12025_V-88644638_da">false</iic-com-fon:HechoRelevanteCambioGestora>
                    <iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIL_S12025_V-88644638_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
                    <iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIL_S12025_V-88644638_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
                    <iic-com:HechoRelevanteCambioEsencial contextRef="FIL_S12025_V-88644638_da">false</iic-com:HechoRelevanteCambioEsencial>
                    <iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIL_S12025_V-88644638_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
                    <iic-com:HechoRelevanteOtros contextRef="FIL_S12025_V-88644638_da">false</iic-com:HechoRelevanteOtros>
               </iic-fil:HechosRelevantesFIL>
               <iic-com:ExplicacionHechosRelevantes contextRef="FIL_S12025_V-88644638_da">No aplicable</iic-com:ExplicacionHechosRelevantes>
               <iic-fil:OperacionesVinculadasFIL>
                    <iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIL_S12025_V-88644638_da">true</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
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                    <iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIL_S12025_V-88644638_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
                    <iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIL_S12025_V-88644638_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
                    <iic-com:OperacionesVinculadasAvales contextRef="FIL_S12025_V-88644638_da">false</iic-com:OperacionesVinculadasAvales>
                    <iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIL_S12025_V-88644638_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
                    <iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIL_S12025_V-88644638_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
                    <iic-com:OperacionesVinculadasDiferencias contextRef="FIL_S12025_V-88644638_da">false</iic-com:OperacionesVinculadasDiferencias>
                    <iic-com-fon:OperacionesVinculadasDerechoDisposicion contextRef="FIL_S12025_V-88644638_da">false</iic-com-fon:OperacionesVinculadasDerechoDisposicion>
                    <iic-com:OperacionesVinculadasOtros contextRef="FIL_S12025_V-88644638_da">false</iic-com:OperacionesVinculadasOtros>
                    <iic-com:OtrasInformaciones>
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                    </iic-com:OtrasInformaciones>
               </iic-fil:OperacionesVinculadasFIL>
               <iic-com:AnexoOperacionesVinculadas contextRef="FIL_S12025_V-88644638_da">No aplicable</iic-com:AnexoOperacionesVinculadas>
               <iic-com:ExplicacionInformePeriodico contextRef="FIL_S12025_V-88644638_da">
1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO.

a) Visión de la gestora/sociedad sobre la situación de los mercados. 

El primer semestre del año ha finalizado con ganancias tanto en las bolsas como en los mercados de renta fija, si bien no ha estado exento de episodios de volatilidad. 

Con el anuncio de Trump, el 2 de abril, estableciendo aranceles recíprocos mucho más elevados de lo previsto para todos los países, las bolsas reaccionaron con fuertes caídas, pero recuperaron terreno a medida que se abrieron negociaciones con los países y se dejó atrás el peor escenario de subida de aranceles. 

La mejora en el sentimiento inversor a medida que fue avanzando el semestre permitió al S&amp;P500 y al Nasdaq finalizar junio en máximos históricos y subiendo más de un 10% en el periodo. En las bolsas de la Eurozona, la reactivación del crecimiento económico y los planes fiscales siguieron impulsando a los índices, especialmente a la bolsa alemana y el DAX anotó subida del 7,88%. El EuroStoxx50 subió +1,05% y el IBEX35 un 6,52%. El MSCI UK finalizó el periodo con avances de +2,40% y en Japón el Nikkei225 subió +13,67%.

En cuanto a los mercados emergentes latinoamericanos (medidos en moneda local) el MSCI Latin America avanzó +7,96%. En los mercados de renta fija, la tramitación de la nueva ley fiscal en EE.UU. (la llamada One Big Beautiful Bill) que anticipa un aumento significativo del déficit público en los próximos años, provocó subidas en las TIRES de los bonos de gobiernos a largo plazo durante el mes de mayo. El movimiento de subida se fue revirtiendo al final del semestre en un contexto en el que la Fed mantuvo la previsión de dos recortes de tipos este año y el mercado aumentó las bajadas previstas para 2026. 

En Eurozona, los planes fiscales aprobados en Alemania y la mayor visibilidad en el BCE, que ya está próximo a finalizar el ciclo de bajadas de tipos según los comentarios de la propia Lagarde, ha llevado a que las TIRES de los bonos de gobiernos se muevan en rango lateral. El índice JPMorgan para bonos de 1 a 3 años subió +0,87% y el de 7 a 10 años +2,36%. En crédito, el Iboxx Euro subió +1,73%. La evolución en los mercados emergentes (medida por el índice JPMorgan EMBI Diversified) fue de +3,33%. 

En las materias primas, el foco se centró en junio en el conflicto entre Israel a Irán, que provocó rápida y fuerte subida en el precio del crudo Brent hasta los 80$/barril. El alto el fuego acordado entre ambos países dio paso rápidamente a retroceso en el precio, que finalizó por debajo de los 70$/barril. 

En el mercado de divisas, continuó la fortaleza del euro que se apreció frente al dólar hasta el 1,179$/€. 

b) Decisiones generales de inversión adoptadas. 

Alternative Leasing, FIL fue registrado en la CNMV el 2 de octubre de 2020, siendo el segundo trimestre de 2024 su duodécimo y último de actividad inversora. El periodo de inversión cerró el 15 de junio de 2024. 

c) Índice de referencia. 

La rentabilidad a batir es una rentabilidad media anual neta a vencimiento, no garantizada, del 5% para suscripciones realizadas antes de la fecha del Primer Cierre . La rentabilidad objetivo que espera alcanzar el equipo de inversión, tendría lugar al vencimiento del Fondo. 

d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. 

Como consecuencia del inicio de la actividad del fondo, tras realizar inversiones durante el primer semestre de 2025, el patrimonio del Compartimento B en el periodo * se situó en 98.630.526,77 euros, el número de partícipes no ha variado en el periodo* lo que supone 1 partícipe titular de 765.726,90 participaciones. 

La variación del valor liquidativo durante el semestre ha sido de 2,47%, se ha incrementado desde 125,70 hasta 128,80. 

Nota: Rentabilidades históricas no garantizan rentabilidades futuras. 

Los gastos totales soportados por el Compartimento B fueron de 1,10% sobre el patrimonio del Compartimento B durante el primer semestre *. 

* Nota: En este Informe, los datos del periodo se refieren siempre a datos del primer semestre de 2025 a no ser que se indique explícitamente lo contrario. 

e) Rendimiento del fondo en comparación con el resto de los fondos de la gestora. 

La estrategia inversora de Alternative Leasing FIL difiere de forma sustancial de la del resto de fondos de la gestora. 

2. INFORMACION SOBRE LAS INVERSIONES. 

a) Inversiones concretas realizadas durante el periodo. 

El periodo de inversión cerró el 15 de junio de 2024. 

b) Operativa de préstamo de valores. 
N/A 

c) Operativa en derivados y adquisición temporal de activos. 
N/A 

d) Otra información sobre inversiones. 
N/A 

3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. 
La variación del valor liquidativo durante el semestre ha sido de 2,47%, se ha incrementado desde 125,70 hasta 128,80. 

La rentabilidad a batir es una rentabilidad media anual neta a vencimiento, no garantizada, del 5%. La rentabilidad objetivo que espera alcanzar el equipo de inversión, tendría lugar al vencimiento del Fondo. 

4. RIESGO ASUMIDO POR EL FONDO. 

5. EJERCICIO DERECHOS POLITICOS. 
N/A 

6. INFORMACION Y ADVERTENCIAS CNMV. 
N/A 

7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. 
N/A 

8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. 
El coste de Research asumido por el Fondo ha sido de 0,00 euros durante el periodo de referencia. 

9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). 
N/A
</iic-com:ExplicacionInformePeriodico>
               <iic-com:AdvertenciasCNMV contextRef="FIL_S12025_V-88644638_da">Se recomienda la lectura del folleto del Fondo. ESTE FONDO PUEDE INVERTIR UN PORCENTAJE DEL 100% EN ACTIVOS DE RENTA FIJA DE BAJA CALIDAD CREDITICIA, POR LO QUE TIENE UN RIESGO DE CRÉDITO MUY ELEVADO. EN CASO DE MODIFICACIONES DE LAS CONDICIONES DEL FONDO O CUANDO ASÍ LO DETERMINE LA NORMATIVA DE IIC, SERÁ NECESARIO EL CONSENTIMIENTO DE TODOS LOS PARTÍCIPES.</iic-com:AdvertenciasCNMV>
          </iic-fil:DatosFondoCompartimentoFIL>
     </iic-fil:InformeFIL>
</xbrli:xbrl>
