EUROPEAN INCOME F ESG SEL FIL 1.0.0 2026-01-01 2026-06-30 EUROPEAN INCOME F ESG SEL FIL 1.0.0 2025-07-01 2025-12-31 EUROPEAN INCOME F ESG SEL FIL 1.0.0 2026-01-01 2026-06-30 EUROPEAN INCOME F ESG SEL FIL 1.0.0 2025-01-01 2025-12-31 EUROPEAN INCOME F ESG SEL FIL 1.0.0 2026-04-01 2026-06-30 EUROPEAN INCOME F ESG SEL FIL 1.0.0 2026-01-01 2026-03-31 EUROPEAN INCOME F ESG SEL FIL 1.0.0 2025-10-01 2025-12-31 EUROPEAN INCOME F ESG SEL FIL 1.0.0 2025-07-01 2025-09-30 EUROPEAN INCOME F ESG SEL FIL 1.0.0 2024-01-01 2024-12-31 EUROPEAN INCOME F ESG SEL FIL 1.0.0 2023-01-01 2023-12-31 EUROPEAN INCOME F ESG SEL FIL 1.0.0 2021-01-01 2021-12-31 EUROPEAN INCOME F ESG SEL FIL 1.0.0 2023-01-01 2025-12-31 EUROPEAN INCOME F ESG SEL FIL 1.0.0 2021-01-01 2025-12-31 EUROPEAN INCOME F ESG SEL FIL 1.0.0 2026-06-30 EUROPEAN INCOME F ESG SEL FIL 1.0.0 2025-12-31 EUROPEAN INCOME F ESG SEL FIL 1.0.0 2024-12-31 EUROPEAN INCOME F ESG SEL FIL 1.0.0 2023-12-31 iso4217:EUR xbrli:pure EUROPEAN INCOME F ESG SEL FIL 41 02 02 2026 EUR AA- (FITCH) false CL Jose Ortega y Gasset 29, 4 planta 28006 Madrid EM client_servicing@arcanopartners.com https://www.arcanopartners.com 05 C/ Ortega y Gasset, 29 28006 MADRID (MADRID) EM client_servicing@arcanopartners.com 2011-09-06 01 Fondo de Inversión Libre. RENTA FIJA INTERNACIONAL. 3 en una escala del 1 al 7 Investment Fund (SIF). La distribución entre los compartimentos será 50-100% para ARCANO FUND-EUROPEAN INCOME FUND I y 0- 50% para ARCANO FUND-EUROPEAN INCOME FUND II ("Fondos Subyacentes o FS"). El objetivo principal de los FS esproporcionar rendimientos atractivos ajustados al riesgo, directa o indirectamente, en una cartera diversificada que consiste en:(i) préstamos corporativos incluyendo préstamos para la compra de una empresa (LBO/LeveragedBuy Out) o bonos a tasa flotante, la mayoría sin calificación crediticia, y (ii) valores de renta fija, mayoritariamente bonos calificados de alto rendimiento con baja calificación crediticia (BB+ o inferior por S&P o equivalente por otras agencias), o sin calificación crediticia. Los préstamos y renta fija serán emitidos por entidades domiciliadas o que lleven a cabo susactividades comerciales principalmente en la UE u otros países europeos con deuda soberana a largo plazo de al menos mediana calificación crediticia (mínimo BBB- por S&P) o en entidades domiciliadas en otros países, si la matriz del emisor tiene domicilio en la UE o en otro país europeo con deuda soberana a largo plazo de al menos mediana calificación crediticia.No existe predeterminación en cuanto a la duración media de la cartera. El FIL a través de los FS, podrá operar con derivados, negociados o no en mercados organizados, con finalidad de cobertura/inversión, tales como credit default swaps, swaps de retorno total, swaps de divisa y tipos de interés y acuerdos de recompra. 1 EUROPEAN IN FUN ESG SEL FIL A1 EUR 7469501 112 0.00 false 500.000,00 Euros 137948348.00 168065537.00 false 2026-06-30 18.4682 0.0000 18.2832 17.5774 16.3994 true 0.25 0.25 0.25 0.25 01 0.03 0.03 01 1.01 03 1.91 1.63 2.05 0.93 LET. TESORO 1 AÑO 0.69 0.74 0.64 0.25 0.42 0.86 0.87 0.87 0.85 true GraficaVL.png png 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true La Política de Inversión de la IIC ha sido cambiada el 05 de Septiembre de 2025 2 EUROPEAN IN FUN ESG SEL FIL A2 EUR 1829977 172 0.00 false 100.000,00 Euros 31993165.00 44260674.00 false 2026-06-30 17.4828 0.0000 17.3507 16.7645 15.7193 true 0.50 0.50 0.50 0.50 01 0.03 0.03 01 0.76 03 1.91 1.63 2.05 0.92 LET. TESORO 1 AÑO 0.69 0.74 0.64 0.25 0.67 1.36 1.37 1.37 1.35 true GraficaVL.png png 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 true La Política de Inversión de la IIC ha sido cambiada el 05 de Septiembre de 2025 5 EUROPEAN IN FUN ESG SEL FIL A3 EUR 922993 37 0.00 false 100.000,00 Euros 11818918.00 9994661.00 false 2026-06-30 12.8050 0.0000 12.6768 12.1873 11.3706 true 0.25 0.25 0.25 0.25 01 0.03 0.03 01 1.01 03 1.91 1.63 2.05 0.92 LET. TESORO 1 AÑO 0.69 0.74 0.64 0.25 0.42 0.86 0.87 0.86 0.85 true GraficaVL.png png 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 true La Política de Inversión de la IIC ha sido cambiada el 05 de Septiembre de 2025 7 EUROPEAN IN FUN ESG SEL FIL A4 EUR 806734 27 0.00 false 100.000,00 Euros 10109732.00 9315564.00 false 2026-06-30 12.5317 0.0000 12.3754 11.8383 10.9899 true 0.00 0.00 0.00 0.00 01 0.03 0.03 01 1.26 03 1.90 1.63 2.05 0.93 LET. TESORO 1 AÑO 0.69 0.74 0.64 0.25 0.18 0.36 0.37 9.18 0.34 true GraficaVL.png png 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true La Política de Inversión de la IIC ha sido cambiada el 05 de Septiembre de 2025 9 EUROPEAN IN FUN ESG SEL FIL A5 EUR 0 0 0.00 false 50.000.000,00 Euros 0.00 0.00 false 2026-06-30 0.0000 0.0000 0.0000 false 0.00 0.00 0.00 0.00 01 0.00 0.00 01 03 LET. 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 true La Política de Inversión de la IIC ha sido cambiada el 05 de Septiembre de 2025 3 EUROPEAN IN FUN ESG SEL FIL D1 EUR 380934 10 0.00 false 50.000.000,00 Euros 7037169.00 5644127.00 false 2026-06-30 18.4735 0.0000 18.2885 17.5824 16.4040 true 0.25 0.25 0.25 0.25 01 0.03 0.03 01 1.01 03 1.91 1.63 2.05 0.92 LET. TESORO 1 AÑO 0.69 0.74 0.64 0.25 0.42 0.86 0.87 0.87 0.86 true GraficaVL.png png 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 true La Política de Inversión de la IIC ha sido cambiada el 05 de Septiembre de 2025 4 EUROPEAN IN FUN ESG SEL FIL D2 EUR 181422 14 0.00 false 50.000.000,00 Euros 2301761.00 3470411.00 false 2026-06-30 12.6873 0.0000 12.5914 12.1660 11.4076 true 0.50 0.50 0.50 0.50 01 0.03 0.03 01 0.76 03 1.91 1.63 2.05 0.92 LET. TESORO 1 AÑO 0.69 0.74 0.64 0.25 0.67 1.36 1.37 1.36 1.27 true GraficaVL.png png iVBORw0KGgoAAAANSUhEUgAAAfQAAAEsCAIAAAC62dafAAA/cklEQVR4Xu2dB3gU1dfG/duwYlfAQlFAwU9sgAUVLIhIVbqAhCS0UEVpoTelt9B7KKFKLwLSmyCE3pEuPcFAIIXkfOdkks3unc3mbnI3e3dyfg8Pz+zZO29mZmfeW+aWe4BhGIaxHPeIAYZhGMb3YXNnGIaxIGzuDMMwFoTNnWEYxoKwuTMMw1gQNneGYRgLwubOMAxjQdjcGYZhLAibO8MwjAXJInMPDw+3bffu3bs7wzAMk1HQRe381TlZZO7r16+3beOR2X3DMAzDuIeMi7K5MwzD+BgyLsrmzjAM42PIuCibO8MwjI8h46Js7gzDMD6GjIuyuTMMw/gYMi7K5s4wDONjyLgomzvDMIyPIeOiUuZ+/fr1Nm3a2D6uWbOmXr16devWXbFiRVppBNjcGYZhVCHjoumb+/z58wMDAwMCAoyPkZGR1atXj4iIuHHjRq1ata5du2ZOY4bNnWEYRhUyLpq+uW/ZsmXOnDk24165cmWnTp2M7WHDhi1evNicxgybO8MwjCpkXDR9c0fOnj1rM+7p06ePHTvW2A4LC5s0aZI5jRk2d4ZhGFXIuKjb5h4aGjpu3DhjG819woQJ5jRm2NwZhmFUIeOibpv78uXLg4ODje0RI0YsXLjQnMYMmzvDMIwqZFzUbXOPiIioUaPGrVu3oqOj69Spc+XKFXMae8LDw9HZZ82aZYvIHBbDMAyTFjIu6ra5I6tXr/ZPwr4rZFrmbsAld4ZhGFXIuKiUuWceNneGYRhVyLgomzvDMIyPIeOibO4MwzA+hoyLsrkzDMP4GDIuyubOMAzjY8i4KJs7wzCMjyHjomzuDMMwPoaMi7K5MwzD+BgyLsrmzjAM42PIuCibO8MwjJscPixGshYZF2VzZxiGcYcpU+CBB6BnTzGulv37YcECMZiCjIuyuTMMw8hx9Ci8/z4UKwZLl8Lzz8PmzWICJXz7LTz1FBQoAD//LH6VgoyLsrkzDMPIMXYsFC4MsbG0vXIl5M4N8+dDcDDkygUHD4qJDW7fhrNnk7ejomDxYhg1Cjp0gA8+gCVL4OZNh8Tx8eDnB2+9BTt3OsRNyLgomzvDMIwcLVrAgAGpH6tXJ39v1w5atYLnnoPx41O/Mti6lQrgDzwADz4I990Hjz4KefLARx9B69ZQpw58/jkFsQaQPz/9q1oVXn4ZypeH6GhRx4SMi7K5MwzDyPH227B9u0MkMTF54/BheOYZePhhePFFalQpXRry5aMS/fTp9C0W9vfts9sthWvX4NQp9EcIDYW5c6FhQyq8SyDjomzuDMMwEty4AY8/DnFxYtxGTAxcvw6HDsHvv8O6ddC3L1y4IKZRhIyLsrkzDMNIsHw5NaTogYyLsrkzDMNI0LEjdOsmBr2EjIuyuTMMw0hQqhSsWSMGvYSMi7K5MwxjIUaOhLZt4cwZMZ5JYmLgscfg1i0x7iVkXJTNnWEYq3D6NHVZ+fxz6pj40ENQowb8+CNs2yYmywAbN0KJEmLQe8i4KJs7wzC+htP+glisLlYMhg6l7bt3YcUK6ob4ySc0phQ/ukvXrjTOqGVLyipGjICaNSEwUEzjPWRclM2dYRifYtcu+N//qGz+xBM0XvSjj+D//g8aNKDhQnXriokTEuDLL6FLFzHuGswM8uen0UmDBkGZMhAUBO+9B4MHi8m8h4yLsrkzDONTDB8O9evD5cs0/hONJSwMPQUmT6YWmIgIMTFy6RKNC50wAf79lyYDMBMQAFOnOkTGjdOn16NTZFyUzZ1hGJ8Ci9KLF4tB14wcScX8XLmoyJ8jB41FKlQIduyAO3doUOgrr9Cw0mrVkmd0wQwAP6Y3u4t3kXFRNneGYXyHa9fIptGUMwzue/48tbegg6NUrVrUWI+G3qQJzQBTpQpN3YVGrzcyLsrmzjCM7zBpkjLnjYmh9hx70OUnTIAnn4S1ax3i+iHjomzuDMP4DhUrwowZYjD7IeOibO4Mw/gIN29Czpw0gVe2R8ZF2dwZhvERBg6kjo+MnIuyuTMMoz0JCfDrr/T+s1Mn8atsiYyLsrkzDKM38fE0ZKlUqdT16rI9Mi7K5p457t6lnlU7dtD0/AzDeIKpU2leAduaR4yci7K5Z4KYGHj2Weob+8ortLBWZvreMgzjFHzK8uaFzZvFePZGxkXZ3DOBnx9Urpw8J1H16mCZ82IYfRgyBCpVEoPZHhkXtai5Yw0uMBA+/FBBafrCBZqhf8MG6NmTpv3cvh1OnqRGwGHDqKpoW6f87FkqxZ86Zb8rwzCZ4swZmsL3wAExnu2RcVFLmPuAAfQmfdYsGD8eDh6E3bvhiy+geHH49lt4801qELfHZseS1KpFt9cnn9DEFB98QC92Hn8c7r8fHniAJo+2p08fzScbYhgfo00bKFJEDDJyLur75r52LY1rqFCBDB39F2+FBx+EFi2SW0smT4Z776XZO99/nwryL79Mvox3zJ49oo5TLl0iZzev6oI1A/O65rduwSOPwJQpYpxhmIxRsiSsXCkGGTkX9XFz37iRitIbNjgEhYn5b9+GI0eoUSUkBI4dgxMnIDiYMgA0ffRizBjefptErl932MugWTP46Scx6IJt2yiDuXxZjDMM4y74qL7wgvg4M0nIuKhvmju6OZa+y5aF++7LYMYeH083DRbM9+6luf+x1N+1q5gG761nn6VZ6NyiY0eoWlUMMgzjLlggwyo44wwZF/VNc//oI/o3fz6921TC2bPU/HL+vEPwjTegVSuHiAyxsdT406SJGGcYxi1ef536LzDOkHFRHzR3lMqfn3q/qqVTJ1qpy8bu3WT3V6+mRuRZsgSefpoqBAzDpEtcnBiBpLX0Xn1VDDIpyLior5l7YiK8+y7Mni3GM09UFDnyggXJH8uVo9VbMgzWKvLmhStXxDjDMPacOEEdz7Cy+8orULQo9XDDGnObNvDxx9C8uZiYSUHGRX3N3ENCPDgtHN5MWFoPD6fKAZYanBYo5PnpJ3pP27gxDcH45RfqrKnTArsM4wp3ewxnjMuX4bXXaMjIqVOwdCmthjpzJrWzDxoE33wDq1aJ6ZkUZFzUp8x92zbq5TJ3rhhXyO+/w/PPU+/4zC8IcPMmdcsZMwZq1IBGjWgIa86c1F2SYTRnzRp60FavFuNq+fdfKqT36CHGGQlkXNR3zH3ZMioIY/buaaZOpYliPDFLUa1aNNCJYXRm0SIq3/TvT/+bHzcsndSsSaNGMgkaQq5c1I2dyRAyLipl7tevX2/Tpo3t45o1a+rVq1e3bt0VK1akFRHIrLmHhtKa5b7+6vzYMepbGRFB27Vrw48/Ct8zjJfBuibWL//+m7Z37KDtjz6CH36goddYLsE7NnduMne8jQ8dEveFpF5nRvqGDen/sWNJ0DwFyGefUc6xfLkYZ6SRcdH0zX3+/PmBgYEBAQHGx8jIyOrVq0dERNy4caNWrVrXrl0zRxwFiMyae/v2GemVqCGBgdC2LT0eb75J7ftYM2UYfUBHtm8nwZL7xIm0/lH16jSA48MPk6e2HjKE3nwa4M2M1t+4MU3Ogbd0tWpU6m/dmkZ7+PvTKKRixahB1cbcuZAnjzh1B+MmMi6avrlv2bJlzpw5NnNfuXJlp5TFUIYNG7Z48WJzxNi2J7PmXrhwcmnC1zlzhuY/wGJ7TAx07kzPDMPow4svwvHjYtBMXBy9CF29Gn7+mboeDB5M/QUqV8ain5gSCQuj6ZhKl6bxgCdPUpndGs+yV5Fx0fTNHaiyddZm7tOnTx+Lta0kwsLCJk2aZI4Y2/ZkytwPH6aeUr5DdAzcjhWDqSxalLyB1dWCBalTPMPowMGDkC+fGEyL2bOp6/DHHyc3M7rm7Fkq2j/3HPUPHj5c/JZxHxkXddvcQ0NDx40bZ2yjlU+YMMEcMbbtyZS5//rr9qYD6o2DQSuh9mj4dSl0XwAtZ0CL6ZDvZ9jjcuGtuwkwcSP8tgwKd4Ay/WDpHoiNF9MYHLsEDcbDD2Og6wKoPw7uuNkNMiHp/WvcXZi6GZ5vCfnTO7BksIqaI4eTicm0AS/gf7dh71n45wocvQQHzsO5CNjFVWpLMnQodeuS5O5dKF/evVF+a9dSZsCoQMZF3Tb35cuXBwcHG9sjRoxYuHChOWJs2yNv7ueuw8ajcOgCLN8Hh/+FLcehaaV5TzWK/6Qv/BQGn/4K/pOg4hAoNwgGrIDAyZCrFVQaCuPWw9RN0G0BzNtJ/6PDjlkLAZMhb1t4rDE0nw5j10OfJfBuN/hfA3iuBTzeBF5tB6+0pe0iwZAjAPK0IR3MM1rPgKKdIE9raD2TDsYFaOiYW/RaDG90hAcDyNMf8IfSv8KqAzB+Azzfgv4cHvNXA6HBBPhxPHw1gA4e/26NUfBlfyg/GNrOgnJNjq8rXi/qbJrDnS79RyeLWVrAJErffBpUHgaX/xOTCdyKgZA18HAjeKcbfD0QvhkMNUbStRq9lgTNYJ5n6x+Ebv5mMF2ZRxvD//zoWuUIhBdawtNBtP1ia7ivIWWBRn7GWAc063nzxCCjJa5d1MBtc4+IiKhRo8atW7eio6Pr1Klz5coVc8Rxb0LG3Id231Kmy82HAslWsKCNG693hKeaJlQo/8eViDTK20lO9PUgQOtHB8S9vg+BQh1ou1Qf+KK/k+LzrVi4EgVrDsKuU7DtBKw9TKVR9Gih6yOWVQu2p4zhna5kjnXHkjPiH/q/zmTZWAnAj+h0TzSDaiNh6V5yTDRcLNLadE5fg5qjqbaBzh48HzrNI2efsAF+mQ2TMR9aCB3mQo+FUPo3+LDJufvr3/28WzTWHgR2/EOVgBI9of3sxK+bn2rY8/zPYYmYMTwVBMW6wncj6CBzt4KiwfBIIzo2vHRYm3mtHTwUQJdicThsOkZ/pdUMmLYNuv4OP4ylnAxdGw/+fn94shnc35DyAPTrJ5pSFrL6IO1efzyV0/HaOuXiDbq2eFQ7/xG/YnyMbdvoNSkkzYmUM6dUGwujAWm5qD1umzuyevVq/yRsHR/NERvh4eHo7LNmzbJF0jqsEe1XLX3X71bRd6FOHRq0FhRE7dE//USDgLxETDyMWweNJkPoFui1CJbsgbHrYNJGWLwbBq6ESHWD+K5++FX3Bgueakbl+m+HwEs/UTEfC905m8Lv629S17E8eejFQ7581Ae/ZEn807VHw6RNZN/rD1MetmA37DtHlYatJyiP2XBU/BM2cN+LkXDtJpyPoO1zEWTicXcpI2kwnrx+hl3XhrTAYjvmMcV5AIqv06IF9W7s3BnWreNe5z5EWi5qj5S5Zx6ZkjuRkEANf/XqQdOm9Ba+QgWyMxfpLcPp0/DMMydORg1eSdWIPovh979h4gb48xDQGNcCBeitssGRI9TL2GP9DaJdvAp2BPMDrDHM2ynGGZ/h6lV6Kbp/P73YL1eOLJ7xEVy5aAqamXt2BrO0vn3F4O3b8NJLsNPRQceNgzJlHCJeYvMxeKlNmq03jO4EByfPTX3yJM03EBoqJmB0RcZF2dy14eBBGpAtDOfr3x++/94hAkkdFYoW1aQPZb1x8GFvaDwFXm4L/XnIoVZgJc/fnyaK2bNHvK+Q//6jKuA/Ka9NTpzgNY98CBkXZXPXiW++oclODxygsd03b8KNG9Q1GB9RM8uWURO8+YnNco5ehM/6wqi19Or4rS70ZnvhbjEN4wXOnqVxRm+/TZW8HDmoYI7/Hn+c5urC//FOw6++/lrci/ERZFyUzV0nJk2iRpgiRWiG64ceolVe331XTGMjd26aH1Un7iZAUCj1ILrOc196i8RE6vESFkZv4IcMcfjq+nV6c4MVRLzNsHDQuTPPqeu7yLgom7vGxMa6WsF1wAAa9acfP8+CikPFIKOYuDg4epSWArZx9SpN/3LffdSjETN+3Gasi4yLsrn7LCdP0qxMCQliPMNcvixGMkTcXSjZk4aY3YmDmzE0nAo3rkalJui5iJrpmYxz5w7N24XVu/vvp+od3gavvAKPPEKZ/Y4dYmLGisi4KJu7L/P227BxoxhMF/MKUzt3UsfT//s/MZ5RTl2Fe/1oGNr9DWnUbo4A+n9dUmfOzcfgmeY0eCqO395ljF274J13aG0AY7EkrNudOQN//sm2nq2QcVE2d1+mZ0+aW9Vd8uWDJ58kN8+Vi0acFyxIRb8ePWjqTXXEOI4pXnuIxvR2nk/TGKw6AB/3gWV7HRIw6YD1qk8+gbfeopcxgYHit0w2Q8ZF2dx9mQMHaJo9t1i1ioZEYVkPC3pTp9KLtY4d4fx5at556ilVLTNO+ecKDbjtkTQnZsgamtGBkeXqVShenP5t3codFhmQc1E2dx+nUCE3RqvGxcHrr6fZQf7bb2H+fDGolDspxfnL/1HLjKuJkR05c53musmmrFtHlS0ePsrYIeOibO4+Trly1BceK+wvvQQBAVCpkiuD7tcvdQEdM7/+Sr3ss4qvBsBcuakL1h+hidJe70hdLbMjb77pxemVGD2RcVE2dx/nn39oYr81a6BTJxg/ntZ4euopWLBATIZs2kSdK5wufWmwebOChY+lmbSJZrV0Dbr55/1o+uXleykz6DBXTGB9wsLo9Sk3xTCOyLgom7vl+PtvGsBSoYJDcP9+en06ebJDUCAmBh57jEbGZgkRt2ie4cZTaBLKtAY9dZ5PM/KfT5pV/9pN2p66RUxjZaKiaN27rVvFOJPtkXFRNncrcuQI9YfZtSv547JlNIvI7NkOaZzyySe0MGZWsWAXzSD/anvqHGmeXXLCBppZ/qpdXrNiH/WtjM8+jTPVqkH9+mKQYeRclM3dokyZQm0sCQlw6RKNVzQm/0uXTp2ga1cx6HnWH4E3OpHFl+lHy2O934Pmsn+sMRw3dd4pEkzzzluMG7fh0760nEvl4bS4WLNQ+HECrYQADz/sqhmNycbIuCibu3UpXRoGDiSL79lT/CotVqxwmEx40aIsW/TyVgyM/pO6w4/fAIt2UyF9gbMJyH4Ko3UNLcas7bR+Vp8lUGcMtJkJHebAs81h1hcdKYdmGGfIuCibu3U5fJgmAqxdW4y7AIv5994L7dvD8ePUeea556gV/tw5MZn3+GM/LaBoMcoPpqW+7NnXa/Lz9SO3HncIMowNGRdlc7c0/fu7/YJ00yZo25YaBIoWJVtv3hy6dRPTeI87cbT6q5WWBzkXAc80vXv7oZx0wV96CT74AKpUgUcfXbHq4sOBFmyDYpQg46Js7owzLl9OzhX276cOGzp1xft6IK1BaBl6LoJmwUdovMKBAzSHc1gYDB9uDFlqGgqf/UrL1TKMgIyLsrkz6VGqlPOO815i8B/UgdIaJCZSa/vu2h1gwgTxu6RVyD/vR23xDCMg46Js7kx6TJ+u1ZI9By9A/l/EoEI6z4eRa8WgawavgH1nxaAMEzfCGx0TaZXqf/8Vv0vifAR1Ipq5TYxbnkv/iRHrgZn3sNUw+y+YtBGGrKR+BFiNs58t1b4fsICMi7K5M+kRE0NN8BUrQvXq1PO6Xz+oW1flPPLu80wQ/OWZxuhle2nSmxda0pgpSaJj4bEm8ERT6sK4Jb1XoDfvwIVIGnl74zZ1jMnZFFr3Pw/vvSemsyN4PuRsQqsYJia1z2w/CaP+pOVQnm0O73Wno/2/zlT8L9EzzbFgPgdeHzyvNmmsM3YlioZHLN0DQ1bB9K00QmKS+/NeexG07wV/U+tintbwQivq/vtRb3izM1TA37QFFO0EK/fTzKlf9Kd1EdJCxkXZ3BkJRo+mtdk6dIB69eCXX2hNzqtXxTRZSNkBUKpvstkJYFH328GpX2HJCI3PNf/dht1naC6z33fB8y3hr5Pwy2yo4LhEnQvQdquPpN1rjiazdj0bWoe5NLX9fQ3hfw3gh7HkU9CuXbpjC05dpecfi/B4eI82oU7xQ1fR0f59Cub8BVtPwMZj0HASTaocnPbEQj7E8NVQshflXifsBjpgObfbAviwF71Rz90avh0ChTvQ3NGl+sCjjWktX/3Zcxbe6QqPNIL3usGX/eGIs2PG8juWXV5sTR2oXIzXk3FRNnfGfT74gCai8R5406PZ9V8uxtGm8eFHh12bMvQHkz0dBLtOOySz599IKBpMA6aeawH3+cGfSTti2QoLwo2mUBkKjWbuTgjbTouA48fflsGyfTQxzvYTlBKtHI1mX0pn0dqjod0cm7YT8HiMBcQxM0jOgYoWhb/+ckjkDLS27gsp63LBhqPwSGPqLerT4C+Cv8Xhf2HIH2TceOI3oqHBBCjYHt4Mhq4LIMq0LPz4DVCkEy37lWXM2UE5rtPihZmDF2DEGrpPXmxDQ9VOp710pkHkbYhO71xkXJTNnXGf+vWpIO9Vzl6nYuys7XDoAnnu/nNU4n63GzSfRi3UJZLqs2sOUuFu2CqoPCx5LzRWLP2NXUcDQSduhLazSKTX4uQeKfbNnX/9A7lbUd05/8/kyCV6kLngxxdaUpkL84OngqjujCVo++nPsCSOCXankZfsPQsv/+Q4t+Xp0/D887ImIcHyvfRC4lZ61pAWrWaQgeJ1U3dETsCL0G9Z6ke8LBciaUrnY5dpo8rw5PoHHgP+ju90oyaaQu1hqcvVXTAnLv0bNXZ5FCxVjFtHfwhL3y+0ggcDKB+qHkKz2kU4axOLiaebB3Pc+uMp18/w72JGxkXZ3Bn36dOHBjp5m96L6LF/oxM9aYU60MP2eT+Koymgy8/bSeW+6Vupa3ye1lQjxsLgM83pycQnDQt6DSdSm+ZoN9+d2lh/hOrOjzcRrXzqZppBAUudbWbSeNrBK8FvYvJXTafSGzMH6tWjzkhKwUIu5nAZIPwMtfl2nk+N+A8F0sw/ngCrQZhNYha4ZA/9UoNWwv3+1KCE9a0nmtKPiL+mrWkLL3LdsVLvP2LjKc/AGhj+su0kZlFKF7xbVuyjEkPoFhptgFlL+zmQqzVVBLEaZzSYREZTbWnKZijeg0rlwvxIWDlDZ68+Mv1ieAaQcVE2d8Z95s2DqlXFoE5gmRofdXR8o0iOVotlK3z8pimdYPHoRSpmmvmkLxUksbpQeTj12sQaANr6f3eosP9vpF26Aweon8wyu0KsCtBxMM8bYTf/25JwMm50qO0n4dglWH2Q/seqyaUbqWnQQLHIPydlHdbJm2jWtrIDaWPGNsqT0Ov7LIELabQL/XOVXoSkW96PugMvtaF1dHeeoozkve5kf6ccX9+kK+ICzMixooY5h+s3HzJg+QBvmPe709ty9G6jlX9P2n2i8KTw973Xj/79zy/ptYofVRAzczoukHFRNnfGffbtgyJFxKBmYGGwfUrzNxadHvCnx94roKOV6QfFu0NV+/nro6PpGk6dahdSRqd51HZkcDOGFih/vSNVX7DigqXmBwPof8wAyvyWnAbLoWhe6ET2oFF+Mxg+6EUW/2o7ysbQ/bFSYnufYU/AJMrD6o1z/g4Q61jdF5KJt55JFSYDzDbwID2xAAsWlvsuFYNugbdKiZ5ur+EeE08XDc8IqxFGhyjPIeOibO6M+9y5Q8s06zRs1QyW3ezHdtqXUrMefObRH4fa5y4ffgh16th9Vgm6DOZth5O6zvdbRvORmbkVQ45vVGWwYvFxHykvW7aXWpk/dpzeBysEmDdcjKRJcrDWMv9vmnYf/XFxOPUOeqsLVQIwI3m+JWWxMm0smeTEZeppQz2RknA9xBeN+J1ulB3a2HWazvHkldSIhsi4KJs7kyHy5oWTJ8UgI8nff0POnHA9aRUSz9BjITUNRceSyx+8IH5rsO8cuVjwPHqJau6CkhbnIihX6J0yNycW1Yt1gZnbaRuzB9z+7Ff4sDe9C/l2CFUX7OeKcNr5zxO0mA6VhkHQNGrBx/rK213g9U5UcyrwC1VHSvaEcoOoI+n5CNouO4Aa8QasoCYUPBGs6AzxUiVPHhkXZXNnMkTZsrDc1BWRkaRyZZpAxpNcvUlNwL0Ww/ch4lf2dF1ArTTpds4TuPQfVUR+XUrN8R/1ppKvbuAZPR1ER7j/HJy5Ri9v+y6hbKbr79SZavRaaBJKp4A1iV+TGnDQ5Qt1oLoFer3TuaZ1Q8ZF2dyZDNGiBQyRHufD2LN7N83Fdke6qJxR/CdTF5TwM2JcYG/aLwldcOwSlXCxdNx+LvUY8VHWHU7dPnedegr5CjIuyubOZIgRI6BpUzHIyFCpEl09z7N0D/XH9xyu27IZjyLjomzuTIZYtQo+/1wMMukyfTq1tsd4oOczk52QcVE2dyZDnD5NK0sw7tKjB9SsKQYZxk1kXJTNnckQiYnwyCNwy9mYa8YFVavCrFlikGHcRMZF2dyZjPLWW/RukHGLXLmo0sMwmUPGRdncmYzyySfwW8oYR8aekiWhVSto2RKCg6mRffDg5PipU5Anj0NKhskQMi7K5s5klO++g8aNxSAzcSLkzw+9e9P1+fpraod58EGISJqTZeZMCjJMppFxUTZ3JqOMHQsBAWIwm3PxIk3hu9dxdtratWHkSNpo0QIGDHD4imEyhIyLsrkzGeWPP+DLL8VgNqdaNWqKEcALVbw4bbz/vncXOWEsg4yLsrkzGeXoUXjtNTGYnWnWDJ54wkkf9oQE6ja6axc8+mgWDExlsgMyLsrmzmQUdLEcOby7UrYu4KXw86PuQ9u2iV8ZdOwItWpBiRJinGEyhIyLsrkzmSBPHjiXsn5odiZvXihdmqZoTwus5Tz+OPWfYRgVyLgomzuTCT76CDZtEoPZkHfeSX+R66efpvI7w6hAxkXZ3JlMUKcOTHNcrzMxMTuW5QsUgBMnxKAAFt55QC+jCBkXzYi5T548uUaNGvXr11+yZElaEQE2d2sSHAw9e6Z+jI2lBYay4VvWnDnhhleXemKyGTIu6ra5b9y4MTAw8MaNG7du3apTp86ZM2fMEXEfNnerMn48NGyYvH3zJvWMLFeOOnpnK+Li4IEHxCDDeBIZF3Xb3EeNGjU1ZVXfESNGhIWFmSOpqVNgc7cmq1enTvyLnl6tGnWeyZ8fDjlbRNmqXLwIL7wgBhnGk8i4qNvmvnz58qCgoOjo6MjIyPr164eEhJgj4j5s7lbl+HFqbkZu3IDHHkvuxI1l+VGjHNNZmv37oWhRMcgwnkTGRd0294SEhCFDhnz//fd+fn7dunUbP368OSLuw+ZuVWJjqav73bswbx58801yMDQUqld3SGZt8N7+9FMxyDCeRMZFM2Lud/FhTmLo0KFLliwxR1JTp8DmblleegnOnKFJZoYNS46cPZu9mt0xY+PpwJisRcZF3Tb33bt3+/v7x8bGXr16tWbNmlFRUeaIffrw8HB09ll2CxTIHBbjM5QqBRs2kMUfO5YaLFAADh5M/Whtxo6FRo3EIMN4EhkXddvcIemdarVq1Ro1arRr1660IgJccrcsdetCnz7JLe82GjZMngcxO4Cnz6OTmKxFxkUzYu4ZgM3dsnTpAl99BUFBDsFp06jnTDahTRsYNEgMMownkXFRNncmc0ycCLlzg/Ci5dw5mgFx+HAa4jR6NKxbR50mrUr9+pDSFZhhsgYZF2VzZzLH0qVw331OBtaXLg1NmlCLfMmS8N57tJq2VSlfni4Cw2QhMi7K5s5kjh074LPPxKDA7dvw0ENi0DKUKAHbt4tBhvEkMi7K5s5kCU8+Cdevi0Fr8Oqr6c8axjBKkXFRNncmSyhalEZyGly9Cjt3Onzr0zzxBERGikGG8SQyLsrmzmQJX30FK1cmb7duTQX5uDiHBD5KfDzNGpaYKMYZxpPIuCibO5MlNGgAkyYlb/foQdMC9+3rkMBHuXQpew3HZfRAxkXZ3JksoVMn6N07edvPD/r1g2eftUJT9YEDUKSIGGQYDyPjomzuTJYQEgJNmyZvlykDa9bAgAFQrJhDGl9kwwaeNYzJemRclM2dyRIWLIDKlZO38+enMvvdu7Rm9LZtDsl8jvnzoWpVMcgwHkbGRdncmSzhr7/g/fdpAz09R47kt6lYlh840DGdrzF2LAQGikGG8TAyLsrmzmQJ589Dnjy0ceYMTSFpsGgR9aLxafr25VnDmKxHxkXZ3JkswegyiMX2DRtoTgKDmzepZSY62iGlb/HTTz5f+WB8EBkXZXNnsorcueHCBZpjq27d1GDp0rBsWepHn6N+fZgyRQwyjIeRcVE2dyareO89Gpjaowd07pwa/O03aNEi9aNrLl6EKlVoDW59+PZbcUZMhvE8Mi7K5s5kFRUrwsKF1Ml9woTU4J49UKhQ6kfX1KgB999PbTv6ULKkz3f4YXwQGRdlc2eyiiZNYNQo+Pxzh7ndExMhVy7455/USFoMGkRl/wIF4OhR8Ssv8tprcPy4GGQYDyPjomzuTFbRsycEB5M7C2744Yc0OYFr0NmfeYaW3q5UibqW68OTT0JEhBhkGA8j46Js7kxWMXEimXiOHBAb6xAfMQK++MIhYubjj5Nb6jt1olZ7TYiPp2YinjWMyXJkXJTNnckqVqygZT1efFGM//cf5MzpqkPknTuUwCggz5wJ1auLCbzFmTO0miDDZDkyLsrmzmQVe/fSxANYBjfz5Zf0rjUtli5NXexp3z6NJuoaNMgK0+MwPoiMi7K5M1nFtWtUzv3hBzGODB0K/v5i0EbjxmSjBrGx8PDDYsOOV0hIoLepmzeLcYbxPDIuyubOZCH33w/t24tB5ORJ6jPjtPEag3nyOLyDfeMNKr97jogIqYVEfv8dPvhADDJMliDjomzuTBby+ONprtFRpAittW1m5054/XWHSPXq1PLuOUqUgHvvpVZ+rCK8/TbNhFO6NA2eKlcOfv2Vpgm7fJmSffQRzJsn7sswWYKMi7K5M1nIE0/AkCFi0ABL9F26iEGka1do184h0qMHdan0HFWrwty5cOUKbNkC4eE05GraNMqTGjakgyxUiDpl4na+fHqNlWWyEzIuyubOZCF791LfGKcsXkzl+po16d1po0bw88/UCo/O/txzDoOeECwv26aG9wTvvAN//y0G7Tl5kl4L28+QwzBZi4yLsrkzenDzJgweDGFh5OxYQMai8ddfUyH9++/h1i2HlEeOwKuvOkTU8vTTcPWqGGQYnZBxUTZ3xte4exceecRVv3h7QkKo/USeqCjuus7oj4yLsrkzPkj+/LB8uRh0Sq9e1Nqzc6cYT4v9+6FoUTHIMJoh46Js7owPUqYMTUMmQ5Uq1HZfsaIYT4slS6B8eTHIMJoh46Js7owPcvAgdX6PjxfjZjDZsWM058Hu3eJXThkxApo1E4MMoxkyLsrmzvgmn36afjfzc+fg+edpY9gwKsLL8PPP0K+fGGQYzZBxUTZ3xjcJC0t/Lsn586FCBdq4fZsGx27dKiYwU60azJ4tBhlGM2RclM2d8U1iY+GFF6jJxQXt29Mk8gbffUdjkdKleHHYvl0MMoxmyLgomzvjswQE0FQBAwZA06ZU3F66VGxYL1MGVq5M3h4yhJKly3PPwaVLYpBhNEPGRdncGZ9l40aoUwfatqV5acqXp/6Rn3yS+m1CQuos8Mhff9FEMa6Jjqb5ZBhGe2RclM2dsQrG1JK2+V4OHoSCBVO/jYuDxx6jMUouOHQIChcWgwyjHzIuyubOWIhixWDTpuTtyZPFueOxXL9mjUNEYMUKKFtWDDKMfsi4KJs7YyF69oQ2bZK3v/xSnDzS/v2qU0aPppltGEZ7ZFyUzZ2xEAcOQN68tHHyJM068OefDt8uWkRzsrsA3T+t6eYZRidkXJTNnbEWhQrRhL1ly1IvGoErV+DJJ52v92RQqxbMmCEGGUY/ZFyUzZ2xFh06QKVKNCf73bviV0jBglS6T4sPPqAFOhhGe2RclM2dsRarV9Ng1LRW20Dfb9KEmmvmzoV//oGzZ+HOndRvH3+cJotnGO2RcVE2d8ZaYIF94EAxaKNzZyhZEkqVoknb8+WDHDnAzy/5qyVLIHduqcnIGMbbyLgomzuTjTl0iGYWi4ighvi334aFC8UEDKMlMi7K5s5kb5o0gZ9+otkLSpQQv2IYXZFx0YyY++TJk2vUqFG/fv0lWJNNYvr06RipXr06fuWQNAU2d0ZTLl+GZ5+FAgXEZbgZRmNkXNRtc9+4cWNgYOCNGzdu3bpVp06dM2fOHDlyBJ09Oom6desecNYbgc2d0Zfatam1nWF8BxkXddvcR40aNXXqVGN7xIgRYWFhx44dQ5ePi4uLj4/38/Njc2d8jNu34cwZMcgwGiPjom6b+/Lly4OCgrCQHhkZWb9+/ZCQEAwOHz68fBID0+iowObOMAyjChkXddvcExIShgwZ8v3332MhvVu3buPHj9+7d2/Dhg2x/H7y5MmAgICdzlaaZ3NnGIZRhYyLZsTc76aM/Rs6dOiSJUvGjh1ra6gJCwsbNmxYauoU2NwZhmFUIeOibpv77t27/f39Y2Njr169WrNmzaioqD/++CMoKOjmzZvR0dGtWrVavHixffrw8HB09lmzZtkiMofFMAzDpIWMi7pt7pD0TrVatWqNGjXatWsXfkxMTBwzZozRFTIkJCTBtlqCHVxyZxiGUYWMi2bE3DMAmzvDMIwqZFyUzZ1hGMbHkHFRNneGYRgfQ8ZF2dwZhmF8DBkXZXNnGIbxMWRclM2dYRjGx5BxUTZ3hmEYH0PGRdncGYZhfAwZF2VzZxiG8TFkXJTNnWEYxseQcVE2d4ZhGB9DxkXZ3BmGYXwMGRdlc2cYhvExZFyUzZ1hGMbHkHFRNneGYRgfQ8ZF2dwZhmF8DBkXZXNnGIbxMWRclM2dYRjGx5BxUTZ3hmEYH0PGRdncGYZhfAwZF2VzZxiG8TFkXDSLzH3Pnj227d69e3dnGIZhMgq6qJ2/OieLzJ1hGIbJStjcGYZhLAibO8MwjAXxgrmHh4evd8msWbPEUIbQSkeJyHrNdJSIrLeojhKR9ZrpKBFZr5mOEpH1Watj/xYzLbxg7umy3q5rTWbQSkeJCGimo0QELKqjRAQ001EiAprpKBEB/XTuEQMaIJMpyaCVjhIR0ExHiQhYVEeJCGimo0QENNNRIgL66eho7gzDMEwm0cLcly5dGpdESEhIkyZNQkNDExMTxUQSaKWjRAQ001EiAprpKBEBzXSUiIBFdZSIgH46At439+bNm5coUSI2Ntbf379MmTKDBg0qVapU+/btxXTpoZWOEhHQTEeJCGimo0QENNNRIgIW1VEiAvrpmPG+uefJk+fOnTu4kTt37qioKNzAHKxw4cJiuvTQSkeJCGimo0QENNNRIgKa6SgRAYvqKBEB/XTMeN/cixcvfuLECdwoVqzY+fPncSMyMrJo0aJiuvTQSkeJCGimo0QENNNRIgKa6SgRAYvqKBEB/XTMeN/ct2/fnj9//gYNGlSpUiVv3rwBAQH4f2hoqJguPbTSUSICmukoEQHNdJSIgGY6SkTAojpKREA/HTPeN3ckOjp69uzZ/fr169at26hRo06fPi2mkEMrHSUioJmOEhHQTEeJCGimo0QELKqjRAT00xG4RwxkOfHx8WPHju3QocPWrVttwY4dO9olkUIrHSUioJmOEhHQTEeJCGimo0QELKqjRAT00zHjfXMPDAz89NNPMdcqUqTIokWLjOCTTz7pmCp9tNJRIgKa6SgRAc10lIiAZjpKRMCiOkpEQD8dM94391y5ct24cQM3Lly4UKBAgStXrkCGzk0rHSUioJmOEhHQTEeJCGimo0QELKqjRAT00zHjfXMvVKjQ9evXje0JEyZUq1YNMnRuWukoEQHNdJSIgGY6SkRAMx0lImBRHSUioJ+OGe+b+9ChQwsWLNi/f3/jY40aNcqXL//QQw85pkofrXSUiIBmOkpEQDMdJSKgmY4SEbCojhIR0E/HjPfNHTly5MiKFSuM7YSEhNmzZzdv3twxiRRa6SgRAc10lIiAZjpKREAzHSUiYFEdJSKgn46AFuZ+4cKFMWPGdO3aNTg4eNSoUefOnRNTyKGVjhIR0ExHiQhopqNEBDTTUSICFtVRIgL66Qh439wnT56cL18+zKn6J9GqVatXX311ypQpYrr00EpHiQhopqNEBDTTUSICmukoEQGL6igRAf10zNwjBrKcggULXrt2zT4SFRX1zjvv2Edk0EpHiQhopqNEBDTTUSICmukoEQGL6igRAf10zHjf3AsXLnz58mX7SGRkZAbOTSsdJSKgmY4SEdBMR4kIaKajRAQsqqNEBPTTMeN9c585c+bLL79csWLF9u3bd+jQoXLlyi+99NKMGTPEdOmhlY4SEdBMR4kIaKajRAQ001EiAhbVUSIC+umY8b65I1euXJkyZUqfPn169eo1ceLES5cuiSnk0EpHiQhopqNEBDTTUSICmukoEQGL6igRAf10BLxv7qqmVtBKR4kIaKajRAQ001EiAprpKBEBi+ooEQH9dMx439xVTa2glY4SEdBMR4kIaKajRAQ001EiAhbVUSIC+umY8b65q5paQSsdJSKgmY4SEdBMR4kIaKajRAQsqqNEBPTTMeN9c1c1tYJWOkpEQDMdJSKgmY4SEdBMR4kIWFRHiQjop2PG++auamoFrXSUiIBmOkpEQDMdJSKgmY4SEbCojhIR0E/HjPfNPT4+XsnUClrpKBEBzXSUiIBmOkpEQDMdJSJgUR0lIqCfjhnvmzueRqtWrZYuXRoTEyN+5w5a6SgRAc10lIiAZjpKREAzHSUiYFEdJSKgn44Z75s7gme1ePHiFi1aBAUFzZ8/Pzo6Wkwhh1Y6SkRAMx0lIqCZjhIR0ExHiQhYVEeJCOinI6CFuduIi4tbuXJly5YtmzRpIn7nDlrpKBEBzXSUiIBmOkpEQDMdJSJgUR0lIqCfjoFe5m7j7t27YihDaKWTAZF4ZwMc8KNdEilU6YSHh6NCQkLCjh07unfvPmvWLFQWE0mgm44NPz8/yNAvJeBdnS1bthgbuOPo0aObNm06Y8YMd0XAujpLly6NSyIkJARtNDQ0NGO3jW46ApqaO2OgaoCDEp0ePXrkzp37s88+q1u37htvvNGuXbv3338/AzmEPjqYK7R25IknnjA2xKQu0U3H1tcCq/nffPPNmDFjKlSo0LVrV8dU6WNJnebNm5coUSI2Ntbf379MmTKDBg0qVapU+/btxXTpoZuOGe+bO57P284Q06WHVjpKRJBcudQMcFCikydPnoiICNz4+OOPw8LCIGn6unz58onp0kMrnU6dOqGB9urVa0wSzz33nLEhpksPrXRsJpg3b96YpNd0GbgyYFEdvG3u3LmDG1gyiIqKgqTGkMKFC4vp0kM3HTPeN/eLFy+i62F+dcQRMV16aKWjRATUDXBQovPKK6/gbYcbWG08f/48bkRHR+fPn19Mlx666WzYsKFkyZLLly/H7ddee038Whp9dGwm+MUXX2BtAJL8omDBgg6JJLCkTvHixU+cOIEbxYoVM24bzCGKFi0qpksP3XTMeN/ckWHDhtnaCjKDVjpKRFQNcFCi07p1aywjr1q1yvj4999/o0izZs0cU6WPbjoIVmvq1KmD+7788svid+6gic6rr76K5UF0DSzVjhgxIjExsWrVqm3atBHTpYcldbZv344lgAYNGlSpUgVrAAEBAfg/lg/EdOmhm44ZLcydccERRQMclOhgcdL2Umvp0qXjxo3LwOss0E/HYNq0aRUqVBCj7qODDv7EZ86cWb9+/b59+3B7zJgxRi3HXSypgzU8vP/79evXrVu3UaNGnT59Wkwhh246AlqY+wVF68NqpaNEBDTTUSICmukoEQHNdJSIgEV1lIiAfjoC3jd3VevDaqWjRAQ001EiAprpKBEBzXSUiIBFdZSIgH46Zu4RA1lOQUXrw2qlo0QENNNRIgKa6SgRAc10lIiARXWUiIB+Oma8b+6q1ofVSkeJCGimo0QENNNRIgKa6SgRAYvqKBEB/XTMeN/cVa0Pq5WOEhHQTEeJCGimo0QENNNRIgIW1VEiAvrpmPG+ucfHx19RsT6sVjpKREAzHSUioJmOEhHQTEeJCFhUR4kI6Kdjxvvm3lzRjJda6SgRAc10lIiAZjpKREAzHSUiYFEdJSKgn44Z75s7qJvxUisdJSKgmY4SEdBMR4kIaKajRAQsqqNEBPTTEdDC3G3EKZrxUisdJSKgmY4SEdBMR4kIaKajRAQsqqNEBPTTMdDL3G1kZpyhPVrpZEzEPMDBWzrxiuYN1k3HjLtXJi200lEiApbQyfyzYKCbjoCm5s4YTFY0wEGJjpJ5g0E/HSZboeRZAP10zHjf3FXNjquVjhIRUDfAQYlOLhXzBoNmOqp+Ka10lIiARXWUPAugn44Z75u7qtlxtdJRIgLqBjgo0VEybzBopqPql9JKR4kIWFRHybMA+umY8b65g6LZcUEzHSUiqgY4KNFRMm8w6Kej5JcCzXSUiIAVdZQ8C6CfjhktzJ1xgaoBDkp0jqiYNxj002GyFUqeBdBPR0ALcze/LBZTZCFO+2B07NjRLokU5rWbExMTxURZhaqTsuQvxSflaVSdFOj0WOl/Ut43d8+9LM4YSvpgZH7tZrUoOSlL/lJ8UlmAkpMCzR4r/U/K++au6mWxkjfpoKgPhpK1m0Gzk7LkL8Un5QKtTgoUPVaWPCmneN/cVb0sVvImHRT1wVC1drNWJ2XJX4pPygVanRQoeqwseVJO8b65K3xZnPk36aCoD4bCtZv1OSlL/lJ8Uq7R56RA3WNlyZMy431zB4+9LM4wR1T0wVC7dnPmUXJSlvyl+KSyACUnBZo9VpqflBbmzjAMw6iFzZ1hGMaCsLkzDMNYEDZ3hmEYC8LmzjAMY0HY3D3IPQzDpIf42DCK4CvrQXS+cYcOHdqlS5eWLVtGRUWJ3zFMVqHzM+Lr8JX1IDrfuEo60jJMJtH5GfF1+Mp6kMzfuEePHm3Xrp0YdUZMTIwwnYiNJUuWlC5d2jYefc+ePd98840t8bx582bPno0bGOnevfuPP/7o5+c3cuTI2NhYm4IBRoYPH24+pISEhAoVKuDGoUOHUBl3r1u37g8//LBr1y4M/vfff19++aVfEt9//31wcDDqXL169auvvjKCSFBQkL3gpUuXypYti/H69esHBATs3LkTg653cfpXbAeW1r4LFy6sV6+ev7//zz//bLs+uNG5c+c6dergXx8wYABeWCPu9PrgtT1+/LiRQAljxowxfg6DTp06GacvsGHDhokTJ4pRZ5h/r7Vr106bNs0+khbmlHju9h9tYP1v27Zt4GwX12T+GWHSgq+sB8n8jWt+Mp2SmJg4adIke1OwB52rWbNm8+fPNz6iuVesWLFv377GR8Pc4+Pj0bY2btwISWY9fvz4nj172hQM5syZs3//fvMh2Zu77Su0pIYNG0KS7aJLGkH8K82bN1+5ciW6bVo2AUnmjp5ubF+4cKF27dporK53cfpX7M3dvO/Zs2dr1qx5584d3N69e3fLli2NeOvWrdGy8ZLi7qNGjRoyZAgkaTq9Pmj9tiupBLyGtlGOmH9gRoV/2jEJka6540EaG+bfCwWNyUzSxZzSfBkN8GJ269YNnO3imsw/I0xa8JX1IJm/cc1PplPQmCpXruzU3LFIhQaBVoueZUTQ3NGPmjRpgj4CKeb+xx9/DBw40LYXWhtaszGNkY02bdqAs0Nyau5YbMdMBRxtFxk9ejT+Radua8Pe3JGpU6fOmjXL9S5O/4prc8ejbdy4sc06DeMODw9v3769LQ1av+GhLq4PxjEHsn2VSVAZsxxjmsDt27f37t0bkhyza9eueE1atGixY8cOSDH3u3fv4l9v1KhR06ZN8XfB+ObNm4cOHYo/7qlTpwxB8+9lFK4xW8L8Ca8AVg4CAwMxvnr16pkzZ0LSD2pcfyPl7du3u3Tpgn+lV69eWCcDZ8eDX+FthlfJ2AVvSOMA9u7diynNx2kj888IkxZ8ZT1I5m9c85OZFgsWLHBq7itWrOjXrx8+jWhzkZGRkGTuv/3224EDB7A4j1ZimDsWUfHJtN9x8ODBmzZtsn3ETMKYY9p8SPbmXr58eXzm0We/+OKLw4cPg6Ptohuim5w4cQLdtmzZsgEpCIVfwdzRdvFgXO/i9K/Ym7t5Xzx3dDe0pOHDh9uaPmyNVAIurg9WaNBq7b/KJCNGjMCqA25gpcFQPn78+Lhx43ADfzX0WUgx91WrVqGr4ke81IZBo7k3aNDAqI4YmH8vw3/xsIcNGwZJl9e4SmmZ+4wZM4yU69atM1Kaj8dWcreJG7PXYi6LEfNx2sj8M8KkBV9ZD5L5G9f8ZKZFWuaOjmzMSYQP4bJlyyDF3HEDS4VoWIadjRw50jYvnYHNWQzwMUYTBGeH5LTkvm/fvho1auBX9q3hVapU6dGjB7qq06K0jbTM3cUuTv+K65K7wb///rtw4UL8c4Y3TZgwAT8aX2H5F/cqV64ciru4PuinWLew/yqT4KUzag/16tWz2TS6J/58HZOAFHPHQjpap5Hgu+++i4uLw4MJCQlJUSLMv5fhv3g/YDUFklqW8IpB2uaORXsjJRbhK1WqZIgIxyOYO1ZljJoiWjnuZT5OYxtUPCNMWvCV9SCZv3HNT2ZaODX36OhoY/pQBAt0hmXYzB0tD2vZoaGhuOPKlSsHDRpk2xGd0d/f3761AbeNwpf5kJyaO4J18NOnT9uXqVG2VatWWHxz4bZgMnc0CywGut7F6V9xbe5Y7t6+fbuxjbvUrl378uXL6OBY0bFP9uOPP6K4i+uzfPnyxYsXp+6QaYyWmf3796OrGpFt27ZhTvPnn3/iFRbMHUvTRppq1aqhTaO5C23x5t/L8F/UMSw7Nja2atWqYGfuWEuzN/fOnTsbKdGU0ZrB2fEI5o4beH3wT3ft2hWS+t0Kx2lsg4pnhEkLvrIexHbjdl/oxj97zE8mPvlOX1g5NXd8XI1HDlKMHv+3mTsk+SY+2LgjaqKLGWV8/BOTJ082rNwGBo2ymPmQnJr7jRs3KlasiDYhtIYbRWCnbmvD3txx290XqpDyV1ybOzoU5nlG0RhtHf0UTQedDjM8o+MHJHWn+fzzz1HcxfUZP348VmtSVFPo3t2NfyawWoBlXtt0sqNHjzZqXVjTMhrHDHPHj3369IGkuWeNKyZv7ljbMKpiuItxldB/jfcKeOnszR0d30iJp2+kNB8PmrvRPmMzd7wszZs3Nwrs5uO0webuOfjKehAl5m60YhtgAQpLi0bpScCpuePzZt+0gkWwNWvW2Js7ehlap7EjOiCmb9iwIbokPuS3bt2y7WjQt2/fyMhI8yGZ29yx1IYFtDlz5oDJdufNm4fOJTSCI/b9ONHQv/76awyiIwfYdYV0sYvTv5JWm7tt399//x09FF0bz9q2zPHFixfRsDDYsmVL1JkyZcrNmzcNEafXB4PmbqOifbv+Z2L37t1GpmJ8PH78eJs2bfCo0LjxwDAvsb1Q7d+/P9aQgoKCjLWEnJq78HsZ/ovZPArivmi7xmtS/HNt27bFyC+//GL02DFSGi9UMSPs3bu30YvUfDyohhtYv7GZO94M+CPivpA0qEI4Thts7p6Dr6wHsdiNi6Uz47llbKCvGS8/fRpztSbLsNgzohV8ZT2I9W7cffv2iaHszeHDhy0w1tdodfEK1ntG9IGvrAfhG5dhXMPPiOfgK+tB+MZlGNfwM+I5+Mp6EL5xGcY1/Ix4Dr6yHoRvXIZxDT8jnoOvrAfhG5dhXMPPiOfgK+tB+MZlGNfwM+I5+Mp6kHsYhkkP8bFhFMFXlmEYxoL8Px1vUXiR8ULzAAAAAElFTkSuQmCC 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 true La Política de Inversión de la IIC ha sido cambiada el 05 de Septiembre de 2025 6 EUROPEAN IN FUN ESG SEL FIL D3 EUR 139524 6 0.00 false 50.000.000,00 Euros 1786621.00 2682394.00 false 2026-06-30 12.8051 0.0000 12.6769 12.1874 11.3707 true 0.25 0.25 0.25 0.25 01 0.03 0.03 01 1.01 03 1.91 1.63 2.05 0.93 LET. 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true La Política de Inversión de la IIC ha sido cambiada el 05 de Septiembre de 2025 8 EUROPEAN IN FUN ESG SEL FIL D4 EUR 0 0 0.00 false 100.000,00 Euros 0.00 0.00 false 2023-01-31 10.0037 0.0000 10.0037 10.0037 10.0037 true 0.00 0.00 0.00 0.00 01 0.00 0.00 01 03 LET. TESORO 1 AÑO 0.69 0.74 0.64 0.25 0.00 0.00 0.00 0.01 0.34 true GraficaVL.png png 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 true La Política de Inversión de la IIC ha sido cambiada el 05 de Septiembre de 2025 10 EUROPEAN IN FUN ESG SEL FIL D5 EUR 0 0 0.00 false 50.000.000,00 Euros 0.00 0.00 false 2026-06-30 0.0000 0.0000 0.0000 false 0.00 0.00 0.00 0.00 01 0.00 0.00 01 03 LET. 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 true La Política de Inversión de la IIC ha sido cambiada el 05 de Septiembre de 2025 199233636 242996958 0 0 199233636 242996958 0 0 0 0 405100 775823 3356977 -339413 202995713 243433368 243433368.61 242403753.19 243433368.61 -12.81 -1.51 -12.81 659.56 0 0 0 0 -1.78 1.94 -1.78 -182.55 -1.61 2.28 -1.61 -163.46 -0.17 -0.34 -0.17 -57.41 -0.15 -0.29 -0.15 -54.30 0 0 0 0 -0.02 -0.05 -0.02 -74.43 0 0 0 0 202995713.31 243433368.61 202995713.31 A cierre del primer semestre del año 2026 los Fondos Subyacentes del European Income Fund - ESG Selection, FIL tenían invertido el 100% de su valor patrimonial en 199 préstamos y bonos europeos de alto rendimiento. Por países, las inversiones en compañías de Italia, Francia y Reino Unido tienen el mayor peso del total de la cartera, con un 13%, 11% y 11%, respectivamente, del patrimonio. Por industria, los sectores de salud, tecnología y servicios son los que tienen una mayor representación, con un 15%, 9% y 7% del patrimonio respectivamente. Los fondos subyacentes han realizado inversiones durante el primer semestre en préstamos como Syntegon E+3.50% TLB due 2032 (0% floor) y bonos como Versuni 5.75% Secured Note due 2033. false false false false false false false false false false No aplicable. false false false false false false false false false false 0.00 0.00 0.00 No aplicable. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El desempeño de los fondos subyacentes en el primer semestre de 2026 fue positivo (+1,0% neto en el semestre para la clase A1), en línea con los índices de referencia, en un entorno de mercado muy volátil. La escalada del conflicto en Oriente Medio con Irán disparó los precios energéticos y presionó al alza la inflación europea, lo que llevó al BCE a subir tipos 25 puntos básicos en junio, su primera subida en casi tres años, hasta el 2,25%/2,40%. A esta incertidumbre geopolítica se ha sumado la que genera el propio avance de la inteligencia artificial y su posible impacto en las compañías tecnológicas y en el resto del mercado de crédito, en un contexto en el que las valoraciones y márgenes se mantienen muy comprimidos. Con todo, la economía europea sigue mostrando una resiliencia mayor de lo esperado, sin verse especialmente afectada por el encarecimiento de los carburantes y la energía, y reportando un crecimiento moderado (el PIB de la eurozona avanzó un 0,1% en el primer trimestre). No obstante, mientras no se concrete un final del conflicto, la incertidumbre tiende a aumentar, presionando la inflación al alza y llevando a ajustar a la baja las previsiones de crecimiento de los países de la eurozona. La salud de las empresas en general continúa siendo estable, con tasas de impago que se mantienen en niveles históricamente bajos, si bien estamos en un momento donde la selección y monitorización del crédito es especialmente relevante. Los hitos más relevantes del fondo durante el primer semestre fueron, en primer lugar, la consolidación de su patrimonio en el entorno de los 900 millones de euros bajo gestión, lo que implica un ligero descenso en el semestre, en un contexto de mercado marcado, al margen de la volatilidad e incertidumbre comentada en el párrafo anterior, por el ruido en torno al crédito privado y a la liquidez de algunos fondos evergreen en Estados Unidos, que llegaron a limitar reembolsos al superar ciertos umbrales trimestrales. Este episodio, aunque propio de una clase de activo distinta a la nuestra, también se dejó sentir en Europa, provocando algunos reembolsos puntuales por precaución. Frente a ello, conviene recordar que el fondo invierte en crédito cotizado y líquido, y que siempre a lo largo de sus más de 14 años de vida ha podido atender la totalidad de sus reembolsos sin restricción alguna, lo que reafirma la confianza de los inversores en el carácter líquido a la par que defensivo de la estrategia, así como en la gestión del fondo. En segundo lugar, el fondo volvió a demostrar su perfil defensivo y su baja beta frente a los mercados de renta variable (0,18), registrando únicamente dos meses negativos en el semestre y reforzando un historial en el que más del 78% de los meses han presentado rentabilidad positiva desde su lanzamiento. Asimismo, y de nuevo ligado con la primera idea, cabe recordar la liquidez semanal del fondo, con un preaviso de cinco días hábiles, que lo consolida como una alternativa especialmente adecuada para el componente líquido de las carteras de inversión, gracias a su elevada liquidez, rentabilidad ajustada al riesgo y baja volatilidad. Por último, el fondo continúa situándose a la vanguardia en la aplicación de criterios ambientales, sociales y de buen gobierno en la selección de inversiones de renta fija corporativa. En el mismo periodo, el índice Markit iBoxx Euro High Yield registró una rentabilidad del +1,6%, mientras que el índice S&P European Leveraged Loan obtuvo un +1,9%. El primero se situó en línea con el fondo, que alcanzó una rentabilidad bruta del +1,5% en el primer semestre de 2026, mientras que el segundo quedó por delante, favorecido por su naturaleza de tipo 100% flotante en un semestre marcado por la subida de tipos del BCE. Estos resultados, que también superan al índice Bloomberg European Investment Grade, que reportó un +1,3%, respaldan la estrategia del fondo, centrada en renta fija de corta duración, así como la gestión activa del equipo gestor. Asimismo, cabe destacar que la rentabilidad a vencimiento de la cartera, situada en el 7,0% a cierre de junio de 2026, continúa siendo muy atractiva y sitúa al fondo en una posición sólida de cara a la generación de rentabilidad en los próximos periodos. b) Decisiones generales de inversión adoptadas. Durante el primer semestre de 2026, el equipo gestor mantuvo la diversificación del fondo, que cerró junio con 199 posiciones frente a las 197 registradas a diciembre de 2025. La cartera mantiene una elevada diversificación geográfica, con Italia como el país con mayor peso (13%), y únicamente tres geografías con una exposición superior al 10%. A cierre del primer semestre de 2026, el fondo presenta un mayor peso en bonos frente a préstamos (56% frente a 40%, junto con un 4% en liquidez), reflejo de una gestión activa orientada a adaptar la cartera a un entorno de bajo riesgo de duración. No obstante, ante el repunte de la inflación y el consecuente riesgo de nuevas subidas de tipos, el equipo gestor ha comenzado a rotar hacia activos con mayor componente flotante, manteniendo la gestión de la duración muy presente en el entorno actual. Esta gestión dinámica de la duración ¿incrementándola o reduciéndola en función de las expectativas sobre tipos de interés¿ ha sido aplicada de forma consistente por el fondo a lo largo de su historia, con un historial de éxito contrastado en distintos ciclos de mercado (2013, 2018, 2020 y 2022), y constituye, junto con la atractiva yield de entrada de la cartera, una de las principales palancas de generación de valor de la estrategia. El precio medio de los activos en la cartera es de 99,4% y la rentabilidad a vencimiento del 7,0%, lo que representa un muy buen punto de entrada para los inversores dado que históricamente, en periodos de baja cifra de fallidos como el actual, el dato más fiable de rentabilidades anualizadas a futuro (i.e. próximos 3-5 años) es la rentabilidad a vencimiento del momento de entrada. El fondo continúa presentando sobre ponderación de activos de corta duración, clase de activos que hemos constatado es menos volátil y más rentable, con una duración media de la cartera de 1,6 años. Se mantuvo asimismo la infra ponderación de sectores más cíclicos y no se tiene exposición a materias primas o mercados emergentes. c) Índice de referencia. Índice compuesto al 50/50 por el Markit iBoxx Euro High Yield y el S&P European Leveraged Loan. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El patrimonio disminuyo durante la primera mitad de año en 40.437.655,30millones de euros hasta llegar a 202.995.713,31 euros. El número de partícipes actual es 378,00. La rentabilidad del FIL en la segunda mitad del año, las clases A1 y D1, junto con A3 y D3, registraron una revalorización del 1,01% en el periodo. Por su parte, las clases A2 y D2 experimentaron un crecimiento del 0,76%, mientras que la clase A4 alcanzó una variación positiva del 1,26¿% Los gastos de depositaría durante el segundo semestre ascendieron a 57.171,81euros. e) Rendimiento del fondo en comparación con el resto de los fondos de la gestora. La rentabilidad neta acumulada por el European Income Fund - ESG Selection, FIL en el primer semestre de 2026 ha sido de +1,0% neto / 1,5% bruto, lo cual representa un resultado bueno y en consonancia con el mercado de renta fija europeo. El European Senior Floating Rate Fund - ESG Selection, FIL obtuvo un +0,5% neto / 1,0% bruto en el semestre y el Low Volatility European Income Fund - ESG Selection un +1,7% neto / 2,0% bruto en el mismo periodo. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. A cierre del primer semestre del año 2026 los Fondos Subyacentes del European Income Fund - ESG Selection, FIL tenían invertido el 100% de su valor patrimonial en 199 préstamos y bonos europeos de alto rendimiento. Por países, las inversiones en compañías de Italia, Francia y Reino Unido tienen el mayor peso del total de la cartera, con un 13%, 11% y 11%, respectivamente, del patrimonio. Por industria, los sectores de salud, tecnología y servicios son los que tienen una mayor representación, con un 15%, 9% y 7% del patrimonio respectivamente. Los fondos subyacentes han realizado inversiones durante el primer semestre en préstamos como Syntegon E+3.50% TLB due 2032 (0% floor) y bonos como Versuni 5.75% Secured Note due 2033. b) Operativa de préstamo de valores. c) Operativa en derivados y adquisición temporal de activos. Ninguna actividad d) Otra información sobre inversiones. N/A 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. De cara a lo que resta de 2026, las expectativas del equipo gestor se centran en seguir generando rentabilidades positivas, incrementando de forma progresiva la rentabilidad a vencimiento del fondo mediante una gestión activa y una sobreponderación selectiva de los activos con mayor atractivo relativo en el entorno actual de mercado. La filosofía prudente y defensiva continuará siendo un pilar fundamental del proceso de inversión. El cupón medio de la cartera, situado en el 6,5%, sigue ofreciendo un perfil atractivo, aportando un margen de seguridad relevante frente a posibles correcciones y, al mismo tiempo, un potencial de apreciación adicional. En este sentido, el fondo ha distribuido en sus clases de distribución un 2,9% en los dos primeros trimestres del año. En este contexto, y sobre la base de una estrategia centrada en la generación recurrente de ingresos por cupón, la rentabilidad neta anual esperada del fondo se sitúa en torno al 4%, un nivel prudente que asume que parte del atractivo carry actual podría verse compensado por episodios adicionales de volatilidad en el precio de la cartera, en un entorno donde la guerra de Irán continúa siendo uno de los principales focos de incertidumbre del año. 4. RIESGO ASUMIDO POR EL FONDO. El fondo continúa mostrando un perfil claramente defensivo dentro del universo de renta fija de alto rendimiento europea, respaldado por una baja volatilidad histórica del 3,7% desde su lanzamiento y un ratio de Sharpe de 1,0 en el mismo período. Este perfil se refleja en un track record sólido, con rentabilidad positiva en todos los ejercicios desde su lanzamiento en 2011, con la única excepción de 2022. La composición de la cartera mantiene asimismo un sesgo defensivo dentro de la categoría, con una elevada exposición a activos con colateral de primer rango, que representan el 82% de los fondos subyacentes, y una predominancia de instrumentos a tipo flotante y de corta duración, que suponen aproximadamente el 70% de la cartera, limitando el riesgo de duración a 1,6 años. El rating medio del fondo se sitúa en BB. 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. No se han repercutido al fondo ningún tipo de costes derivados del servicio de análisis. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). Ninguno 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. El segundo semestre de 2026 ha continuado con volatilidad y, a la fecha de redacción de este informe a mediados de julio, el fondo acumula una rentabilidad neta positiva del 0,1% en el mes, soportado en su cartera diversificada, ya que el índice de préstamos está reportando un +0,3%, pero tanto el índice de high yield (-0,1%) como, sobre todo, el de investment grade (-1,2%) están sufriendo caídas. La incertidumbre geopolítica, con el conflicto de Irán como principal foco, continúa reflejándose en movimientos de tipos que están castigando a los activos de mayor duración. En este entorno, las estrategias de renta fija de corta duración y alto rendimiento, con un marcado sesgo defensivo y una gestión activa que evite emisores potencialmente más vulnerables a episodios de volatilidad, como es el caso del fondo, deberían ofrecer un perfil de rentabilidad atractivo para los inversores. No aplicable. No aplicable.