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M3r8R04cIFrLnHxMRgYkhIyObNm22P5ZWYGJ8kOhpefhnuuQdatXLUUH7tWkpAmNy5acO2fxWr+XXrwqRJ1C4/aBAkJKTtYhjPkHFRl80dTCsxIWjogYGBaPHh4eHJ9vqXuObO+BIdOlDfaf78+Coq7jKDFfyDBwFfZwsWTHH5IkWoFt+9Ow2qwT8x3d5NwTBuI+OiUubuOWzujM/QsCGNhClZ0uV4AGFhsGYNTJ5MzThPPknOPnOmO8PhGcYZMi7K5s4wqcTHp1S3Pez8fPttKF4cXnhBTGcYRci4KJs7w1hYvDhlKPqnn4q7GEYzZFyUzZ1hgIIBFCoE771HEQIYRntkXJTNncneXLkCTZtS32mVKhATI+5lGC2RcVE2dyZ78/DDNJIdnZ1hfAcZF2VzZ7Ilyclw/jyNd8ybl6MCMD6HjIuyuTPZkpYtKexX/vzwzTfiLobRHhkXVWzudmcwAZs7oxWVK1NQ9S++gBs3xF0M4wvIuKiUuTtdrMMgIiJi1qxZtilW2NwZLXjnHZqgdPfdsHGjuIthfAcZF3Vu7k4X6zDS9+/f36hRIzZ3RlNu3oSHHqJgAO+/D19/Le5lGJ9CxkWdm7vTxTpwIzY2tkePHosXL2ZzZ3SkTx8KJ3DvvZA+qh3D+CgyLurc3MHZYh24ERoaGhkZiUbP5s7owu3btIzGoUNQsyZV2B9/HD7+WMzDML6JjIu6bO7mxTq2bNkybdo0/JPNndGCyZNpgdM8eSiWQI4cVGFv1UrMwzC+jIyLumzu5sU6hgwZEhAQ0LZt22bNmjVq1GjixIlpR6bC5s5kEbduwV130QD2gABauTQ+3oU1rBnGR5BxUZfN3bxYhzUb19wZ7zN+PJQpIyYyjH8h46IumzvYW6zDwK6580pMTJZSsCAte8Qwfo2Mi0qZu+dwzZ1RAL4mNmhAodLx58yZdLvu3IHVq+Gtt2hNO4bxd2RclM2d8RHGj6fGdPy5/34oW5YGwOTPT4bepQstY120KKXkzQv21mdnGD9DxkXZ3BntuXqVDD1PHnjlFVqQGiyrV3/0ES1gnSMHBRIoWZLMPXX6BcP4PTIuyubOaM+rr5K5t28vpiMXL8Jff4mJDOPvyLgomzujN7/8Qu0tNtcPwzAyLsrmzujK+fPw3HMU5KtePXEXw2RvZFyUzZ3Rkjt3oHx5mlxaowYFEmAYxgYZF2VzZzQjPh6++gpefJEGxpw7J+5lGEbORdncGZ2IjaW+05w56ee338S9DMNYkHFRNndGDxITydkLFaLR6xwQhmEcIuOiUubudCWmNWvWYErz5s2nTJlyx95tyebOOKFHDxq0Xrw42zrDOEXGRZ2bu9OVmP7555+2bdveuHEjNja2d+/e69evTy9AsLkzGYL19Jo1aXLphAlw6ZK4l2EYEzIu6tzcna7E9Pvvvy9fvtxIwQ1rtHdb2NwZkVu3YN06iuCYKxeNd+zTh0LHMAwjgYyLOjd3kFiJyQBr8YGBgYcOHbKmWGFzZ4jkZPqNPn7XXTQ1KWdOGuwYEQF//y3mZBgmY2Rc1GVzN6/EZGx/8803rVu33r59u/GnAJs7Q/X0YsXI0/HnlVdg0iT47z9uYWcYN5BxUZfN3bwSU3Jy8pgxY0aNGhUdHZ12THrY3LMvcXHUmP7mm1RPv+8+CAmheacMw3iAjIu6bO7mlZi2bds2ePDg9EekwYt1ZHdmzqSAjnnzwrJl4i6GYdxCxkVdNncwrcQUFhZWr169xqlERESkHZkK19z9gQULKNauS9y+TfF4u3UT0xmG8QAZF5Uyd89hc/cNkpKgbVsIDoZHHxVbw3fupLbyfPmgZct06RkRGwsjR0LlyrTuHW4zDKMOGRdlc2csUbpWroRVq6BxY2o/QRMvUACqVYM9e8jukRs3aHxLjRrQqhVUqSIebpf+/ak1Jn9+cT08hmE8RsZF2dwZgH79aLB5zpxUMZ80iVK2bqVIAMY6R8WK0Wj0cuUo/do1suy5c9Mfb+L33+khMX68mM4wjApkXJTNPdtz7BjVr6dPTxmEbsvNm1Sdf+wxqFABZs1KSezWDZo2TZfNSnw8xQ9ANazmP/88hYthGCYTkHFRNvdsT5061AIjzy+/UAXfLrVqQZEitB4euv/PP4t7GYZRhIyLsrlnb7BKjk69Y4eY7gCs4N9zD1y/ni7x1i3qO0Wpw4fTpTMMkwnIuCibezZm2zZqP3nvPXFgjFOqVwchPNzkyVRnr18/XSLDMJmDjIuyuWdjpk+HF14QE2XAo9Df8fDOnVNq/W+8AT17itkYhskcZFyUzT0bM2oUDUV3A6zyFypEjTPWcZP4e98+MRvDMJmDjIuyuWdjatVKGfjoBkeOkL/PmwdDhkDr1jBsWMqIeIZhMh8ZF5Uyd6crMZlTBNjctWPpUhqxvnu3mC5JQgINgechMQzjDWRc1Lm5O12JyZySXoBgc9eF+Hgay1i0KDl7mzbiXpe4/34aI88wTJYj46LOzd3pSkzmFGPbFjZ379OoEY2NyZuXZqKWKEFrljIM45vIuKhzcwdnKzGZU4xtW9jcvcz589TnWb8+BYdJSrIzGZVhGN9BxkVdNnfzSkzmFGPbFjZ3L9OrF1SqJCYyDOObyLioy+ZuXonJnGJs2yJj7okJd6LjxERGDUFBEBYmJjIM45tk5KK2uGzu5pWYzCm2x8qvxFS69YUcgVDi3UvUKJw799WCJd95fW2fl+ZErdkiZmXk+fdfqFiRuk9XrhR3MQzjm2Tkora4bO5gWonJboqATM0d2XsgunDXxPu7xT/c7UrOwOT8gYn5Otyu0DPuckxKhl+Ow4gv4WS6xwfjkC++oJVLW7bkdnaG8QlGr4VXJoiJAg5c1IqUuXuOpLkjo76CKoOgTD8Y/iX9ebBZSOEut3MEQU7jJxByd6SNh4ewWcnx/PPQooWYyDCMrnRdBA8OFBMFHLuogXbmLhIQcGfFqv1nYdtR+PYAJN6BpGTYeADydSaLL9gNNuwXj2DSUb8+r0zNMD5E14XZxNwDA2HhQjERIDoONuyDx4dD3YniLluS5Gr31+JgsStRb32JqlU5DC/D+BBdFkKlbGHuPXrAnDliYiq/naRWml9PpEvEen3Y9/DD4ZS9eTrBhxtSdu3/J13Oq7Gwbi/8exWmbqKcL4RC/O10GXyen3+m3ulr18R0hmF0pfNCqDhATBSQcVHtzb1/f5gyRUy04bWJ0G853LEJWvXMGMgVBLkCoUgPePFDKN2X/nzzY6rm5wyCLp/C2HVw6jI8OhRydaRdOfAnECoPgru7QclelH/rkTQ13+a556BuXTGRYRiN6fQJVMgW5j58OISGiok2fLyJrDlvJ6g0AIr2hPt7k2Ufu0A9zujU0XHwdxQMWAH5OsE93SBgNu3FunzBblA8BD5aDy1mQ70pcDMBbt+BJb9SPy0+M9vNp97alTvhxIW0f+R7/beJiTQC8uhRMZ1hGI3p+AmUe19MFJBxUe3N/cMPKahsxqApR92AKh9AgS5QYyQ8NAg+tj8aM4XrN6maX3EgtcMk2luAaOmv9ADIaRmTg3kO/AsrI+He7tAhQsypNb/+CqVKQblyYjrDMHoTtADKpgXhtY+Mi2pv7tOmQd++YqKJEV9Cv8/FRMdciRVTrIRvhY374Xw0PDuGqvn5OkOlQZC/M1T7QMypL888Q87+vrMKAMMwmvHefCjjzPNkXFR7c583D7p2FROzCnwAjFkLDafC5RjqwkaXL9UX6k+h96YzV8TMGhEcTA0yvDQSw/gg7ebD/X3ERAEZF9Xe3BcvhvbtxUQv8VcUdbfe1ZVq8SO+EvdmNbVrU/ze6Oi0lJ9+gh9+gLfeImdPjdOpD2+HQaCdmHIMw6SjdTj1FzpGxkXdMfeFCxcGBAS8995769evN1KWLl2KKS1btlxob0w6eGLuoaFkYfnzw733QvHiULo0lC9PE3O8yui11PWapezaBYUL0yIbDzxARYEFki8fBXosWZJGsjdoQNuYmDMn3H03LVetH8+FwpuOxj0xDEMEzIFiIWKigIyLumzuP//8c5cuXa5duxYbG9umTZszZ84cPXoUnT3OQrt27Q4dOiQe44m5Hz8OPXtC06Y0pO+ZZ6B6dTJ3dLEs4OJFuH5dTLRw5jKNz9l+XEzPFG7ehAsXoEgRqFyZSgBNvE4d6NQJ/v4bZs+Gxx6DMmXI0NH0n3oKTp8WD9eG2mzuDCNBi9lQuKeYKCDjoi6b+5w5cz777DNje+bMmcuXLz9+/Di6/O3btxMTE4OCghSbu5nkZKrL38786UaPPgpNmoiJqbw+CV7+iGbA2g6xV8/WrbRUKdbH8ZXl0iVxr09ReyybO8M45+0wGqvtGBkXddncN27cGBwcjJX06Ojo9957b9asWZgYFhbW0MKUDCYcqTR3BOuqZ8+KiQpZuxaqVYMCBegVASvO9vjjNI2vx592KeuUZA6NGsFrr8Fff/ngMHuRZ8fCG5PFRIZhBJrMoIHdjpFxUZfNPSkpadq0ac2bN8dK+qhRoyIiIvbv39+xY0esv//111+dO3fetWuXeIxyc69ZExYtop7DLl1gfyZEDqtbl8LkVqlCQ8XxLeHll+lFYfFifLLRzKBU4hJoolOuIKjQH05etDncQ0JDqRFm9mzo0IG6Rn/4Qczgmzwzhl53GIZxTIOpNALbMTIu6o6537mTMvln+vTp69evnzdvnrWhZvny5TNmzEjLnYpic3/4YVoR9O67yfty5oQJzoIfu0rx4rBpE21cuULDCu+6i/otjeaRjz4S8i7+FfJ0pir86cvp0q/fhKdGwT9X0yU6AavnLVrQG0PFivS/8Md7w0CV8/RoeI3NnWGc8cYkmkHpGBkXddnc//jjj06dOiUkJFy6dKlVq1Y3btzYvHlzcHBwTExMXFxcnz591q1bZ5tffiUmFxg0CBo3TtkeMIDMt1GjdBk8BCvOV1NdGQ338cehbFlaY7pPH7tzPhOT4Plx0Gpuyp9f7KL+kNJ9acTkmt3pcjrhzBl6XFWoQNv4imDzluAH1BwJr6p+CjOM/1HnI8jTkebeO0DGRV02d7D0qbZo0aJr16579uwBcr/k8PBwYyjkrFmzsGovHqC85m7LqVNQrx4NFFFFbCy9E9glIYHeGI7bGSXz6S8UtKDqEAod/MxYCnRTsT/UnQRVM57UGpdgikiMrwv+G+erxgjqgmYYxsqpS/DFzpRtdHOjZ+2FcdTmHnvLJp8JGRd1x9zdIBPNHTl5ktoxVLF/P422zIhateD339Ol3Eo5CbvPUGwyI9LkacvAluMXaFLr/b3hyZHw2HC4cB0OpnYDbz0MJUOgwwLovYxi46SAryMvvZT6h7/x+HB4cbyYyDDZgeg4+PMc1ef2nqFIhfd2h56Loffn5BU5g6BIMBTpSRvo6ff1JsfIHUTW8VzGIRNlXNQvzN0IfxgfL6a7R6dOKQ0jdmnZEpYvT/szKIgahWzGZf57BcLTvitM2QiPDIESvaBwD2qXz2k5Z3RGAy1xiS0hKjFx3New7x+gR9SSJcaBPx+D7w7Dit9Tavfxt1OeAUt2UKIv8shQeD7ji5Vh/JhmYZbgtZ2pqRargHgv4O2ftxONMjjyH9QaA8+NpUjj6PvVh1Kj7rtzodOnsCP9ShW2yLioX5g7UrIkbN8uJrrHAw+AZXynfZo0oVVJ166l7Q4dqHU+f34oUYJmDwU56gS5GkuTni7HQotZMHMrbD9B8SaNFqyeS+hM5+4IT7+1Z+fh+DtJFL7GWDA2VyCNeH16tOXBYPnBh0HpPtB3GVQeDD1SurG9TN1JsPu0mGim2hC6lBnGn0hMoghUWDE33wIXrlFXXNUP4L0I8vSVv1NMqtpjUtpejp33aGkgGRf1F3N/6y14550Us/SEPXvoJSB1OJAd1q+nwZG5clGsSty4/35aTgQPyZGDmuO7OZt7kAFYPQ/svjtXYHKxEHLtfJ1g/Dq4Gkfr/1UZDEWD4aNvaBmpNbuh+Sx6CcDqf/FgeKAvTNoIZ22iy5z1Rjiz/F2oD9kplQfR8CGG8S2wZt3pE/j973SJ125SHauU5ceY74K1sbu7URXt9Um0VkT5/vRefk93CgGGVbdXHK4G6gYyLuov5j58OHmrdYiLe0RFQVgYxWlxSiDWqAtCs2Ypf+LDICEBZswgl69fn+IWuEFIyJy+6/BSKNkLvrMzyVcEK/j5O6U08eftCDVHUbgbvLYafAyf/ypmxufE0f/ERFXgP5VpKao4EJ4YLiYyjJ6Efk0dm2X7pbSfFOhCfj1wBfz6F3y5hzwdHfz+3tRWfvoynLsKw7+EWqNp6Td8vX50GFXRRnyZIvWfTfVLFTIu6i/mjjz5pOM1m5zTuDFVwN9+W0w3s3EjRbn5z+SXdepQE7wxRt5VChWC1OkCLrHoF2gzj9YUxKdCnY+o+lD2fYhMX9HotghKm8L/34iHVZae+puuvB4eOgv3WULW4VsFWJqb8DVi7tb0mezxQD94ZJiYyDA6MHUTWfbNBIrsPWgVzRFFT7+3OzWO91pKdaNmYWToWJcyGkiLBcNFe3Gn8NXZ3D6TGci4qB+Ze+fONGHVE0qUoFYXD9t2OnVy1GSfETdv0vjLmBgx3XVib1G/Te4gasMJWgDVh8DOv8n08bURL9PBq6DrIrpkHxsGDw1M6eDFqvfljJcuEfjpKA3CpXFBQfDjMfhoA1Vexn4tZjOD1Zwqg8VEhslsbqSOtDh8Ds5cghMXqdX7iKViFhVD9XG8nnNZ2lVyWF6Cc1kaWFrNsZFIJSmZBiw6HoGeNci4qB+Z+5o18MQTkH4KlQugp+fLB3GW6qgntG5NkRpdYvt2moxasKCY7gFvTKb6xV1dyIVxA72+z+eWHtqO5OZFe0Kh7pQYuo6WWsd3zzyd4J6u0HwmdfNi/cUBqFN3IjX9V/sA7u5KggW7UwMR3iH47/JYNvA1dnjqO6kVfI2t5GzZX4bxkJh4mj94fx+qXBfsRhcnunbRYPqTls+01Ltzp45WwGu1WAjVeE5cgEPn4NcT9CQ4lJlhq1Qh46J+ZO47d5I7Fysmpkty+jRNQ/WcgwcpeoFL4DtH3bqwd6+Y7hlnr9K1+/Mx2jbGU+4+BfvOpGU4lRplMv42DFgOjadTFd7oHSrck+rjz42Fjzam5Ucu3aC7Al9Rje0XxsOGfbDgZ3hwELw8AWqOhndmwoCVJFXdFO++UA/qCn5hHC1Tjk8F1H9rupiHcYomNUc9+fkode2UCIFHh1MzYL0p8PpEmPIt9eTjz9AvyLhPX6b29N/+osAhQ9fALd+cBi7jou6Yu3mxjsOHD3fv3r1FixZhYZb73kRWmDtYDNpeeAApli6lMANKKFCAAgnIU7MmTJ0qJqqg6gdwKn3EG8fg6yq+wPxxGh4ZDo8OpbkV+Ip6V1f6XaoP/HgEui6kyL1OzeX8NXo/eOnDtPlZW49QdR4fDMWDLRO7esH/xtGgoCdGUGfA8+NgneJHm5/Q6RN64lYfSrXRApYlwLDWiZXQCgPgwYHwd1RKtmlbYHL6xzBYHgNbDsKPR8V0P2D/PzShZNYP1NkzYg3M3gr3dksZPYx19o2ZEEtQN2Rc1GVzNy/WcevWrdatW589ezYhIQEtPjIyUjwmy8w9MZEq7+6FZGnSRGqcjAzPP+/CoPsbN6hN5oZ1lqpe/HIcWs6mFcPL9KGWHHwVqP+xmMcub89M7X2yzMHDuw4fD/O3peyNtrR+PTaMKlkPDaQaPb0sW5o77+kGnT+Flz6ijVcm0BhQDztBfIg1u6i0289PHZ7Rj8qk9zL6XXEAtA2HoE9oigO+FT00iIruvj4Ui61NODk+ljb+aQydxsopPg8e6JtSqmHfU/jSJTvgUgwtD3ne0hN49gokuHWj2BJ7i2ZdGuDb4aXUPiNMRPEdx9OaOG7Ew8JfaHB35N/kywIXUy///67RTLdKA+H9z6HfcmgwjWrcnRfC1I0k1SGCHmxPj6IvZbQx4gWD1yReYNU+oDFmB3yhRUUJMi7qsrmbF+vYtm3bhNS4jIkW0nKnkkXmjhQr5k77xoYNNIox9UXEU/A5MW6cmJgRJ086mhCrDbtPk6H86crNgy+8WHlcEQmf/wZ/nDEF0knPL8fgw/Uw4RuKL4b103t7UPz3gpZu22Ih9BjAn/eXOwm44dMc+Jeaqu7qQl+51Rxq+6rQH7pZbjW7wfyvxlE3RsHu9ALUbh589yc9I3Nb+lTusbR64dP0+0P0JKC2Zssj1vqsxSI1el/ydqb/0mAqdYlj9T9wAc1aKNyT2tbOWsYVT99C/wJPRGFLPw31r3Shw0v2pkFZ+ARCTWpkC6a9RoMevpzhx8hr8V9MwTxFg6mBO5fxAQLp/5YfQA6OT6x6U6D8+5SI7yWFelCfDaqVe58sO3cg1cfxixiTunNYZvA9OoxS2s5LuZyM39YHTPZBxkVdNnfzYh3o7yNGjOjcuXPz5s0nT57sZXN/8EFYvVpMdMqqVfDqq2Ki27z9NrRtKyZmxPffq/zXfseYr8lNSljcBG/4VyfCvJ/Iy5ZHwpytNNrBaRtRRuBzwvZRYTvV+7e/aFCQ8jcG9OhNB+CL3+kZiTX0J0fBO7Oojfi5sdDxUzK4sv0g5lbKa40boD4WV5dPqDt916m09JsJ9AaGlfqTUfDTMXrW1hgBH26gydKDV1JdGF+SjDAY6PhNplOtP0/qmD9MrDWaekqeHQOvT6Z3qcbT6Ln7xEh6Kjw+gp4B+DL3bCiNyNqwjyIIPTEc3rW8ZIDlFa35LHhxHPRaBr+dhFNRcDmGJmBXsDh7pQEp0/F/OQFNZ8BL46FtxkvfWAe9MCDnoi6bu3mxjoULF7Zq1SoqKgodv1+/fmuNqfnpyTpz79ABPrFcVi4xeTK8/76Y6DYTJ8LAgWJiRtSuTVEtmYyx1lvX7aX2CmNSSU7LKzlVQoPh2wM0C9yK0dqw/Dc4eo5Gv/VaSvMA8LXjhfFUW+wwn2Iz5beE4EeFGiMp8k+J3inWlr8rlOqdMqYCDe7NKVRVHPGlmzPFsV454ityRqxK4yMK/ykNubNUabHKjPVZo85reOsQ1+skakEjtn2eHbsAe04paLphMgMZF3XH3IXFOtDNscJupKxatWqqvb7BrDP34cMhxNnK4QKhobTi0ogRYrrbzJkD3buLiRmRJ48LTwLG4t3XbsLaP2j7mwPUgIMend8Sg6nBx1SvzGUJ1GNYPzp4XsvozPIDyEkf6Ef2jW/9beaSyJi19Gyobhn1P24DTP4WHh4KZfrC6t00OaDyB2THpfpQizY1EXSnwx94n7qay/eHzQfh70sUP6T+VOoWplbyztSwgI+Kh4fQewa6NrUtWHoRsDrcfh6tyLj3DD2rjp6HnaeEr8UwLiDjoi6bu3mxjgsXLuBGTExMbGxsSEjI5s2bbfNnymIdDujfn5Y/dYm6dcncV60S091m6VLZZpkrVyj0GOMB6JVf7IIm02jiidEi3GouTTicviVlyomRx0OGraZGCaz+VxhI4zFK90lruLirC6U0mkZ9yK9OpHYJfDPA38+PgwEr3KzyM4xjZFzUZXMH02IdCBp6YGAgWnx4eHiyvTsp62ru589TAACX5vG/9hp8952Y6Alff02BzGTYt48mXjG+Bl7jz46luY5G/AaGyWJkXNQdc3eDrDN3pGxZaNpUTHRAxYo0ZEUhW7fCK6+IiWa2b6dxMjVqiOkMwzAOkXFRfzT36dOhd28xMSPi42mYeax0aBUZdu2Cp58WE83MmUPRbORb5xmGYSzIuKg/mvv8+TShX5J9++DRR8VEDzl2DKpWpY0JE6BHD3GvlbFjYehQMZFhGMYZMi7qj+a+bBm0aSMmZkRwMLzwgpjoIQcP0vJMiYm0mge+FpgjAxvUqAGjRomJDMMwzpBxUX8096++SltGwzHG4qvys0kluXOHJsrmzk1BZp56in527BDzgGVpQLvpDMMwDpFxUX80982bZacFRURAmTJiohL27IHXX4fSpWk1viJF7PSvbtpEYXAYhmFcR8ZF/dHcf/kFXnxRTLRL//4uNOC4yuef07KuYPk8hQqJe59/3rUhPQzDMKnIuKg/mjvWmp96Skw089BDtM719CyJKY7mvtMyIvrPP+GWJaAJPn6+NK1nwTAMI4GMi/qjuR85Ag8/TBv2plOlUbYshId7uqa2JE8/ndL+U6oU3HcftfUXKJBhRyvDMIxDZFxUsbnbnZ4KWWzuZ85A+fIwYwY5aUaR/fbvpw7PLOPff6mLdelS6kS95x545hnaYBiGcQsZF3XH3M0rMRlERETMymBt6Cw196goKFwYOnYk+84oRPucOdCokZiYqeTLR8Mi8SNhEd19NwQEiBkYhmHkkHFRl83dvBKTkb5///5GjRppYe6XL5OHopM+/jiNebfLSy9BixZiYmaDrxH2lqliGIZxCRkXddnczSsx4QYafY8ePRYvXqyFuRscOwZdukCrVmK6wbPP4mNKTGQYhvEFZFzUZXM3r8QEFBE9NDIyct26dRqZOzJlCq09bZCcTM01p09TMJnr12mczMWL6TIzDMP4CDIu6rK5m1di2rJlC6bgLu3M/exZanxv1gyCglKavNHTcbtzZ6heXczMMAzjI8i4qDvmLqzENGTIkICAgLZt2zZr1qxRo0YTJ05MfwThHXNHChakAC/4U6QIhdht3Zr8PU8eGkvDMAzjm8i4qMvmbl6JybrLbs09q1disotRfzf48kv48ENqnGEYhvFNZFzUZXMHeysxGdg1dwOv1dwNTp1yMqGJYRjGd5BxUXfM3Q28bO4MwzB+hIyLsrkzDMP4GDIuyubOMAzjY8i4aBaZ+759+6zb48aNG80wDMO4yziJJYayyNwZhmGYrITNnWEYxg9hc2cYhvFDvGDuxrQmB6xYsUJMcgutdJSI/KiZjhKRH/1UR4nIj5rpKBH5UTMdJSI/Zq2ObS9mRnjB3J3yo83QGk/QSkeJCGimo0QE/FRHiQhopqNEBDTTUSIC+unkEBM0QOahJINWOkpEQDMdJSLgpzpKREAzHSUioJmOEhHQT0dHc2cYhmE8xPvmnpiYOG/evA8++ODXX3+1Jg4ZMsQmixRa6SgRAXU6YOnqQJGkpKSdO3eOHj16xYoVGS146wAlIqCZjhIR0E/HSlBQkJjkFn6po0QE9NMBHcy9S5cuL7/88sSJEx955JGvv/7aSCxSpEj6XM7RSkeJCKjTGTNmTOnSpevUqdOuXbvq1asPGjSoVq1a+MwQ8zlEiQhopqNEBHTSwadC3/QULlzY2BCzOsQvdZSIgH46dvG+uZcqVeratWu4ce7cuQcffDAqKgrc8i+tdJSIgDqdMmXKXL16FTf+97//GSsjRkdHV6xYUcznECUioJmOEhHQTGfo0KHoEaGhoeEWSpYsaWyI+ZzhlzpKREA/HTPeN/eqVateuXLF2F6wYEELy7rVbviXVjpKRECdTvny5W/fvo0bixcvPnv2LG7ExcVVqlRJzOcQJSKgmY4SEdBP56effqpdu/bGjRtxu3LlyuJuafxSR4kI6Kcj4H1znz59epUqVSZNmmT8GRAQ0LBhwwIFCqTP5RytdJSIgDodfMvDmuCWLVuMP3fv3o06PXv2TJ/LCUpEQDMdJSKgnw6C73xt2rTBY8uVKyfucwW/1FEiAvrp2OJ9c0eOHj367bffGttJSUkrV64MCQlJn0UKrXSUiIA6HawX7Nixw9jesGHD/PnzrcslyqNEBDTTUSIC+ukYLFmypHHjxmKq6/iljhIR0E/HwPvmrmpAiFY6SkRAMx0lIqCZjhIR0ExHiQj4qY4SEdBPx4z3zV3VgBCtdJSIgGY6SkRAMx0lIqCZjhIR8FMdJSKgn44Z75u7qgEhWukoEQHNdJSIgGY6SkRAMx0lIuCnOkpEQD8dM943d1UDQrTSUSICmukoEQHNdJSIgGY6SkTAT3WUiIB+Oma8b+6qBoRopaNEBDTTUSICmukoEQHNdJSIgJ/qKBEB/XTMeN/cQd2AEK10lIiAZjpKREAzHSUioJmOEhHwUx0lIqCfjoAW5n7u3Lnw8PCRI0cOGzZszpw5//77r5hDDq10lIiAZjpKREAzHSUioJmOEhHwUx0lIqCfjoD3zX3hwoUVK1bEJ9UkC3369HnooYcWLVok5nOGVjpKREAzHSUioJmOEhHQTEeJCPipjhIR0E/HTA4xIcupUqXK5cuXbVNu3LhRs2ZN2xQZtNJRIgKa6SgRAc10lIiAZjpKRMBPdZSIgH46Zrxv7tWqVbt48aJtSnR0tBvfTSsdJSKgmY4SEdBMR4kIaKajRAT8VEeJCOinY8b75v7555+XK1euSZMmgwcP/uCDD5o2bVq2bNlly5aJ+ZyhlY4SEdBMR4kIaKajRAQ001EiAn6qo0QE9NMx431zR6KiohYtWjR+/PjQ0NBPPvnkwoULYg45tNJRIgKa6SgRAc10lIiAZjpKRMBPdZSIgH46At43d1WhFbTSUSICmukoEQHNdJSIgGY6SkTAT3WUiIB+Oma8b+6qQitopaNEBDTTUSICmukoEQHNdJSIgJ/qKBEB/XTMeN/cVYVW0EpHiQhopqNEBDTTUSICmukoEQE/1VEiAvrpmPG+uasKraCVjhIR0ExHiQhopqNEBDTTUSICfqqjRAT00zHjfXNXFVpBKx0lIqCZjhIR0ExHiQhopqNEBPxUR4kI6KdjxvvmnpiYqCS0glY6SkRAMx0lIqCZjhIR0ExHiQj4qY4SEdBPx4z3zR2/Rp8+fTZs2HDr1i1xnytopaNEBDTTUSICmukoEQHNdJSIgJ/qKBEB/XTMeN/cEfxW69at69WrV3Bw8Jo1a+Li4sQccmilo0QENNNRIgKa6SgRAc10lIiAn+ooEQH9dAS0MHcrt2/f3rRpU+/evbt37y7ucwWtdJSIgGY6SkRAMx0lIqCZjhIR8FMdJSKgn46BXuaOBAUF4W/3lnvHV5vbFmbNmoWls3jx4sTERDGTBDt27DAmFGBB40vTvHnzUFPM5IxzpjCebnypRHsTHPBPmyzu48bn2bt3L36SpKSknTt3jh49esWKFW6UMBavsYEfYO7cuT169Fi2bJkbH6Zhw4ZffvmlkOiGjpLTDTqdcSUiBn55xg8fPjxx4sS+ffsOHTp0/vz5V65ccUPELm7oKDxZAl42d7xo+qancOHCxoaY1Rl4Wz777LMJCQmdOnV69dVXP/744xdffHHw4MFiPmfgzVmlSpXHHnusS5cuTz755KRJk+rUqdOvXz8xn0NUhfHMvAkObjBmzJjSpUtjabRr16569eqDBg2qVauWG1ehdSQAvoQ2aNAADbFx48ZY7OlzOSdv3rz4CK9fv/7Ro0fFfdIoOd2g2RlXIgJ+esbRSfHU4Al6+OGHW7RogR+pQoUK33//vZgvq1B1ssx42dwRfHiioYeGhoZbKFmypLEh5nNGmTJl4uPjcQMvxxs3boDlHadatWpiPmeULVs2JiYGHxKFChU6cOAAply7dq1cuXJiPodUURTGs1QpNRMc8Gn3pD3EfA7BEr569Spu/O9//1u+fDlYwteho4n5nGG91fGmumXpRPJEB6uWr732Gt4hGzduNC4Al1ByukGzM65EBPz0jKOnX79+HTcuXrz4+OOP48bZs2effvppMZ8zlNxToO5kmfG+uSM//fRT7dq18VThduXKlcXdcjzzzDMnT57EjRo1auDZAssF9Oijj4r5nIF3O557vATvvfdevIwwBa/v8uXLi/kcoiqMp6oJDufPn8fLDt9mjqZHzOcQLASjvWLx4sVGCcfFxVWqVEnM5wzrrV63bl18dQPLYxjNMV0mCWzHAq9Zs+btt98uUaLEW2+9ZZPFOUpON2h2xpWIgJ+ecfxSxmM4MTERq/C4gU8INx7nSu4pUHeyzGhh7mCpLrVp06Znz55ulLJBZGQkXnaBgYHNmjXDCkLnzp3xN16UYj5njBs3Dk8/nvVevXrhg33s2LHPPfccvpCK+RyiKoynwgkOM2bMsL70uUffvn2xBrdlyxbjz927d+OHwVOWPpdzsGyxSogPY6y7zZw5Mzk5Ge9SN1pCzOWA1rN69Woh0TFKTjdodsaViICfnvGRI0c+9dRTY8aMeeGFF/C7oMU/8cQTAwcOFPNJ4Pk9BepOlhldzN1gyZIljRs3FlOlwTO9cuXKiRMnjho1as6cOadPnxZzyLFr164//vgDLK8UeK/ip8LLUczkjChFYTyPZs4EB/fAtytr59iGDRvmz5/vRg8SWL7ImTNnfvzxxwMHDuB2eHi4G32Y6MtiklsoOd2g2RlXIgJ+esbxedC/f/9PP/0UPwl+na1bt4o5shZVJ0tAC3M3DzMQc8ihm45WKPlSSkRAMx0lIrqh6kv5pY4SEf3xvrmrGmagm45WKPlSSkRAMx0lIrqh6kv5pY4SEZ/A++auapiBVjqqetJV6Sj5UkpEQDMdJSKg7kwp0VH1pfxSR4kIKDpToE7HjPfNXdUwA610VPWkq9JR8qWUiIBmOkpEQN2ZUqKj6kv5pY4SEVB0pkCdjhnvm7uqYQa66SjpSQdFOkq+lBIR0ExHiYiBkjMFKnRUfSm/1FEiYuD5mTJQpSPgfXNPTExUMsxAKx03pmjbRaGOki/luQhopqNEBJSeKTHJdRR+Kf/TUSICis4UqNMx431zD1EU8VIrHSUioJmOEhHQTEeJCGimo0QE/FRHiQjop2PG++YO6iJeaqWjRAQ001EiAprpKBEBzXSUiICf6igRAf10BLQwdyuqIl5qpaNEBDTTUSICmukoEQHNdJSIgJ/qKBEB/XQMtDB3JRE4ExVFzlQVnlRVIFkzbnwYAbfjKvOZcgk3PoyA22dqg6Lw12bc+DACbn8prUL+qrqM7eLG5zHjfXNXFYFTVeRMJeFJRyoKJKsEVXGV+UxlNqrOVIii8NdKUPWlQLOQv6ou48zD++auKgJnKUWRM5WEJy2rKJCsqgkOSuIq85lygFZnSlX4a62+FGgW8lfVZayqkM1439xVReBUFTlTSXjSsooCySqc4OB5XGU+Uw7Q6kypCn+t1ZcCzUL+qrqMFRaygPfNfaSiCJyqImc+pCI8qapAsqB0goOHcZX5TDlGnzOlKvw16PSlQLOQv6ouY1BayLZ439xBXQTOo4oiZyoJT6oqkKxyPImrzGcqK/HkTMUpCn+tHE++lG4hf1VdxpmE983dbqfzkCFDbLJIoUpHFarCiirR0a1wVOF54agqGVU6qvC8ZAzMC2S78eTz18JRpaOkkM1439xVdTqr0lGCqrCiqnS0KhxVKCkcVSWjSkcJSkoG1C2Q7ZeFo0pHVSGb8b65q+p0VqWjpPNaVVhRVTpKCkdJyYA6HSWFo6RkQJ2OksJRUjKgboFsvywcVTqqCtmM981dVaezKh0lndeqwoqq0lFSOEpKBtTpKCkcJSUD6nSUFI6SkgF1C2T7ZeGo0lFVyGa8b+6qOp1V6YCKzmtVYUVV6agqHM9LxkCJjpLCUVUyqnRAReEoKRlQt0C2XxaOKh1VhWzG++YO6jqdVekoQUlYUVCno1XhqEJJ4agqGVU6SlBSMqBugWy/LBxVOqoKWUALc2cYhmHUwubOMAzjh7C5MwzD+CFs7gzDMH4ImzvDMIwfwuaeieRgGMYZ4m3DKIJLNhPR+cKdPn36iBEjevfubcT7ZhivoPM94utwyWYiOl+4SgbSMoyH6HyP+DpcspmI5xfusWPHJGOL37p1S4h0YWX9+vWvvPKKdar0vn37GjRoYM28evXqlStX4gamjB49ukOHDkFBQbNnz05ISLAqGGBKWFiY+SMlJSUZQVwPHz6Mynh4u3bt2rZtu2fPHky8fv3666+/HmShefPmw4YNQ51Lly698cYbRiISHBxsK3jhwoV69eph+nvvvde5c+ddu3ZhouND7P4X6wfL6Ni1a9e2b9++U6dOAwYMsJYPbgwfPrxNmzb43ydPnmys8QQZlA+W7YkTJ4wMSggPDzdOh8HQoUONry/w008/ffLJJ2KqPczna+vWrUuWLLFNyQhzziDL8qdm8P3vt99+A3uHOMbze4TJCC7ZTMTzC9d8Z9olOTn5008/tTUFW9C5evbsuWbNGuNPNPcmTZp8+OGHxp+GuScmJqJt/fzzz2Ax64iIiLFjx1oVDFatWnXw4EHzR7I1d+sutKSOHTuCxXbRJY1E/C8hISGbNm1Ct83IJsBi7ujpxva5c+dat26Nxur4ELv/xdbczcf+888/rVq1MtZp++OPP3r37m2k9+3bFy0bixQPnzNnzrRp08Ciabd80PqtJakELEPr1E18fuCDKtHewtZOzT3JsjQV2LuEUFAy6r05p7kYDbAwR40aBfYOcYzn9wiTEVyymYjnF675zrQLGlPTpk3tmjtWqdAg0Gqt6xGjuaMfde/eHX0EUs198+bNU6ZMsR6F1obWbIQxsmIscmT+SHbNHavt+FCB9LaLzJ07F/+jXbe1YmvuyGeffbZixQrHh9j9L47NHT9tt27drNZpGPfevXttF5JG6zc81EH5YDo+gay7PASV8ZFjhAmMjIw0lqfADzly5Egsk169eu3cuRNSzf3OnTv437t27dqjRw88L5i+ffv26dOn48k9deqUIWg+X0blGh9L+HzCEsCXgy5dumD6d9999/nnn4PlhBrlb+S8efPmiBEj8L+EhobiOxnY+zy4Cy8zLCXjELwgjQ+wf/9+zGn+nFY8v0eYjOCSzUQ8v3DNd2ZGfPXVV3bN/dtvv504cSLejWhz0dHRYDH3CRMmHDp0CKvzaCWGuWMVFe9M2wOnTp36yy+/WP/Eh4QRY9r8kWzNvWHDhnjPo8/WrVv3yJEjkN520Q3RTU6ePIluW69evc6pCJVfwdzRdvHDOD7E7n+xNXfzsfjd0d3QksLCwqxNH9ZGKgEH5YMvNGi1trs8ZObMmfjqgBv40mAonzhxYv78+biBZw19FlLNfcuWLeiq+CcWtWHQaO6BgYG2y0abz5fhv/ixZ8yYAZbiNUopI3NftmyZkXPbtm1GTvPnsdbcreJG9Fp8ymKK+XNa8fweYTKCSzYT8fzCNd+ZGZGRuaMjGzGJ8Cb85ptvINXcwbJoGRqWYWezZ8+2xqUzsDqLAd7GaIJg7yPZrbkfOHAgICAAd9m2hjdr1mzMmDHoqnar0lYyMncHh9j9L45r7gb//fff2rVr8d8Z3rRgwQL809iF9V88qn79+ijuoHzQT/HdwnaXh2DRGW8P7du3t9o0uieeviEWINXcsZJuXSLunXfeuX37Nn6YWbNmpSoR5vNl+C9eD8aC4FiFxxKDjM0dq/ZGTqzCW1ejFj6PYO74KmO8KaKV41Hmz2lsg4p7hMkILtlMxPML13xnZoRdc4+LizPChyJYoTMsw2ruaHn4lr148WI8cNOmTR9//LH1QHTGTp062bY24LZR+TJ/JLvmjuA7+OnTp23r1Cjbp08frL45cFswmTuaBVYDHR9i9784Nnesd0dGRhrbeEjr1q0vXryIDo4vOrbZOnTogOIOymfjxo3r1q1LO8BjjJaZgwcPoqsaKb/99hs+aX744QcsYcHcsTZt5GnRogXaNJq70BZvPl+G/6KOYdkJCQlvv/022Jg7vqXZmvvw4cONnGjKaM1g7/MI5o4bWD74r0eOHAmWcbfC5zS2QcU9wmQEl2wmYr1wR6914ccW852Jd77dDiu75o63q3HLQarR42+ruYPFN/HGxgNRE13MqOPjv1i4cKFh5VYw0aiLmT+SXXO/du1akyZN0CaE1nCjCmzXba3Ymjtuu9qhCqn/xbG5o0PhM8+oGqOto5+i6aDT4QPPGPgBluE0r732Goo7KJ+IiAh8rUlVTWX0aBd+TOBrAdZ5rTFy586da7x14ZuW0ThmmDv+OX78eLAE1DVKTN7c8W3DeBXDQ4xSQv81+hWw6GzNHR3fyIlf38hp/jxo7kb7jNXcsVhCQkKMCrv5c1phc888uGQzESXmbrRiG2AFCmuLRu1JwK654/1m27SCVbDvv//e1tzRy9A6jQPRATF/x44d0SXxJo+NjbUeaPDhhx9GR0ebP5K5zR1rbVhBW7VqFZhsd/Xq1ehcQiM4YjuOEw39zTffxER05M42QyEdHGL3v2TU5m499ssvv0QPRdfGb21du/n8+fNoWJjYu3dv1Fm0aFFMTIwhYrd8MNE8bFS0b8c/Jv744w/joWL8eeLEiX79+uGnQuPGD4bPEmuH6qRJk/ANKTg42FiQyK65C+fL8F98zKMgHou2a3ST4r/r378/pgwcONAYsWPkNDpU8UE4btw4YxSp+fOgGm7g+43V3PFiwJOIx4JlUoXwOa2wuWceXLKZiJ9duFg7M+5bxgr6mtH56dOYX2uyDD+7R7SCSzYT8b8L98CBA2JS9ubIkSN+MNfXaHXxCv53j+gDl2wmwhcuwziG75HMg0s2E+ELl2Ecw/dI5sElm4nwhcswjuF7JPPgks1E+MJlGMfwPZJ5cMlmInzhMoxj+B7JPLhkMxG+cBnGMXyPZB5csplIDoZhnCHeNowiuGQZhmH8kP8DIfWscg3VNH0AAAAASUVORK5CYII=</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:InversionMinimaDescripcion contextRef="FIL_S22024_V-87605481_ia">100.000,00 Euros</iic-com:InversionMinimaDescripcion>
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<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy" unitRef="euro">252055.00</iic-com:Patrimonio>
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<iic-fil:RentabilidadClaseFIL>
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<iic-com:PeriodicidadCalculoVL>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">0.61</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-87605481_daq" unitRef="pure">0.43</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-87605481_dpq" unitRef="pure">0.66</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-87605481_dpq2" unitRef="pure">0.69</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-87605481_dpq3" unitRef="pure">0.60</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S22024_V-87605481_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">3.14</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_daq" unitRef="pure">6.31</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpq" unitRef="pure">0.47</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpq2" unitRef="pure">0.41</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpq3" unitRef="pure">0.59</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">0.30</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_daq" unitRef="pure">0.30</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_dpq" unitRef="pure">0.38</iic-com-fon:VolatilidadVaRHistorica>
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<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">1.10</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-87605481_dpy" unitRef="pure">0.59</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22024_V-87605481_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22024_V-87605481_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
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O58fOjc+u7donlDKMxMhZluTMm4sABGDgQbrwR5s4VZ1lJTqafYWHQoQP06AG1a0PBjdYM4y7IWJTlzrg/69bB11/DW29RG7x5cxg8mG4lrVULHnpIrJmXRzbHudWqwWOPwQMPwIIFYh2G0R4Zi7LcGTfHz49MXb06jdH4449XChMTYflyuOEGSE+HpUuhe3d6hsaAAdQTpl07iInhYWEYt0bGoix3xm3Zt4+G28WW+Jo19Kt9n8UOHcjmNWtCq1Y0jmOLFtC0KQQFidUYxt2QsSjLnXE3Llyg17p1dBIGrV3MA+2mTYPGjWHkSLGcYdwcGYuy3Bk3YdAgePppeppdnTpQpQrdbbR0qViHYSoHMhZluTNasmABnRlHoQcGUp+W7t2hXj26BDp4MLz7Lpw/TyPA8HlzprIiY1GWO6MTSUng4wP+/nSivHp1eiZGgwbQujXcddeVE+sMw8hZlOXOuA5seh88SM3w8HDo2ZM6t1x3HXm8aVMYP16szDBMATIWZbkzFc7YsXDzzdRzsW5dOnVepQq10x94ALcMyMoSKzMMY4eMRVnujJNZtYq6rNxxBzXJq1alPumo9dmzqbvLrFlXur7wQF0MUxpkLMpyZ5zAokXUs6VePWqSo839/GDoUDqZvmYNbNhAT8BgGKYcyFiU5c4o5eRJ6nuOQn/+eZg4EaKiYOVKsQ7DMOVDxqIsd0YRM2fSRdGnnqLOLXv2iHMZhlGHjEVZ7ky5WbOG7uyvWRMefphOrJ84IVZgGEYpMhZluTPlIzKSBlns2xdWrxZnMQzjHGQsqlju+UXcNMhyNxt5efSI0f37qQNMSIg4l2EYZyJjUSm5p6Wl+fv7W3/dsGGDt7e3l5dXQuGnHCxdunRBEaNjs9xNRVwc9YSpUoXuOXrrLXEuwzBORsaiJcs9JibG19fXx8fH+DUjI6Nnz57p6emZmZm9e/dOTU01ynfu3NmpUyeWu/lBs9evT07HlvuBA9xFnWEqHhmLliz3pKSk6Ohoq9wTExMDAgKM6eDg4Djc1QGys7OHDBkSHh7Ocjc5PXrQeRgvLx60i2FciIxFS5Y7cuTIEavcIyIilixZYkxHRkaGhYXhRFBQ0NatW1H0LHdzsmMHaf1//6MBA7ZvF+cyDFOxyFi01HLH5nloaKgxjXJftmzZunXr5lqeR8xyNydo9mrV6NakFi2oMzvDMK5GxqKllnt8fHxgYKAxHRISEhsbO378eA8Pj759+3br1q1Tp06zZs26+s4CWO7uSm4u3HsvDBsmljMM4zpkLFpquaenp6PKs7Ozc3JyPD09U1JSrNUcttyTk5PR7FFRUdYSmcVitADNbgz4dfasOIthGNchY9FSyx1Zv379QAtCV0iHcjfglrtb8sgjdDbm/HmxnGEYlyJjUSm5lx+Wuzuxdy80bw4PPgg33QSnTolzGYZxDucuQarcEw1kLMpyZwqTnk7Pt+vUCXr1Ast1coZhKoYxn8Gto8RCh8hYlOXO2DB6NNx/P3TpIpYzDON8WO6Mas6do58XLtDTqJ97DpKTxQoMwzifd1jujEp27qQHmeLr+uvhvvvEuQzDVBRvR0ETljujhj17oFYtemTS339Tg33vXrECwzAVBcq98Uix0CEyFmW5V27uvhu6dRMLGYZxBaMjodEIsdAhMhZluVcyTpyA4cPB25ueWB0QQCfZuRs7w+jBW5FwC8udKSPYVG/SBO68E267DRo3htdeEyswDOMiRn0KDfzEQofIWJTlXpn44w+6Lyk7WyxnGEYDRnwCN8kN4yRjUZZ7pWH7dmjUCJ58UixnGEYP/CKg/lCx0CEyFmW5Vw5OnoSbb6b7ThmG0ZWhH0HdIWKhQ2QsynKvHMyfD23aiIUMw+jEoI+g9iCx0CEyFmW5m5127ehh1jVqwLp14iyGYXTCJwxq+IqFDpGxKMvd1PTpQ31jli6F6dPh8mVxLsMwOjFgOVw/UCx0iIxFWe6mplMnWLlSLGQYRkv+FwrX9hcLHSJjUZa7ecnNpRMyp0+L5QzDaInnYqjSH/LyxXJ7ZCzKcjcvM2ZQDxmGYdyEHgvotMz5S2K5PTIWZbmbkawsevZp1apg8+hahmE0p2sw1HwTzkoMCCJjUZa7iQgLg5Yt4YYboE4dePxxfkIew7gXHT6gfu4yT9qTsSjL3Z3JyYGNG2mc3ttug5o1aUD2bt1g1SpYsADS0sTKDMPozYuz4SY/+CdDLLdHxqIsd7dl3z4aKKZaNbjuOhpUYMUKuoLKMIzb8q//oyF//04Vy+2RsSjL3T3Jzqaz6l26QH4+XLwozmUYxg15Igia+sNBifOpMhZlubshQUFQty60bk1PPWUYxiy0nQJ3jYE9x8Vye2QsynJ3Hw4ehH79YNQoumQ6bhzfccowJuOhCXDvOPj1iFhuj4xFpeSelpbm7+9v/XXDhg3e3t5eXl4JCQlGSUxMDJZ07959zpw5lx1Jh+VeLmbOhHvuoWdY3347nY3p00eswDCM+3PfePL7tj/EcntkLFqy3FHcvr6+Pj4+xq8ZGRk9e/ZMT0/PzMzs3bt3amrqkSNH+vbte/bs2ezs7BEjRnz11VeFAwiWe9k5fpxuNO3VC3bvFmcxDGMi7hoDj06GH34Xy+2RsWjJck9KSoqOjrbKPTExMSAgwJgODg6Oi4v76aefIiMjjRKcCA0NNaZtYbmXmoMH4fXXwdOTujk+9ZQ4l2EY09HsLXgyCDbuE8vtkbFoyXJHsG1ulXtERMSSJUuMaVR5WFiYtRq24vv16/fbb79ZS6yw3EvHp59C9er0vNN77oEXXqAuMQzDmJ1GI+DfM2GtxCG6jEVLLffw8HBr2xzlvmzZMmP666+/7tOnzw8//GD8KsByLwVxcVCrFvBaYphKxk3D4OU5sOZXsdweGYuWWu7x8fGBgYHGdEhISGxsbH5+/tSpUydPnpyRUeSdVSx3WaKj6V7TESPEcoZhzM4Ng+DVYPjiF7HcHhmLllru6enpHh4e2dnZOTk5np6eKSkpGzduHDt2bOF3iLDcS2DSJLjzTnqwRp06MHmyOJdhmEpAdR/o+SFE/SSW2yNj0VLLHVm/fv1AC0ZXyPnz57/88sudC1i6dOnVdwIkJyej2aNshieUWSwXk5kJw4aJhU4iKwu6dqXzMAMGwNChMHq0WIFhmMpBlf7gtQQ+/lEst0fGolJyLz/u0XLfvh18famPyiOPUAv6rrvoLn+nsncvab1ZM37AKcNUci7nwXUD6El7y78XZ9kjY1GWuw3t2kHz5vDggzRwbloa9VR57DGxjlrmzoWXXhILGYapfJy7SIO5D/4IFn0rzrJHxqIs9wK++ooGbMnJuVqSng433gg1alCvxMaNweZfUEDHjnSvKf5FbrMzDANw5hwN5j48AuavF2fZI2PRSi/3/Hw4eRJq1yaDjxolzt29G775BiIiaJz0pk3FuWVm8GAardffH7y9eYgYhmGQ01nQwA9GR8GcK6O6FIeMRSux3NHprVtTv0N89elTwhPpzp6l4bpUjcLYrx9Mny4WMgxjRvLy4fRZ6r1+odgHLhzPgCajYPznMGONOMseGYtWYrl7etIl04QEejrdeYmnFj7xBLXilYBRmzeLhQzDuD+HUyD8B8jNu1ry3zlwbX/q5nj7W3DU8oS09Bx4aCLUHwJ3vQMHTsGhFLh0Gf5KhTtGw8hPoVswzPwanp9VXJ9IGYtWVrmvXUsn049IjK1p5YUX4NlnxcIykJ9PXXEyM8VyhmHcB0Pf5y9dLfnPLLj7HbhxGNT0hZbvwNlz8MYy8F4KdYbAoVNw7hL8+/+gygC4dgBU6UdDt0+NhWdnUA8ZfF0/EB4MhIbDYdBKaDCcblVtNwUCY66GC8hYtPLJ/fJlulfo2mvh7bfFWcWzfTuN4VXOU+SXLsGiRSpP3zMM4wqavUXd0lHTY6JoNJjXF9BDlF4PAb+PqRneYizUHgQNhsE9Y6HXoitvwXYdttz/yYCzNmcKLlmM8u1eesZezw+vlhePjEUrk9xDQsiqzZvTqfZUiccU2oPfCuVc+MhIeuppy5ZiOcMw7sOZc1BvCBzLgNW/wC0joJoP1BsK2/4sVCfoS8hSdJHOHhmLVhq5r11LVh06lC5m/lT0qaziiY6mTjXdu8PEiRAbCwEB8OWXYp3iwa+H8HCxkGEYt2Lc5/DUtKu/bjkEm/Zf/bUCkLFo5ZD7tm107bRgvLNyERVFN5Q2akSWv+EGqFoVPvtMrGPLgQN0ph6Px/Ly4Isv6L15NpdaGIapWKxnyc+ch73/wMWSzrNeyIVeC6HuUKjlCzV8Ye5aeHgiTYRI9EZ3HjIWrQRyf+01UnDbtoVuUCo/f/xB4p45k7rAd+5MfW/efZc6OP79d6FqbdpAw4Y0xgAuA74+lD6pxjCMCuJ30jiL6/fQ9P+tgaoDoLov1HoTqg6E6wZC9xD45U+4P5CUPSWW6rz9GZw4c+W978fT1dGGw2HpJvh6J8xZSxc/n54O2/+yxrsGGYuaV+6//w5PPgmvvEJ3ge7YIc5VxbFjdG32gQfohRK/+Wb69eTJK3PXraN7XPfvh48+gr/+gh9+oAuqDMOUj3MXwT8Knp0OY6PFWQKo9WoDqRsivt5cSff3h26iwlU/Q/IRSDlL5dcPpFHUO8+FVuPp0ijWqdKf3lXNh74DphY+8/pdxZ5+KQoZi5pU7ufO0WOMWreG9u0hKEicq5bjxwv9+uqrsHIlTVy+TIMWzJ5daC7DMGUlPx8yz8Ffp6H2YOpx+J9ZUGcwhG6EZd/BRUf3Bx06RXaeHU/TM9dQL/J37a6RZV+AuGSawPAGftTFZf56yDgHPx2GLYfpW0RPZCxqRrl/+y1Z9b77pG5NUs7ixXRGvkEDWoZWrZTd1MowlZWTZ+iUd4ux1Jqm3of9oUfB2c2OH1CvFTR4o5HwUCDMTbzyGKO9x2HIR3CzH3SeZxNUEku/g5nxTuziohAZi5pO7tnZUK8edOpEjXeXcOoUDQr23nswbhwNTcMwTDnABnXD4fDqXOgy70qPFNv7hgywxGcFPD6VRH+9D1zTj74A7hwD3eab9vHDMhY1kdz37oWMDHj8cXj0UXEWwzC6MjYaXpxNvQkNfMKgfRA1wB+dDPcHwH3j4Z5xNDyLJJcu08Do9l8AJkPGomaR+4QJdCWzShUabfGff8S5DMPoRM5F6PA+PBEEt4+m8+aPv0tXL2u8CTcMgTqD4LmZdJGz9US6t7PPEqlnilY2ZCxqCrkfP069zo0/4exnJzEMUwC2kYU2NTaZV++gGzj3n4ADJ6+cFcHpfzKu1sFGej3LmFnPzIDei6gy8uV2CE+iobK2HKRfixkziwE5i7q/3PfsoRuU+vQRyxmGKTeo70+30FM9E3bSGQ+fFTR2ytQvqdvJnETqR4gt7u/2UQV8rd9DFzarWToXXjeAhkJs/jbcF2BplfvQYFh0hXMu9TXstVD8Q0ypkLGom8v9/fdpUIFnn6X+5gzDqObbvWTqGwbRPZn1hlIHxCYjodFwaDySWt+BMTA0nDxedwidXUGbdwmmBvumA/Te1Gzq1tJnMazZCZFbaRjbEZ/Ao1MgKE78K0xpkbGo28p97FgYPhxuvx0WLBBnMQyjAmyqPzLp6lPfhkfAPrvrWXn5V86rgKN+LIyTkLGoe8r9scegfn3qTn7//eIsppSUOLYGUwlBrb/yPp11udUfjlmeL8FohYxF3VDuixfTXf7WW/yZYukaTPvnLSPgRAZ1UVi5GbovoIe8PD8TXphNQ0jj4fbkWLrxL+sC/PA7bNwnXiJjKgm/HqFnTdS0DI9VDbU+Cr6y3LrJaIiMRd1K7seO0Shd9epBmRMqGYu+pZOhE2JI4v+dQzeD1BkCDwRCm8nw2FR4ZjrdwP3ul3TOtEo/elUbSCdYfcLEnC2HqPK/ZsCnW8VZ9pzOgkmr6bED/CWhFXuP04nvb/fRAFj46Xgupo+p72L4z0zqlTg7HmoNou0B6+Br417++LRGxqJuIvfDh6mpPmoUnWTv3VucywA9gLHlOHhsCj0L5vX5kHQQjqTR87qmWS5e/X6Sxs3wLHgijIBxqtTYmf9MpXv81v5G09a7+/osok7HKPc6g+h+kzN2wzocTYdTloH04pLpSwIP5+sPg75LxGpMmfn5TxrtZJej50L+k+FYxPhRhm2G5ZvpiZ34Ed8fQNdFq/vS9ze20FuNp+M5nHh8Kt0oVOtNejQz4y7IWFRK7mlpaf7+/tZfN2zY4O3t7eXllZCQUFSJQLnkfuAAPXT02mvhmmvg6FFxbiXms5/ocel4+Oz3Me2fz8yg86TYKn9oAj2nsepAam6XgSWbaFc3BlFCp2M+Nu3TLfcPjPgEmo+BngvES2ed5lIdPJyvOgCittIDf9FE9YaS3wd/BLuP0rJ5hdJ4TGC5BRF/TT5C0rHyzV4Xn/0/YxmRCr8FLxcebx+/4XD5bZ93DJZ7cAyitpFAw5Pgx0OF7nTPPEfCHfkJHTAZlT9IhMUbrzxTrSgu5sIeu25fO4/QCCpVLR8oHlo993/Q+QPqgoKr92Y/uM2fZI3HZPeMpfZ4r4U0QMrOo+DxIdwy/Eonlhss/ViavSX+a7bwUwbcCxmLliz3mJgYX19fHx8f49eMjIyePXump6dnZmb27t07NTXVvqRwAFF2ue/YQTedduxI02oHZHd/np8FvRdCwCqo/SaNRp1mc//W2fOky7KBipmTAO8l0I0kj06GN5YW6iOB06gV9PjT02hg6yeDYNIX1CTcehi+2VPolH3HudQwvHkYtRbbTqHOc1X607gfNXzgxqFkK/x1ciys+oW+hK4fQIbCLw/8lsLX+4lX/6LA8AjqwoFfYDvtPGjwdxpprtM8GBxOXyFdgqHfMvBdSV+Bwz6mxX4rEt6NpRMRs+Lht2N0Zhmth/+L8ajiO96Gdz6jCtO+golf0FELflMaA8Ym7IYVm2md4/8bFEdfe8aosChQNOxdY2gWrg2MRbHe5EedBXENGGNd1R1MK80/ioYXz7lAgxHiF0n0T5CaBcfTabH3n4B6g2kBUNld5lMvQ2xKB3xOgsZWdpLl1p7l39Hdm49OoRs7cdnwYxobDQm7aL29FkIjZ+Gr5puk8rvHQo+CfmSzvqbvJ8ZMyFi0ZLknJSVFR0db5Z6YmBgQEGBMBwcHx8XF2ZcY07aURe4XL9JzNm64Abp2FWdVen75kwbcQGkaLeji24POIHgdnZ95YRbJvf6Qq48AticjB8K+vzKNS4sazTpPp30OnYJ1u8mMKEq0OdoHv0XQgOjHvqHkwZo+dIXgvgB4dR6N7Tc7gb4nngiidmj3BeS46/qT9bxD4TtLr2okLYuciyJGzz44gU47oHNbBdBYr9jCbf42vZ6dQXfT4KvBcPo6MR48jzbE2KwLtIT4t1CvjUbQC7+QsM6ef+g0NJqaHvIwiL6ZcFFvGUnPecguGEEQP4J//R+0sHyZ4d99+T3wj4Q/Uqg5n3IWTp+l77yf/7Q8zccyXHiVfvRH8d/EaTxCajeZWtao46Pp9J+2GAsN/WgJcbGtIyBKgn+xmBY6Yw5kLFqy3JEjR45Y5R4REbFkyZWTqZGRkWFhYfYlxrQtpZN7djacPQurVlGvmAkTxLmVA2wgW5vAn/985WZug0EryUf/nnnlNLcpwYOGz3+BD9ZSG7zdVDrXhP9yr4V04nhPwfj5eKyAlr933JWDANQl6h7dajxPBywPSLO/PCDwx2nIvUxr8mRJKzM9W9mXqPWTRQvjMdbMr+kLrNNcmmYYGUq2aBnkHh4eHhoaakyjypctW2ZfYkzbUgq5//wz3HILDQGGr4JnSeMemHQIfvqjcM0CPkiEXXZHnScy6SG2gavoRIHOw37icuLxNSoMD8BDN1EL0WsJtQ2xRVnb0kjEY/8algYjmqvdFGovY1M3cZeYY3pyixZrahaczIRj6dTsZZjKQAkWtVBqucfHxwcWPGk6JCQkNjbWvsSYtkVS7v98nfT5fX3pYUb5+bnHTw5cnt8lmI7Zq1q66KHvHpp4pbk6Yw2dOZ3+FXXnqulLFeoPpePo/8yC8B/p3Ci25vDoGI9qaw6i4/Qvd9A1sYOn6CVcHKtIvj9AI1O3D4KHA+lEM7ZJ0d144P/QBDoGr/0mLSr+O3MS4Ne/IXg9nS0NiKEzrbPj4cff4anp9K7JDlYwwzCViGIsaqXUck9PT/fw8MjOzs7JyfH09ExJSbEvsX1vcnIymj0qKspaUtRiDfLZfG2/vOr9ctFud46h050NhsEjE+mC2GFLJDbN2k6hBixdwhpCNrxpGDVjl2ykRv3E1TSe0c1+dGIUvwbGr7oSi+360ZFw21t0PtS4YlZ/CF09+/Abm7/tZEZE0JnfFmPprz8QCC+9R2dXn59N539fK/w8gUMpNB4TwzBMMRRlUVtKLXdk/fr1Ay1YOz7alwjItNzXhP50Yi3dJLPyB+rVgC883LYHRb96B3U1A2Nci8KnKSO30qNvhbM0l/OoAxm+LuaSSSevpr69+BVy60g6aYuv9y1P5xr/+ZVRMvBbxD/S8dO2LuRSpzEMGRJOhwV3jYH+y+mkSu+FdCocm9t/pNC1QfxqwdeYaKqDBxB1BtPJlr5LqIMEwzBMOSnKorZIyb38yMi9gjl7HvothdaTqCldezCd2Gk4/EpfPXw19CMjf/UrST/iR+otdywNXrF0NzYq4BHDuM+h/zIa47TVeOqbgaI3ruxd25/u+EetNxlJQsdvKR5QiWEYhchYtPLKXeCC5enpuZdJxEanhTeWUpfn6j5XhtrA173jqE+xgcPHou/4mxr1J2yeS8AwDKMcGYuy3IsENX3LCPjfUpr+OxWit4kVGIZhXIKMRVnuxXE8g+8HYRhGO2QsynJnGIZxM2QsynJnGIZxM2QsynJnGIZxM2QsynJnGIZxM2QsynJnGIZxM2QsynJnGIZxM2QsynJnGIZxM2QsWkFy//XXX63T06ZNm8IwDMOUFbSojV8dU0FyZxiGYSoSljvDMIwJYbkzDMOYEBfI3Xh8RzFERUWJRWVCqxwlIZs0y1ESssmkOUpCNmmWoyRkk2Y5SkI2VWyO7VXMonCB3Etkk03XmvKgVY6SENAsR0kImDRHSQholqMkBDTLURIC+uVcIxZogMyXkgxa5SgJAc1ylISASXOUhIBmOUpCQLMcJSGgX46OcmcYhmHKiRZyT05O/vHHH/Py8rZt2zZlypSoqKh824dGS6NVjpIQ0C/HSv/+/cWiMqFVjpIQ0CxHSQiYNEdJCOiXAzrIferUqU2aNHnuuee8vLxatWr1zjvvtGvXbty4cWK9ktAqR0kI6JSD3wqjClOvXj1jQqxaLFrlKAkBzXKUhIBJc5SEgH45DnG93G+99db09HScePrppyMjI3EiIyOjefPmYr2S0CpHSQholhMQEIBbXlBQ0GILDRs2NCbEeiWhVY6SENAsR0kImDRHSQjol2OP6+V+++23X7p0CSfCw8OPHTuGEzk5OXfeeadYryS0ylESAvrlfPfdd+3bt4+Pj8fpFi1aiLOl0SpHSQholqMkBEyaoyQE9MsRcL3c8QAEm5Pr1q0zfv3ll186duw4dOjQwrVKRqscJSGgXw6SmZnp6emJ723WrJk4rzRolaMkBDTLURICJs1REgL65djierkj+JWVlJRkTK9ZsyY0NPTy5cuFq0ihVY6SENAvx+Djjz/u3LmzWFp6tMpREgKa5SgJAZPmKAkB/XIMXC/33NzcJUuWjBs37scff7QWjh8/3qaKFFrlKAkBzXKUhIBmOUpCQLMcJSFg0hwlIaBfjj2ul7uvr++//vWvWbNm3X///V9++aVRWL9+/cK1SkarHCUhoFmOkhDQLEdJCGiWoyQETJqjJAT0y7HH9XJv3LhxZmYmThw/fvyuu+5KSUmBMv1vWuUoCQHNcpSEgGY5SkJAsxwlIWDSHCUhoF+OPa6X+z333JOWlmZML1u2rEePHlCm/02rHCUhoFmOkhDQLEdJCGiWoyQETJqjJAT0y7HH9XKfN29ey5YtZ8+ebfzq4eHRsWPHGjVqFK5VMlrlKAkBzXKUhIBmOUpCQLMcJSFg0hwlIaBfjj2ulzuyf//+hIQEYzovL++zzz7z8/MrXEUKrXKUhIBmOUpCQLMcJSGgWY6SEDBpjpIQ0C9HQAu5Hz9+fPHixZMmTQoMDFy4cOHRo0fFGnJolaMkBDTLURICmuUoCQHNcpSEgElzlISAfjkCrpf7ihUrmjdvjt9Usy2MHDny7rvvXrlypVivJLTKURICmuUoCQHNcpSEgGY5SkLApDlKQkC/HHuuEQsqnJYtW6amptqWnD17tk2bNrYlMmiVoyQENMtREgKa5SgJAc1ylISASXOUhIB+Ofa4Xu733nvvqVOnbEsyMjLK8L9plaMkBDTLURICmuUoCQHNcpSEgElzlISAfjn2uF7un376abNmzV599dWxY8eOGzeua9euTZs2/eSTT8R6JaFVjpIQ0CxHSQholqMkBDTLURICJs1REgL65djjerkjKSkpK1eunD59elBQ0PLly0+ePCnWkEOrHCUhoFmOkhDQLEdJCGiWoyQETJqjJAT0yxFwvdxVDa2gVY6SENAsR0kIaJajJAQ0y1ESAibNURIC+uXY43q5qxpaQascJSGgWY6SENAsR0kIaJajJARMmqMkBPTLscf1clc1tIJWOUpCQLMcJSGgWY6SENAsR0kImDRHSQjol2OP6+WuamgFrXKUhIBmOUpCQLMcJSGgWY6SEDBpjpIQ0C/HHtfLXdXQClrlKAkBzXKUhIBmOUpCQLMcJSFg0hwlIaBfjj2ul3tubq6SoRW0ylESAprlKAkBzXKUhIBmOUpCwKQ5SkJAvxx7XC93/DdGjhy5Zs2aCxcuiPNKg1Y5SkJAsxwlIaBZjpIQ0CxHSQiYNEdJCOiXY4/r5Y7gfxUXFzd8+PBhw4bFxMTk5OSINeTQKkdJCGiWoyQENMtREgKa5SgJAZPmKAkB/XIEtJC7lUuXLiUmJo4YMWLw4MHivNKgVY6SENAsR0kIaJajJAQ0y1ESAibNURIC+uUYuF7uHTt2/OKLL4TCy5cvCyUyJCUlGTcC4ArCg50lS5bgyhIrSbB3795Zs2aNGjUqICAgNDQ0LS2tDMtz3G4YzzKEOKQMObmObpTAX22qlBHXLkxycjKG5OXlbdu2bcqUKVFRURguVioN/fv3hzL9U7jtGRP43kWLFg0ZMuSTTz4pQw6CR+iXLCxYsAB38vDw8NL+U6r2KVU5wPtm0SjcHQRcL/frr78et+BXXnll//794rzSgB9Vy5YtH3zwQV9f30ceeWT27NnPPfecv7+/WK8kcEXffffdI0eOvO+++3r06IEHSnfccceGDRvEesXivGE8y4bzbpQoA6oWZurUqU2aNMFP2cvLq1WrVu+88067du1KtVfgt8KowtSrV8+YEKuWhLV7A24wHTp0QHd07twZt8nCtUoGt5nHH3/84sWLAwcO/M9//vP+++8/88wzY8eOFesVi6p9SlUO75vFoGp3sMf1cjf2CmyCPf/88/h/xsfHnz9/XqwkQdOmTbOysnCvqFu37q5du7AkMzOzWbNmYr2SwO3mzJkzOHHq1KmHHnoIJ44dO9a2bVuxXrG0VDSMJ+7ejzhCrFcSjRsruFFCq4VBbr311vT0dJx4+umnIyMjwTKcHu63Yr1iwQYgCj0oKGixhYYNGxoTYr2SsModdXPBcmWsDAsDln/K2P7xewu3GbAcqt97771ivWJRtU+pyuF9sxhU7Q726CJ3g5iYmNdee61BgwZdunSxqSIFbkD4weN+VadOHdwcsQT3/Ntvv12sVxL4FuOzx8Ml/ErHCdygS7shqhrG88SJE7i5YPNtf2HEeiWh5EYJrRYGLJ+UcWgfHh6OOzlO5OTk3HnnnWK9kvjuu+/at2+P5sLpFi1aiLPlsG7GL7zwAh4QgEXK6JFClSR47LHHDh06hBOtW7c2/incch544AGxXrGo2qdU5fC+WQyqdgd79JK7Ae6iq1atEgpLZNq0afjZ40c+fPhw/FZ/9913n3jiCTxUF+uVBB5CPvroo3jI/9RTTw0dOhQ3o4cffnjMmDFivWJROIxncHCw9WCtzKi6UUKrhRk1ahS22detW2f8+ssvv2AOfmSFa0mBTSdPT098b2lNYQU3PGx0o5qxtR4SEpKfn48qLMOZh61bt+L3U79+/bp164YHAT4+PvgTv73EesVivzLLtk+pyuF9sxhU7Q72uF7u+MGLRWXl559/3rFjB1jaYvjJffzxx7iPiZUkwM139OjRYWFh2AS7fPnyt99+K9aQIMU5w3iWmf3OuVGibKhaGGxuW69krlmzJjQ0tAxXtKzgBtO5c2exVBr8R/7+++9Nmzbt2rULpxcvXly2a4YoUFwhs2bNmjx58sKFC//66y+xRkmo2qdU5QDvm8WiancQcL3cwdHFa7GGHLrlmA9Va0arHCUhoFmOkhAwb05lwPVyV3XxWrcc86FqzWiVoyQENMtREgLmzakkuF7uqi5ea5Wj6kq6VjlK1gxolqMkBDTLURICJs1Rsi+Afjn2uF7uqi5ea5Wj6kq6VjlK1gxolqMkBDTLURICJs1Rsi+Afjn2uF7uqi5e65aj5Eo66JSjas1olaMkBDTLURIC5s0p/75goFuOgOvlnpubq+TitVY5pb1fvCi0ylGyZkCzHCUhoFmOkhAwaY6SfQH0y7HH9XL3UzTipVY5SkJAsxwlIaBZjpIQ0CxHSQiYNEdJCOiXY4/r5Q7qRrzUKkdJCGiWoyQENMtREgKa5SgJAZPmKAkB/XIEtJC7FVUjXmqVoyQENMtREgKa5SgJAc1ylISASXOUhIB+OQZ6yd1K2e4zVDKsqKqxW1WNRmt/10YZFgZUrBxVaybXaWOcQpm2nPKvGYM15R6q10DVliNQhjUDiobYBZOuHFVbjj1lWx4BTeVeBiYpGlZUydit5R+N1kDVXRtKVo6SNQPOHOO0DChZM2A5c1r+oXpB3ZajBCVD7IJJV46qLcd5uF7uqvrwN1U0rKiSsVuVjEYLiu7aAEUrR8maQRorGuNUyZajZM2AoqF6QdGWo2TNgKIhdsGkK0fVlqNqeexxvdxV9eFvqmhYUSVjt6oajVbJXRugaOUoWTOgboxTJVuOkjUDiobqBUVbjpI1A4qG2AWTrhxVW46q5bHH9XIHRX34VQ0rereKsVtVjUar6q4NJStHyZoBpWOcln/LUbJmQNFQvaBuyyn/mgFFQ+yCSVeOqi0HFC2PPVrIXRWqhhVVMnarqtFoy3/XhoGSlaNkzYDTxjgtG0rWDKgYqtdA1ZajBCVD7IJJV46qLcdJaCF3+yvgZVhHDvtgjB8/3qaKFEpylISAuhymGOz7I4k15NAqR0mIqs1PqxwlIWpRIkB7XC93VVfAVfXBUJKjJATU5TBFoao/klY5SkJA3eanVY6SEIWoEqA9rpe7kivgoK4PhpIcJSGgLkfJFXklIaBZjqr+SFrlKAkBdZufVjlKQkDR5gfqBGiP6+Wu5Ao4qOuDoSRHSQioy1FyRV5JCGiWo6o/klY5SkJA3eanVY6SEFC0+YE6AdrjermrugKuqg+GkhwlIaAuBxRdkVcSAjrlqOqPpFWOkhBQt/lplaMkxKD8mx+oE6A9rpc7qLsCvl9RHwwlOUpCQF0OUxSq+iNplaMkBNRtflrlKAlRiCoBCmghd4ZhGEYtLHeGYRgTwnJnGIYxISx3hmEYE8JyZxiGMSEsdydyDcMwJSHuNowieM06EZ033Hnz5k2cOHHEiBHG+NoM4xJ03kfcHV6zTkTnDVdJR1qGKSc67yPuDq9ZJ1L+DffAgQOSI0RfuHBBGE7EyldfffXvf//bej/6r7/+2qFDB2vlVatWffbZZziBJVOmTHnjjTf69+//4YcfXrx40ZpggCXz58+3X6S8vLzOnTuD5XmbmIxv9/Ly6tu37/bt27HwzJkzL774Yn8L3bt3DwwMxJzTp0+/9NJLRiEybNgw28CTJ0++/PLLWP6///3Px8fn559/xsLi3+Lwr1gXrKj3xsbGent7Dxw48O2337auH5yYMGGCp6cn/vX33nvPeOYUFLF+cN0ePHjQqKCExYsXGx+HQUBAgPHvC3z33XfLly8XSx1h/3l9++23H3/8sW1JUdjXxP/d9lcrePy3ZcsWcPSW4in/PsIUBa9ZJ1L+Ddd+z3RIfn5+WFiYrRRsQXMNHTo0JibG+BXl/uqrr86YMcP41ZB7bm4uauv7778Hi6yXLl367rvvWhMMoqOjd+/ebb9ItnK3zkIlDRgwACzaRUsahfhX/Pz8EhMT0bZFaQIsckenG9PHjx/v06cPirX4tzj8K7Zyt3/vkSNHevXqZTz+bceOHSNGjDDKR40ahcrGVYpvX7hw4dy5c8GS6XD9oPqta1IJuA6td0vi9wd+UTl8AHSJcs+zPCoLHG1CGCg5Cr99TfvVaIArc/LkyeDoLcVT/n2EKQpes06k/Buu/Z7pEBRT165dHcodm1QoCFQtOssoQbmjjwYPHowegQK5r127ds6cOdZ3odpQzcYwRlaMhy7ZL5JDuWOzHb9UoLB2kUWLFuFfdGhbK7ZyRz766KOoqKji3+LwrxQvd1zaQYMGWdVpiDs5Odn2wc2ofsOhxawfLMdvIOuscoLJ+JVjDBO4devWadOmgcWYkyZNwnUyfPjwbdu2QYHcL1++jH/9zTffHDJkCH4uWP7DDz/MmzcPP9w///zTCLT/vIzGNX4t4fcTrgE8OPD19cXy9evXf/rpp2D5QI31b9Q8d+7cxIkT8a8EBQXhMRk4Wh6chZsZriXjLbhBGguwc+dOrGm/nFbKv48wRcFr1omUf8O13zOLYvXq1Q7lnpCQMGvWLNwbUXMZGRlgkfvMmTN/++03bM6jSgy5YxMV90zbN37wwQebN2+2/opfEsYY0/aLZCv3jh074j6Pnn3hhRf27dsHhbWLNkSbHDp0CG378ssv+xQgNH4FuaN2cWGKf4vDv2Ird/v34v+OdkMlzZ8/33rqw3qSSqCY9YMHNKha21nlJCQkBA8dcAIPGozkgwcPhoaG4gR+auhZKJD7unXr0Kr4K65qQ9Ao9379+hmHIwb2n5fhX1zs4OBgsKxeYy0VJfdPPvnEqLlx40ajpv3yWFvu1nBj9Fr8lsUS++W0Uv59hCkKXrNOpPwbrv2eWRRFyR2NbIxJhDvh119/DQVyB8tDIFFYhs4+/PBD67h0BlazGOBujBIER4vksOW+a9cuDw8PnGV7Nrxbt25Tp05FqzpsSlspSu7FvMXhXym+5W7wzz//xMbG4p8z3LRs2TL81ZiF7V981yuvvILhxawf9CkeW9jOKie46oyjB29vb6um0Z748Y23AAVyx0a69bl3r7/++qVLl3BhFixYUJBE2H9ehn9xezAe64xNeFxjULTcsWlv1MQmfJcuXYwQYXkEueOhjHGkiCrHd9kvpzENKvYRpih4zTqR8m+49ntmUTiUe05OjjF8KIINOkMZVrmj8vAoOzw8HN+YmJj4/vvvW9+IZhw4cKDt2QacNhpf9ovkUO4IHoP/9ddftm1qjB05ciQ234qxLdjJHWWBzcDi3+LwrxQvd2x3b9261ZjGt/Tp0+fUqVNocDzQsa32xhtvYHgx6yc+Pj4uLu7qG8qNcWZm9+7daFWjZMuWLfhN88033+AaFuSOrWmjTo8ePVDTKHfhXLz952X4F3MMZV+8ePG1114DG7njUZqt3CdMmGDURCmjmsHR8ghyxwlcP/inJ02aBJZ+t8JyGtOgYh9hioLXrBOxbrhTYkvxssV+z8Q93+EFK4dyx93V2OWgQPT40yp3sHgTd2x8I2aixYw2Pv6JFStWGCq3goVGW8x+kRzKPTMz89VXX0VNCGfDjSawQ9tasZU7Tpf2gioU/JXi5Y6Gwu88o2mMWkefonTQdPiFZ3T8AEt3mueffx7Di1k/S5cuxcOagtQCpkwpxcsOPCzANq91WNpFixYZR114pGWcHDPkjr9Onz4dLGPYGmtMXu54tGEciuFbjLWE/jWuK+Cqs5U7Gt+oif++UdN+eVDuxvkZq9xxtfj5+RkNdvvltMJydx68Zp2IErkbZ7ENsAGFrUWj9STgUO64v9meWsEm2IYNG2zlji5DdRpvRANi/QEDBqAlcSfPzs62vtFgxowZGRkZ9otkf84dW23YQIuOjgY77a5atQrNJZwER2z7caLQ//vf/2IhGtnHpitkMW9x+FeKOudufe8XX3yBDkVr439tfVzyiRMnUFhYOGLECMxZuXJlVlaWEeJw/WChfbdRUd/Fv+zYsWOH8aVi/Hrw4EF/f39cKhQ3Lhh+l1gvqM6ePRuPkIYNG2Y8A8ih3IXPy/Avfs1jIL4XtWtcJsU/N3r0aCwZM2aM0WPHqGlcUMUvwmnTphm9SO2XB9NwAo9vrHLHjQE/RHwvWG6qEJbTCsvdefCadSIm23CxdWbst4wV9Jpx8dOtsT+sqTBMto9oBa9ZJ2K+DXfXrl1iUeVm3759JrjX1zjr4hLMt4/oA69ZJ8IbLsMUD+8jzoPXrBPhDZdhiof3EefBa9aJ8IbLMMXD+4jz4DXrRHjDZZji4X3EefCadSK84TJM8fA+4jx4zToR3nAZpnh4H3EevGadyDUMw5SEuNswiuA1yzAMY0L+H0LVH2kZgSZ2AAAAAElFTkSuQmCC</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-87605481_dpq3" unitRef="pure">0.60</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-87605481_dpy" unitRef="pure">1.24</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-87605481_dpy2" unitRef="pure">11.11</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S22024_V-87605481_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">3.14</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_daq" unitRef="pure">6.31</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpq" unitRef="pure">0.47</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpq2" unitRef="pure">0.41</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpq3" unitRef="pure">0.59</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpy" unitRef="pure">3.21</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpy2" unitRef="pure">0.88</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">2.08</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_daq" unitRef="pure">2.08</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_dpq" unitRef="pure">2.18</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_dpq2" unitRef="pure">2.30</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_dpq3" unitRef="pure">2.42</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_dpy" unitRef="pure">2.56</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_dpy2" unitRef="pure">3.29</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">0.30</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-87605481_dpy" unitRef="pure">0.31</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-87605481_dpy2" unitRef="pure">0.29</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-87605481_dpy3" unitRef="pure">0.27</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22024_V-87605481_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22024_V-87605481_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22024_V-87605481_da">false</iic-com:ModificadaPoliticaInversion>
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<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="pure">6</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22024_V-87605481_ia">EUROP.SENIOR FLT.RT-EST FIL FD</iic-com:DenominacionClase>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22024_V-87605481_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
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<iic-com:DistribuyeDividendos contextRef="FIL_S22024_V-87605481_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22024_V-87605481_ia">100.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="euro">0.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy" unitRef="euro">0.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy2" unitRef="euro">1129665.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy3" unitRef="euro">1172257.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22024_V-87605481_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22024_V-87605481_ia">2023-02-15</iic-com:FechaDefinitivo>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-87605481_ipy" unitRef="euro">103.8021</iic-com:ValorLiquidativo>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-87605481_ipy3" unitRef="euro">102.2729</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22024_V-87605481_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
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<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-87605481_da" unitRef="pure">0.00</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">0.00</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-87605481_da" unitRef="pure">0.00</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">0.00</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22024_V-87605481_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
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<iic-com-fon:ComisionDepositario>
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<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">0.00</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22024_V-87605481_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-fil:DatosGeneralesClaseFIL>
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<iic-fil:MedidasRiesgoFIL>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-87605481_dpy2" unitRef="pure">11.11</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadElemento contextRef="FIL_S22024_V-87605481_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">3.14</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_daq" unitRef="pure">6.31</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpq2" unitRef="pure">0.41</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpq3" unitRef="pure">0.59</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpy" unitRef="pure">3.21</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_dpy" unitRef="pure">78.41</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_dpy2" unitRef="pure">3.29</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-87605481_dpy3" unitRef="pure">0.27</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22024_V-87605481_da">true</iic-com:RatioGastosEstimado>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22024_V-87605481_da">false</iic-com:ModificadaPoliticaInversion>
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<iic-fil:DatosClaseFIL>
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<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="pure">1</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22024_V-87605481_ia">EUROP.SENIOR FLT.RT-EST FIL IA</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22024_V-87605481_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="pure">194706</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="pure">13</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S22024_V-87605481_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S22024_V-87605481_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22024_V-87605481_ia">500.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="euro">24841584.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy" unitRef="euro">32471050.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy2" unitRef="euro">45194717.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy3" unitRef="euro">45251919.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22024_V-87605481_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22024_V-87605481_ia">2024-12-31</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22024_V-87605481_ia" unitRef="euro">127.5854</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22024_V-87605481_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-87605481_ipy" unitRef="euro">119.0366</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-87605481_ipy2" unitRef="euro">108.0867</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-87605481_ipy3" unitRef="euro">110.3389</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22024_V-87605481_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-87605481_da" unitRef="pure">0.25</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">0.50</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-87605481_da" unitRef="pure">0.25</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">0.50</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22024_V-87605481_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22024_V-87605481_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">0.06</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22024_V-87605481_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_S22024_V-87605481_daa" unitRef="pure">7.18</iic-com:UltimoValorLiquidativoDefinitivo>
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<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S22024_V-87605481_dpy5" unitRef="pure">3.90</iic-com:RentabilidadIIC>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-87605481_daq" unitRef="pure">0.44</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-87605481_dpq2" unitRef="pure">0.69</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-87605481_dpq3" unitRef="pure">0.60</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-87605481_dpy3" unitRef="pure">2.59</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadElemento contextRef="FIL_S22024_V-87605481_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_daq" unitRef="pure">6.31</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_dpy2" unitRef="pure">4.45</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com:RatioGastosEstimado contextRef="FIL_S22024_V-87605481_da">true</iic-com:RatioGastosEstimado>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22024_V-87605481_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>

</iic-fil:DatosClaseFIL>
<iic-fil:DatosClaseFIL>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="pure">2</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22024_V-87605481_ia">EUROP.SENIOR FLT.RT-EST FIL ID</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22024_V-87605481_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="pure">43385</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="pure">2</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S22024_V-87605481_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S22024_V-87605481_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22024_V-87605481_ia">500.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="euro">5518547.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy" unitRef="euro">4418774.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy2" unitRef="euro">4232610.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy3" unitRef="euro">4433710.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22024_V-87605481_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22024_V-87605481_ia">2024-12-31</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22024_V-87605481_ia" unitRef="euro">127.1997</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22024_V-87605481_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-87605481_ipy" unitRef="euro">118.6767</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-87605481_ipy2" unitRef="euro">107.7599</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-87605481_ipy3" unitRef="euro">110.0053</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22024_V-87605481_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-87605481_da" unitRef="pure">0.25</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">0.50</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-87605481_da" unitRef="pure">0.25</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">0.50</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22024_V-87605481_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22024_V-87605481_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>

</iic-fil:DatosClaseFIL>
<iic-fil:DatosClaseFIL>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="pure">3</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22024_V-87605481_ia">EUROP.SENIOR FLT.RT-EST FIL RA</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22024_V-87605481_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="pure">84878</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="pure">61</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S22024_V-87605481_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S22024_V-87605481_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22024_V-87605481_ia">100.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="euro">10560766.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy" unitRef="euro">11319165.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy2" unitRef="euro">13696471.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy3" unitRef="euro">17195860.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22024_V-87605481_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22024_V-87605481_ia">2024-12-31</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22024_V-87605481_ia" unitRef="euro">124.4236</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22024_V-87605481_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-87605481_ipy" unitRef="euro">116.3773</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-87605481_ipy2" unitRef="euro">105.9365</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-87605481_ipy3" unitRef="euro">108.4146</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22024_V-87605481_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-87605481_da" unitRef="pure">0.38</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">0.75</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-87605481_da" unitRef="pure">0.38</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">0.75</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22024_V-87605481_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22024_V-87605481_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>

</iic-fil:DatosClaseFIL>
<iic-fil:DatosClaseFIL>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="pure">4</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22024_V-87605481_ia">EUROP.SENIOR FLT.RT-EST FIL RD</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22024_V-87605481_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="pure">793</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="pure">1</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S22024_V-87605481_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S22024_V-87605481_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22024_V-87605481_ia">100.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="euro">98701.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy" unitRef="euro">96851.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy2" unitRef="euro">674491.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy3" unitRef="euro">779849.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22024_V-87605481_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22024_V-87605481_ia">2024-12-31</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22024_V-87605481_ia" unitRef="euro">124.4346</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22024_V-87605481_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-87605481_ipy" unitRef="euro">116.3870</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-87605481_ipy2" unitRef="euro">105.9453</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-87605481_ipy3" unitRef="euro">108.4237</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22024_V-87605481_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-87605481_da" unitRef="pure">0.38</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">0.75</iic-com:ComisionGestionCobradaPatrimonio>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22024_V-87605481_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>

</iic-fil:DatosClaseFIL>
<iic-fil:DatosClaseFIL>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="pure">9</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22024_V-87605481_ia">EUROP.SENIOR FLT.RT-EST FILNIA</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22024_V-87605481_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="pure">377766</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="pure">17</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S22024_V-87605481_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S22024_V-87605481_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22024_V-87605481_ia">500.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="euro">43510882.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy" unitRef="euro">13440213.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy2" unitRef="euro">9192099.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy3" unitRef="euro">0.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22024_V-87605481_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22024_V-87605481_ia">2024-12-31</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22024_V-87605481_ia" unitRef="euro">115.1795</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22024_V-87605481_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-87605481_ipy" unitRef="euro">107.7310</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-87605481_ipy2" unitRef="euro">98.0659</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22024_V-87605481_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-87605481_da" unitRef="pure">0.38</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">0.75</iic-com:ComisionGestionCobradaPatrimonio>
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<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">0.75</iic-com-fon:ComisionGestionCobrada>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22024_V-87605481_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>

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<iic-fil:DatosClaseFIL>
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<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="pure">10</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22024_V-87605481_ia">EUROP.SENIOR FLT.RT-EST FILNID</iic-com:DenominacionClase>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22024_V-87605481_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="pure">32950</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="pure">3</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S22024_V-87605481_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S22024_V-87605481_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22024_V-87605481_ia">500.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ia" unitRef="euro">3869937.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy" unitRef="euro">1041353.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy2" unitRef="euro">999978.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-87605481_ipy3" unitRef="euro">0.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22024_V-87605481_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22024_V-87605481_ia">2024-12-31</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22024_V-87605481_ia" unitRef="euro">117.4485</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22024_V-87605481_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-87605481_ipy" unitRef="euro">109.8532</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-87605481_ipy2" unitRef="euro">99.9978</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22024_V-87605481_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-87605481_da" unitRef="pure">0.38</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">0.75</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-87605481_da" unitRef="pure">0.38</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">0.75</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22024_V-87605481_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22024_V-87605481_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">0.06</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22024_V-87605481_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_S22024_V-87605481_daa" unitRef="pure">6.91</iic-com:UltimoValorLiquidativoDefinitivo>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S22024_V-87605481_dpy" unitRef="pure">9.86</iic-com:RentabilidadIIC>
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<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_03 contextRef="FIL_S22024_V-87605481_da">03</iic-com:XCode_PeriodicidadCalculoVL_03>
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<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">0.61</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-87605481_daq" unitRef="pure">0.43</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-87605481_dpq" unitRef="pure">0.67</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-87605481_dpq2" unitRef="pure">0.69</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-87605481_dpq3" unitRef="pure">0.60</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-87605481_dpy" unitRef="pure">1.23</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S22024_V-87605481_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">3.14</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_daq" unitRef="pure">6.31</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpq" unitRef="pure">0.47</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpq2" unitRef="pure">0.41</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpq3" unitRef="pure">0.59</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpy" unitRef="pure">3.21</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">0.52</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_daq" unitRef="pure">0.52</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_dpq" unitRef="pure">0.58</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_dpq2" unitRef="pure">0.66</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_dpq3" unitRef="pure">0.73</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_dpy" unitRef="pure">0.78</iic-com-fon:VolatilidadVaRHistorica>
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<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">1.05</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-87605481_dpy" unitRef="pure">1.05</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-87605481_dpy2" unitRef="pure">0.23</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22024_V-87605481_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22024_V-87605481_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
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<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:ContenidoFicheroAdjunto 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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">3.14</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_daq" unitRef="pure">6.31</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpq" unitRef="pure">0.47</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpq2" unitRef="pure">0.41</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpq3" unitRef="pure">0.59</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpy" unitRef="pure">3.21</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">2.45</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_daq" unitRef="pure">2.45</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_dpq" unitRef="pure">2.59</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_dpq2" unitRef="pure">2.76</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_dpq3" unitRef="pure">2.95</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_dpy" unitRef="pure">3.17</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">1.60</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-87605481_dpy" unitRef="pure">1.61</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-87605481_dpy2" unitRef="pure">1.49</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22024_V-87605481_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22024_V-87605481_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-87605481_dpy" unitRef="pure">1.23</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadElemento contextRef="FIL_S22024_V-87605481_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">3.14</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_daq" unitRef="pure">6.31</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpq" unitRef="pure">0.47</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpq2" unitRef="pure">0.41</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpq3" unitRef="pure">0.59</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-87605481_dpy" unitRef="pure">3.21</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">2.40</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_daq" unitRef="pure">2.40</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_dpq2" unitRef="pure">2.73</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_dpq3" unitRef="pure">2.93</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-87605481_dpy" unitRef="pure">3.17</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-87605481_daa" unitRef="pure">1.60</iic-com:RatioTotalGastos>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-87605481_dpy2" unitRef="pure">1.18</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22024_V-87605481_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22024_V-87605481_ia">true</iic-com:AplicacionRatioGastos>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-fil:VariacionPatrimonialFIL>
</iic-fil:DatosEconomicosFIL>
<iic-com:InversionesFinancieras contextRef="FIL_S22024_V-87605481_da">Seguimos gestionando activamente la cartera participando en operaciones primarias con rendimientos atractivos y rotando posiciones con riesgo de cr&#233;dito hacia inversiones que ofrecen mejor valor relativo. Participamos en 32 operaciones primarias en el primer semestre de 2024 (precio medio de compra 99,1%) y 28 operaciones en el segundo semestre (precio medio de compra 99,7%). Las inversiones secundarias (incluyendo rotaciones) se compusieron por 38 compras durante el a&#241;o con un volumen de 48 millones de euros, y 40 ventas por 51 millones con precio medio de venta de 97,8%, demostrando la rotaci&#243;n hacia compa&#241;&#237;as de mas alta calidad.</iic-com:InversionesFinancieras>
<iic-fil:HechosRelevantesFIL>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIL_S22024_V-87605481_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIL_S22024_V-87605481_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIL_S22024_V-87605481_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIL_S22024_V-87605481_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIL_S22024_V-87605481_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIL_S22024_V-87605481_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIL_S22024_V-87605481_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIL_S22024_V-87605481_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIL_S22024_V-87605481_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIL_S22024_V-87605481_da">false</iic-com:HechoRelevanteOtros>
</iic-fil:HechosRelevantesFIL>
<iic-com:ExplicacionHechosRelevantes contextRef="FIL_S22024_V-87605481_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fil:OperacionesVinculadasFIL>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIL_S22024_V-87605481_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
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<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIL_S22024_V-87605481_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIL_S22024_V-87605481_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIL_S22024_V-87605481_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIL_S22024_V-87605481_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasDiferencias contextRef="FIL_S22024_V-87605481_da">false</iic-com:OperacionesVinculadasDiferencias>
<iic-com-fon:OperacionesVinculadasDerechoDisposicion contextRef="FIL_S22024_V-87605481_da">false</iic-com-fon:OperacionesVinculadasDerechoDisposicion>
<iic-com:OperacionesVinculadasOtros contextRef="FIL_S22024_V-87605481_da">false</iic-com:OperacionesVinculadasOtros>
<iic-com:OtrasInformaciones>
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</iic-com:OtrasInformaciones>
</iic-fil:OperacionesVinculadasFIL>
<iic-com:AnexoOperacionesVinculadas contextRef="FIL_S22024_V-87605481_da">No aplicable.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIL_S22024_V-87605481_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. 

El 2024 termin&#243; con el mismo tono positivo que la primera mitad de a&#241;o a medida que las preocupaciones acerca de una posible recesi&#243;n en EE. UU. y Europa quedaban totalmente rechazadas para este a&#241;o. Los mercados de renta variable y de renta fija de poca duraci&#243;n, han continuado con la tendencia alcista ya vivida en 2023. 



El mercado de pr&#233;stamos sindicados ha seguido superando a otras clases de activos de renta fija. Esto es debido a i) la limitada oferta neta en el mercado primario (a pesar de mucha actividad) y ii) la fuerte demanda de los inversores, impulsada por los gestores de obligaci&#243;n de pr&#233;stamo garantizada («CLO» por sus siglas en ingl&#233;s) y los gestores de pr&#233;stamos tradicionales, que siguen creando un s&#243;lido entorno t&#233;cnico. Asimismo, los elevados m&#225;rgenes de los pr&#233;stamos gracias a la perseverancia de tipos de inter&#233;s elevados siguen haciendo la clase de activo atractiva para otros perfiles de inversi&#243;n que buscan altos retornos sin riesgo de duraci&#243;n.



A finales de diciembre, el &#237;ndice CS de pr&#233;stamos sindicados europeos registro unas ganancias de +8,5% para el a&#241;o entero (c.4,2% para el S2), comparando con +4,7% para el &#237;ndice de Investment Grade (c.4,1% S2) y +7,9% (c.5,1% S2) para el &#237;ndice CS Euro HY. 



El precio medio del &#237;ndice ELLI de pr&#233;stamos sindicados subi&#243; a 98,0% en diciembre con un spread de 471bps y un YTM del 7,3%. Estos niveles de rendimiento son hist&#243;ricamente altos, y vistos por &#250;ltima vez en el 2012 (excluyendo marzo 2020 en el punto m&#225;s bajo del Covid) y vienen sobre todo por la subida de tipos y no por una percepci&#243;n mayor de riesgo. De hecho, la tasa de impagos durante el 2024 en pr&#233;stamos sindicados sigue estando por debajo del 1%. 



Dentro de este mercado tan favorable para los activos flotantes, el desempe&#241;o neto del fondo fue muy bueno, con un performance bruto de +7,9% para el a&#241;o y neto de +7,4%. Este comportamiento ligeramente por detr&#225;s del &#237;ndice refleja el car&#225;cter m&#225;s defensivo del fondo (precio medio de +100%) y % de caja mantenido durante el a&#241;o de c.2-3%, que hace que haya menos espacio de recuperaci&#243;n en precios. 



Actualmente contamos con una cartera con un cup&#243;n medio de 7,0%, y precio medio de 100,3%, ofreciendo un YTM del 6,2%, niveles aun atractivos para una cartera altamente defensiva y sin riesgo de duraci&#243;n.




b) Decisiones generales de inversi&#243;n adoptadas. 

Nuestro enfoque de inversi&#243;n conservador se mantuvo intacto, ya que seguimos limitando la exposici&#243;n a empresas con ratings m&#225;s bajas, cr&#233;ditos con riesgos idiosincr&#225;sicos y sectores c&#237;clicos. En consonancia con nuestra filosof&#237;a de inversi&#243;n, preferimos adoptar una postura defensiva en tiempos de incertidumbre macroecon&#243;mica y no perseguir retornos m&#225;s elevados por m&#225;s riesgo de cr&#233;dito en una coyuntura t&#233;cnica s&#243;lida. 



Adem&#225;s, dada la continua fortaleza del mercado, optimizamos y redujimos la caja con compras en el mercado primario y secundario en empresas con s&#243;lidos perfiles crediticios. Nuestro objetivo era aprovechar los m&#225;rgenes relativamente amplios de los pr&#233;stamos y la continua fortaleza t&#233;cnica. Tambi&#233;n mantuvimos la exposici&#243;n en bonos flotantes ("FRNS" por su sigla en ingl&#233;s), que en general han obtenido mejores resultados que los pr&#233;stamos y los bonos fijos debido a su naturaleza flotante y a una base de inversores m&#225;s amplia, que incluye tanto inversores tradicionales de renta fija como fondos flotantes&#47;CLOs.




c) &#205;ndice de referencia. 

CS Western European Leveraged Loan Index (hedged to EUR).




d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC. 

El patrimonio aument&#243; durante el primer semestre en 22.500.000,00 euros hasta llegar a 125.650.00,00 euros.



El n&#250;mero de part&#237;cipes actual es 248.



La rentabilidad de FIL con respecto al &#250;ltimo semestre ascendi&#243; 3,37% para las clases CA y CD. Para las clases IA e ID un 3,53%. Para la clase FA un 3,79%, y para las clases NIA, NID, RA y RD la rentabilidad fue un 3,39%. Y en &#250;ltimo lugar para las clases NRA y NRD fue un 3,11%

Los gastos de administraci&#243;n y depositar&#237;a ascendieron a 34.000 euros.




e) Rendimiento del fondo en comparaci&#243;n con el resto de los fondos de la gestora. 

European Senior Floating Rate Fund es el fondo con el menor perfil rentabilidad &#47; riesgo de la gama de fondos abiertos de la Gestora. 




2. INFORMACION SOBRE LAS INVERSIONES. 

No aplica




a) Inversiones concretas realizadas durante el periodo. 

Seguimos gestionando activamente la cartera participando en operaciones primarias con rendimientos atractivos y rotando posiciones con riesgo de cr&#233;dito hacia inversiones que ofrecen mejor valor relativo. Participamos en 32 operaciones primarias en el primer semestre de 2024 (precio medio de compra 99,1%) y 28 operaciones en el segundo semestre (precio medio de compra 99,7%). Las inversiones secundarias (incluyendo rotaciones) se compusieron por 38 compras durante el a&#241;o con un volumen de 48 millones de euros, y 40 ventas por 51 millones con precio medio de venta de 97,8%, demostrando la rotaci&#243;n hacia compa&#241;&#237;as de mas alta calidad.




b) Operativa de pr&#233;stamo de valores. 

No aplica




c) Operativa en derivados y adquisici&#243;n temporal de activos. 

No aplica




d) Otra informaci&#243;n sobre inversiones. 

No aplica




3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. 

La rentabilidad neta en el segundo semestre ha sido positiva, con todos los meses del a&#241;o en positivo, llevando el YTD a +7,4% neto. Los retornos han sido bastante en l&#237;nea con el &#237;ndice, con la principal diferencia marcada por el sesgo m&#225;s conservador de nuestra estrategia y el menor recorrido en precios.




4. RIESGO ASUMIDO POR EL FONDO. 

El 100% del fondo est&#225; invertido en activos senior garantizados, reflejando las caracter&#237;sticas defensivas de la cartera.




5. EJERCICIO DERECHOS POLITICOS. 

No aplica




6. INFORMACION Y ADVERTENCIAS CNMV. 

No aplica




7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. 

 No aplica




8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. 

 No aplica




9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). 

 No aplica




10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. 

La primera mitad de a&#241;o 2025 ha comenzado en la misma t&#243;nica que el cierre de a&#241;o, con retornos positivos. El &#237;ndice Credit Suisse Western European Leverage Loan lleva una rentabilidad del +0,3% en los primero 8 d&#237;as de enero, frente al +0,0% del High Yield y un -0,5% del Investment Grade, principalmente debido a la volatilidad de tipos. El fondo est&#225; s&#243;lo ligeramente por detr&#225;s del &#237;ndice con un +0,2% bruto MTD. 



Para el comienzo de a&#241;o, esperamos, que despu&#233;s de unos meses de alt&#237;simos vol&#250;menes de emisiones primarias, el ritmo se mantenga y, sobre todo, que el flujo de reducciones de m&#225;rgenes continue debido al gran soporte que ofrece la fortaleza de mercado actual. Asimismo, se espera que los recortes de tipos por parte de los bancos centrales contin&#250;en, pero a un ritmo menor que el esperado al principio, y que sean generalmente favorables para todas las clases de activos. 



En general, seguimos siendo constructivos en el producto flotante, con una previsi&#243;n de rentabilidad positiva (aunque inferior a la s&#243;lida 2024) en la horquilla del 5%-6%. Se espera que los impagos sigan siendo relativamente bajos y manejables. Como siempre, mantendremos una estrategia de inversi&#243;n defensiva y conservadora en el incierto entorno econ&#243;mico actual.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIL_S22024_V-87605481_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIL_S22024_V-87605481_da">La remuneraci&#243;n total abonada en el a&#241;o 2024 al personal de la Gestora fue 22.084.940 euros. De esta remuneraci&#243;n total, se corresponde a remuneraci&#243;n fija 8.918.509 euros y a remuneraci&#243;n variable 13.166.430 euros, de la que 6.033.997 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 125 empleados (a 31&#47;12&#47;2024 hab&#237;a 88 empleados). El n&#250;mero de empleados beneficiarios de remuneraci&#243;n variable fue de 93. 

 

A fecha del informe la remuneraci&#243;n total abonada a los altos cargos fue de 12.588.610 euros (19 personas son altos cargos), que se desglosa en una remuneraci&#243;n fija total de 3.777.148 euros y una remuneraci&#243;n variable total de 8.811.463 euros, de la que 4.368.633 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 20 personas y han recibido una remuneraci&#243;n total de 12.760.268 euros (remuneraci&#243;n fija de 3.900.739 euros y remuneraci&#243;n variable de 8.859.530 euros, de la que 4.373.700 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_S22024_V-87605481_da">No aplicable.</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fil:DatosFondoCompartimentoFIL>
</iic-fil:InformeFIL>
</xbrli:xbrl>
