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v9+Y4x5G60rtuFC3m3IxUpN/2ASUn8IldcQNDlJJ0A8hpWXNvSi642+vblfbv167Pnn2dffqmOwOGx2Kema//OayttnTMA3CQPPMCL6DPPlGeXFF1b9+rFe+pdQU0ukr6rS+RjxyB3yN0wqB+UjXnPRYH/kd0xSNkHPTPA5FDdU6OGS79Ti/7++/n9vLw8fiVNVycnT/K2f1aW7XKEbEZtMrrI9knfDuQOXMhd1bc+9WN3e1a1TrS5+wTyDAQAdIVRuzYfbEPN/FdeuaVxrlRVrF5tu14p82a1eOqN9qHLiG++4ftTiOvLHcgdaCMejiXF3zGYFVx0t2dd6/Ox244gz0DgsXGj7jMpycGmrvaZNQtyBzeAeDLWk86W4CTIHQQ2BQXK4OPdu9miRfzZhchIPiyCGtqFhXz8T3Q0D6GNdev4PBDU/PfiI2MDB0LuQBc6z+VyX/4VcgKAG+HyZT5O+oMP+JPGzZrxeZaGDOGPCt91lzIrX+3aymhs8apZk9/4PXiQP6v13HP8Oc2PP+bViYueGcgd3Cp3W2dtqzWY3TWMt+JxZxUAfwByB7fKq4vtxk1uOYwsAQByh9yNT+ElO7k/9BqyBADIHXI3C5d/5tO+81U+hiMzAIDcIXcTMfZDu1WfAACQO+RuBo6eVdYyvGsYK/ov8gMAyB1yNwXbj6pWo12D/AAAcofcTcFVi23xqV7pyA8AAlLuFoslJSWlsxXauMXFOoCfIOXeZgoyA4CAlHtGRkZiYqJcZi8rKwtyNwF789lLCzDgHYAAlntERIRcIJs2nBfIhtwNSvYeRe6T1iIzAAg8uYeEhLh5C7kbmsaxXO53j0BOABDYci8pKXGWe15eHpk9Ozsbcjcciau43FtOZK0ns6gM5AcAgST38PBw2S2Tn5+Pbhkzse0Il3vTeKV/5tVFyBIAAkbumZmZCQkJ8oYqvYXcTSZ3MRsBvR7DM6sABI7cLRZLampqaGhoWFhYWloahkKaiZ3fc6eL5ffo9a93kCUABIzcPQRyNyKnLnCnVyx9WrXVRGQJAJA75G58dp+wmwT4zmHIEgAgd8jd+FwoZpX62+ReuT/76iQLX8T2FSBvAIDcIXcjM309qz2EdX1L8XsVa//7bTHIGAAgd8jdFFSJtGvCF/+KLAEAcofcTSD3aLv+9+TPkCUAQO6Qu/G5+ht7KJ7VGcxqD+ZyH5SFLAEAcofcTUToLDytCgDkDrmbjjfXc7mP+QA5AQDkDrmbiFHLudz/MJIv2AQAgNwhd5Ow6AvlnmrkEmQGAJA75G4W+JNN1mGR7achMwCA3CF3EzFoKRbxAAByh9xNx5r9ymyRAADIHXI3D2cucbnXwzxiABha7sOHDxcbFoslJSWlsxXaEFO3awZC7qaH5N5kLLIBAGPKvaSkZOvWrcHBweJtRkZGYmKiXHQpKyvLVSDkHghyrzME2QCAkVvuUu4RERFyuVTaEMulagZC7qZHzCMGADCD3ENCQtTh4q1mIORuehqOLFvuRVfYgPfYpm+RWwCUt9yDSylT7iUlJc5yl4GQu+kR04e5Z0Am3+eheOQWAP7dcg8PD5c9MPn5+aIHRjNQTV5eHpk9OzsbcjcTYtXsy78ob786yZonsuH/tttHTFRwz2jkFgD+LffMzMyEhAR575TeugpEy930NB7DxX3qgvL2bmsvTcX+dvuMFrPQjEJuAeDfcrdYLKmpqaGhoWFhYWlpaXIopHMg5G56gpO4uI/8pLz963TrInyRdvsMWaoEYtkmAPxR7l4BcjcZ4obqO9vY5Z/ZnE/Zo+OU2cSK/mvbp/9iJTDzS2QYAJA7MAL3jObWTt2sGLxif8XjPd9mBf/Hd6g1yLbsKu0DAIDcgQHoPJdbO+cAX5JJvbZqRevrqsUucORyZBgAkDswAv2sDfb3drKZn9h5XLyCZ9q9nbQGGQYA5A4MJfepH2vIvfYQZaOStbumwQh24jzyDADIHRhH7tQqd5b7Y+OVjbtHKBvPz0OeAQC5A79nUBZX9oKtbPwqu0a6eN0xWNloPFbZaI1jDgDkDgxQ4KwN9sRV7Mkpir6rD9Rownecwd5YyzcGZiLPAIDcgd/z9JuKvh98jf+tO5T1WcAqR7HKkTaz3zOar6b93k6+3Q+jIQGA3IH/02Ne6b3TwcqYSMGM9az6AOWjbUd4COQOAOQOjMTtA2yN9E8P2cLfXG8n9/dz+Xb4QmQYAJA7MAJNxtrkfqHYFj5smZ3cNx/m2yGzkGEAQO7ACHQs7XavHmMXPqO05X70LH+bc4BvV45k1aIx2h0AyB34PU/NUMx+9TfHj8SwyN0n+Hb657YG/pufsA0HmeU6Mg8AyB34Kx2s0/zSX2eokS7lfuqiTe63xfC/czYi8wAoP7mfPn06JiYmJCSE/p45c4ZZp25PSUnpbIU25HzuzoGQeyDw91nc1G2naB3uoyx7r7JN7Xr1tGJ8LsktyDwAyk/uo0aNEmvj5eTkDBgwgDYyMjISExPloktZWVmuAiH3QCB0Njd1+2ll79kikd09yqb49M+ReQCUn9x79epVUlLCrMteh4aG0kZERIRcLpU2xHKpmoGQeyDwN+sNVfrrCWK6AvF6bycyD4Dyk7tk9erV1DanjZCQEHW4eKsZCLkHAkt3sYfiWfYej3b+5Bub3Bd9gcwDwIdyDy5Fhvz0008JCQmi18VB3NScd5a7DITcgQN5p21yn/ox8gOA8mu579+/Pyoq6sCBAzIkPDxc9sDk5+eLHhjNQLuzOi+PzC667yH3gGVvvk3uDutoAwB8Kvc+ffqcO3dOHZKZmUkNeXnvlN66CkTLHThQdMVuTuDLPyNLACgPuf/yyy/BKrp27cqsox5TU1NDQ0PDwsLS0tLkUEjnQMgdOJO8iVXuz4KsQ92Pn0N+AFBOLXfvArkDwZ9e53LfegQ5AQDkDkxEHevyqtSKBwBA7sA8/OUNLvc31iEnAIDcgYkQM9J0S0ZOAAC5AxMx1Drbe8X+7LsfkRkAQO7ALMh5CKpEITMAgNyBWSj+ld0+EHIHAHIHpuPMJS73hiP9OpFhc1i94ezgDzhcAHKH3IHHiJ4ZfwZDNgHkDrkDyB0AyB1yB5A7AJA7MCVVIrk6/XmlbMgdQO6QO7hhmozl6jx1AXIHAHIHJqL2YK7OE348NyTkDiB3yB3cMFWjuDp3fg+5AwC5AxPxh1HolgGgnOR+8uTJ8PDw3r175+bmihCLxZKSktLZCm3IxTqcAyF34J7HJ3J15p2G3AHwudyjoqLy8/MLCgp69uwpQjIyMsRi2WJFvaysLFeBkDtwT3ASV+c2P16yA3IHppX7zp076W9RURE13kVIRESEXAubNsRa2JqBkDtwz6PjuDpXfQ25A+BzuQu/BwcHDxgw4NKlS/Q2JCRE/al4qxkIuQP33DWMq3PGesgdAP3lLpfDVgeWlJSsXr2a/O4gbgp3lrsMVJOXl0dmz87OhtyB5O+zuDpX7IXcAfBty3369Olkagdlh4eHyx6Y/Px80QOjGYiWO3BPv8Vcne/thNwB8K3c4+LiFi1a9Pvvv5PZMzMzR40aRYG0kZCQIO+d0ltXgZA7gNwB8Ee5X7x4MT4+PtTKhAkT6C2zjnpMTU2lkLCwsLS0NDkU0jkQcgfuGZvN1Tl7o/+mUDxDm7oZxwqYS+5eB3IHanq9zdVJf/2W6gN4CpftxrECkDvkDjym61tcnc/M9N8U3hbDU/jBVzhWAHKH3IHHvLeTqzPiXcgdAMgdmAiSJqnzqemQOwCQOzARi75QFmMamw25AwC5A7Ow6VtF7n95A3IHAHIHJmLhdm7PvosgdwAgd2AixD3VfoshdwAgd2Ai1vyH2/O5ZMgdAMgdmIh3tnF7NhoFuQMAuQMTkb2H27Nyf3ahGHIHAHIHZuHwj8qAmdX7IXcAIHdgFizX2e3W+Vt2fg+5AwC5AxMhVlLdfBhyBwByBybir9O5QB+Kh9wB8Lncjx071rlzZ+U62mJJSUnpbIU25HzuzoGQO/AEsZJqxf6QOwC+lXtRUVFERIRcVTUjIyMxMVEuupSVleUqEHIHnvDeLi7QukOUt8W/Qu7ALwidzf48nheASv3ZgEx24nzZX9Fv0Jf35U6yjoyMPHjwoJQ7iV4ul0obYrlUzUDIHXiIGDBDJK7iG+2mQu6gnHniDaVYytd9se5aHv8pYB2mK3u2msSqRfMqoWoUyz3hl3K3WCwjRozYuZOvcSnlLpbJloi3moGQO7hRuYcv5BsP+03/O+QemKRudjS7eEVYJ0G6Y7DSnH8+jQ3KYu9sZxPWaO/Pn75O4UPCLv/iB3IPLoW2p0yZsnbtWhnuLO6SkhJnuctAyB3cqNwffI1v3D8WcgflyZr9NjtXVJl69HL+acX+LlXu/Gocq8SwNs+fWu7BTly5ciU8PFz2wOTn54seGM1ANXl5eWT27OxsyB24cujV39gDccr5ALmDcuT9XH7caw/hD2F8fZp1eYsvKUMhk9bwTyu5ljt9RKVXbHeea/dR3aHs9Y9YzkHWaTbrOINtucGxvzoOhZQt98zMzISEBHnvlN66CkTLHXhIk7G89H92mDUYwTdajIfcQflw4jyrMZDVGcKPe58FtvA31/OQhJW2C81KUXbuFrdSqYHyj3lKyKCl7lr0NQazylH8tcazZ7N9IXeLxZKamhoaGhoWFpaWliaHQjoHQu7ghhzaZrJS7h+fCLmD8uHgDzb//lnVyBhqb+rKkXzPhV/w/vRlu1nGTtueZPnwhWzKOlZwUemQafWGXd+Ow6tKJNubz+fhuGopJ7l7BcgdaEJtJSrl94xRivsTflM0IPdAY9dxm3bHfGALf2mBY/fLDTH1Yz5yplqMuy6du4axg2cgd2AuOs7ghTtogFLKHxkHuYPy4b7SHvM2Uxw/enc7G76Mxa5g8SvYvlM3GX/BBTYmmw/5vfwzK7ykcW82ew/kDkzEg9b7qDVK5d4Eo2VAebDxkK0R7RtGf8Dv2dYcbJN70gbIHZiIvyUpgxNE+a41CHIH5UDyZ0oJ7DHP1z/dcKTy02JADuQOTMKo5bxYV4uy3a2C3IHvmfOpdoeMbzj8I1uwlZ25BLkDE0H2FE4XqzLRX8t1yB34lCU7lEdPO87wx+RB7sCQbDqkTAwp+mTo76mLkDsom6u/8duSXkGOVozJhNwhd+Alin+1G0FMf3efsDuBy4vq1nu8mV/iEPkjcrTJ/tO3GtXBM7YSuOEg5A65A+8hx4TVG87/Hj2rhFfqf8Njir1ITetlxOyNOD7+yCvvqB74HMgbAXM28iGGmpw4zwebiweFeqaxSpEsKIZ3cws+3MsjqRrFlub66T8LuQOjIufhazfVbklVEVhejXfI3W9pP43dO9r+gf6BSuee8w2bN9crTw89N8+ukf60tXs95TPl07tH+O//C7kDo5J7gp9g1aKVMWGVI9mi7dzp4iQ8dQFyBzZkwdB8ObS+07fafVp/hG27rXVgTPXSByxaTIDcIXegG9VjlDPt9gH8Ulpsv7QAcgc2/jpVW+vipmjSerud5212ueedQ20hpPgvv4fcIXegG3JyD7rKfmq67VR0P60S5B44rP+GT9JimzB9DH/wR2wHRfO/C7ba7S+mGq0abWf251MddV8uBQxyB4HFurzS6ZkibedeVnnc6YLc/Y2Jax2lnP45D39pPl+Gt3micl/UTnn9lOW95HBb2nPLd3bzMo7+wN//ccgdmATn62jfPxEOufshYz6wKxV3DLb79MkptlW9BGKUbaX+7FgR7+U79CN77UP2zRk27iPbXBf6rWoNuQPgSAPVXS9xi3XIUsgdsPd2qobHDOC9K2pI5eLuKHlccOqCUoQcoB0ajmDPzPSXZ6HLR+7vv/++XGZv9uzZFoslJSWlsxXakIt1OAdC7uBWaDRKWatspHXmmT8nOhWno3w83Jr/QO4BxNSPbXLX9LJ4qHjlPl5s3ljHlu5S7t8YHV3kPmPGjNxcW39nRkZGYmKiXFEvKyvLVSDkDm6F5E38KvvgGTZzg92q2W9v4R2vxN9n8fAO0yH3AELeO3XoWJeItQG6vKXsJjYeeg1y12LcuHFy8WsiIiJCvqUNsRa2ZiDkDrxC7gnlRCXdVy29xfrYRKWN1vYNyD3g5N52istFLVpNUm6Zqrvme6dD7lr07t07Li4uJCRkxIgR586dow31p+KtZiDkDrzC4R+VU7T/Eo1VylrqueAq5O5v9F3Ej8isT1zu8OBrGnfj7x0NuVuRPezK1XFyMjXGS0pKVq9ePWTIELW4KdBZ7jJQTV5eHpk9Ozsbcgc3QQ/rqOT6wzXk/mAc233SCz9xtIh31ELufs7jE/kRCV/ocofCy7b5HR96zbrdn08wALk7QqZW3x0NDQ0NDw+XPTD5+fmiB0YzEC134C2enWNdzSPaNlTZYRT83lO3+hNiwrJFX0Du/kvjMayi9aBPXONuNyn3Iz+Z53/3vtyvXLnSp08fIe6cnJyEhITMzEz6K++d0lv6SDMQcgfeot8S22zAQTG2EcpS7psO3epP1BmidOtD7v4JXVfJw+1QBzvw4nxlt4IL5vn3delzP3DgALXEQ0JC4uPjL1++bLFYUlNTqQkfFhaWlpYmh0I6B0LuwFuI0cri9acEZWPup7bAvFue0Rty90O2H2XNx7F/vs23J66xHW73jx0VXOSXd/Q6ewVy99mhgtzBTXH2v7YTW/S3ikmA65QuG7/tCORuNvafth30d7crc0G7GQSppvhXVnTFVLkBuQPTIs/zJfaX5MFJkLs5Wb7H7s55tdKZv+oPD8TcgNyB+eW++TDkbn7EE2r8/nmkneJHZ/NeF8gdcgfmoWmC9s20Pgu8s4a1kPucTyH38mTyWrZiL9/4W1LplI1RdnJ3tYoe5A65A6Py5/HK6S3nhBI8bbUAWbj411uKX4y9mQu5lx9Tc2yTxrxQOt/6fWNVzyKNCdzMgdyBadlfwB6bwAY6zVp01zDlzO/6Fp8fauaGm4xf0+OQuy95dJxyKM9csh1WujLr9TbfaBIb0JkDuYOAI+cgHz4hl9rpOANyNypy0bsjPymzCPRI5QskdXzTenE2MKAzB3IHgchfp9mu3Ju9DrkbEst1W2v9qensD9ZJ/I+f4x+J55OpXQ+5Q+4gsDh4Rnl4lV51hkDuhjS7+nljud5p4SVlh/2nDbOqBuQOuQNvEqRaMdn9xCOQux+yu3RWZ/XEcJ48rAS5Q+7A5HRLtnmh/xIecu9oFhTNV86E3A0k99X7bdN+VYHcIXcABGOyuRSmfsy3xbIe24+W/S0xhhJyL0cmrrY+ejqCb/9xjCL3P8YiYyB3AEShss4tNcnaLRNk7bdd/XUZX+kwne+WsBJyL1e5Ww9cG+uiWmev8DW2gmLYl98jYyB3AFRyH7+Kb4tF+Mp8cvXheKUnB3IvR8Sy1+LAAcgdAEfStlifZkrm22JNjy3f8e3cE3ytPk3Eyj495kHu5UDxr6xnGnswXrlfMngpssTnck9OTg4LCxs0aNDFixctFktKSkpnK7Qh53N3DoTcgY8Zb+26rdTPWtCt/bZr/qMswRoUfTNyF+Pzpn2MrNWFF9Ls5o15dg6yxLdyX7lyZWpqaklJyfLly5OSkjIyMhITE+WiS1lZ/HlwzUDIHfiYQVmKJqhJKDaoLf+tVe4V+7EwLXe0nmwdmBGptPSX7LD7tIr1rmwiugv04ek3bWYPimHfnEGW+FbuUVFRpGxmXU/12rVrERERcrlU2hDLpWoGQu7Ax1iuKxf43VMUZfR9l33+nc0gzpOL/eUNu8ajw5STInDSGmSt99l/2vboGb3aTUWW+FzuXbt2TU9PDw0NjYmJOXPmTEhIiPpT8VYzEHIHvqdFop2su89jj6pCzv7Xcf+H4u32f3M95O4jojNKZ2zvzzvN3C+LCrwj9+BS5NucnBza2LRp06BBg9Tipra8s9xlIOQOfE9ze7lX7Gf39pTTisn/nG+3g4PHIXf9eM56dXXnUD41GCiflnu3bt3kNrXfw8PDZQ9Mfn6+6IHRDFSTl5dHZs/Ozobcga7IaWMdXvWsk1IdKnSS+9uQu08puMiOWh8bfnoGz9t/piNLyk/uSUlJq1bxO0pr166NjY3NzMxMSEiQ907pLX2kGYiWO/A9z6dqy73GQP532W6n69QkyN1HLNnJxq1SrqXor+hwn4KRSOUo90uXLg0fPjwkJGTEiBFiKGRqaio14cPCwtLS0uRQSOdAyB34nqemO2pd3GIVD6y+9mEZcg+K4QsxB89UlnOD3L2IelIw+VqXh4wpP7l7Ecgd6I0cBEnX+2Kj1STeSPzDKOXe3dGz7uRuG7wxBXL3DkX/VXpgNF8OiyYCyB0Al1QfwK2R8hm7+ptt7OOUjxWbDH1fQ+4VnaTzjxTI3Tu0muyYt1WjWeUo5ToJQO4AeIqrOQPutU43+HyqR3KPzoDcvcOL6Y4jl562LoW4/SgruIDsgdwBuGW5x69Qhs3INX1oQ9zWe3c76zy3dC2nwfxvv8WQu3eQjw13S+GXU+9+wa+oAOQOgNfkHvOeYplqUTa5i5CsL/nbvu+yuA/Zezshd29COUl5+Jc32N58ZAbkDsAty33Opxof3Vm6BPPL75SeD9a3u0/Y9sk5wEOeS7Z9WnMgH0JTdAVZezO0m8rzMPNL5ATkDsCtUXeIS7mz0qmAH4izk7uaTYd4yGMTbJ+KzuLquPt3U9S2dnPNWI+cgNwBuDXqWOWevEn7UznaOu5DduYS37h3tN0O9EXe8z7EJnf5QmfxjUI5JjL8q5PIDMgdAD3l3qZ0GkhqUZ66wDeajLXb4YtjPLBZgobcxZNNwHNW7lMufeRNbAC5A3CTDMpizV5nx86624EvxzxcW+7qwAplzTvmPxRdYX0XsY/97IHPYcusS12PQamE3AHQnxPn7WYm8ETuFf1V7u/u4P9FtSjWfJxGF1P5krpFyb37xqLQQe4A6I/lut1TSw5yv1CseL/wkrJD0wT2h5HW9fZy/K57gVrr6muLatEsY6e/pK1n6Yyb8z5DoYPcAfAJVVRrALWZ7HSSWMM3fKNsrNzHnpikbHeY7l//yMxPNCZsofrJHxDLpGBSX8gdAN/xzQ/KVGL0emSc3UdXf1PCR/zbdh9VjJ0XTWO/4qXSxUbqDrPJvf00/pztLOtjXImr+FXIcyk+TdVXJ9n9rym9Xm9vRXGD3AHwIXLaSGdfN4nj4Q8n8L9/GMlD6qnUqX7iqdxp9rqSqofj+Sxp949VJr/kixwN4zu8YJ3g/v443yXpBfv1T9bsR1nzV7kH22OxWFJSUjpboQ05n7tzIOQO/JklOxT7UOPXgXrDbW56fKISePAMq2Vtv9One0+Vf/ot19myXD71vEjnmA944J1DrdMuWudc/NPrPESIXs644AMajrS7Ee28KDnwu5b7/v3709PTMzIyEhMT5aJLWVlZ9JFmIOQO/Bkxh4zmGJi0zbY7rk+oeuTvHlG6pscAdtcwtmJveaZfPRN96mYlsOObtsAqUXx50ipW0VeO9FGqSOWdrPUN5U/z8eylBShofi/3kpKSUaNGXbt2LSIiQi6XShtiuVTNQMgd+DNiDhl6FV7SUv8uftO15QS7hueCbXbDbP4YW57p7/KWRtdHdIZdl0ir0vvAd4/UKxl1hvCLg2fn8DlkZn5iy5/VX6OIGUTuK1euzMnJoY2QkBB1uHirGQi5A39m1dc3M6nA5Z/tFvDbfqx8Ej94qd2qdXJ4TI95GksMKkuED+et+EVf3FKrfNtRx8GgFVXPAdw+wPZz+0+jiPmf3GX3urrZHhMTQ38dxE0hznKXgZA78GdyT3D3Nbrxp37UjXfn/nrfUH+4rVNbPaNZm8l2Wq8W7ThK8m9JfEq1qxZPazJS+fajLHQ2ez9Xmdeh5kD2zRn+KdUoZHDNxfNuwyRrRmm579q1Kz1dGa0aHh4ue2Dy8/NFD4xmoJq8vDwye3Z2NuQOjM5jE7g6Salksf6LyycNnUv7ZJbl2nUckY4bjFD0Kmay1JTvzE/cRf74RGUNPB7DAI2FrSkH1vxHufdgCy/dLSiabTiIYmIQuU+dOnXPnj1iOzMzMyEhQd47pbeuAtFyBybmuZTyHPYuVwd0fl7pxHk+4eUzs2zaHZvtaGfydeYu9uxsbv+oDD4vzQtp7LHx7MkpvCv/3tEu17MWr2fnsG7JqqfApvIbp98UKtWAqynbgD/KvVevXnJ0o8ViSU1NDQ0NDQsLS0tLk0MhnQMhd2BiwuYolly6uxx+XayA8ck3LneY/alNvmLQp0MXzT/mKSE1B9ruu5b5qli6lJU6tpdLh8Rc/oXt/B5Fw1By9xaQOzANAzJtdlvmc79Xi1ImSHBF0X+Vnpmq1hHuxb/y3vM7BtvS3GAkqxKtmFp0prt5yZ6Ze7Qa9ZhgAHKH3IF5EPOLidczST796aIr7gZxSsjmY7L5+BbJjPX8sdVagxztXGOgsvH6KlartAJ4bCKrO1R50nXrETY9h0+VXHiZVY6yffHJKWzqOk9vzwLIHQBjIB1Xf7hPf3dZrq1JfhPsP82faXJugH/3k9LGn7yOr1gi6zDNGMRXkjHdI+QOuQPzcdcwdru16+PJqT793X8t5D/a+BYeoTr8o9LTItvsFfvfWAzTctiw99Fmh9whd2BSdp/gZmznQ7knrlIGO3aadUvxZO9h4QvZdz8qk8+EzMbBhNwhdwBUTWAxi8uiHbr/VtEVu+7ycR8h+yF3yB0AfSj4P5ttV+s5t+3V3xxHqmz8BtkPuUPuAOhGRdUDnJPWutztWBGbv5VXBrUH857upgmsarQyT2+ZXCjWuAX66SHkPeQOuQOgG1Wj7Z7xcYVY2E8917mYHsCTRVlfW2H7ihieSD9EtQWA3CF3APSCmtXVB5Sxfun+H0rnXYm54fVOw+bYTVX22WFkOeQOuQPgE3qn2+S7cp+9mufyJ0Ur9nf58GffRWU03ivaPya6BXKH3CF3AHzDVQufB1FMpvjpt0pg8a+sV7rGxCy2t6XGX7rLZcyff2d7iDR9Kzv4AzIbcofcAfAtYmkksbBcwkqNRrr6iSHeEi+9R9pigss4xSJ5mB4dQO4AlBvi2SIS95bD7MF4xwZ7UDR/YmhgJl9o++4RPDAouuynQ0U18OdE5C7kDrkDUE7EfqjIuslYu76Xd7Zp7//FMdZ2qrLbifO28CensjsGsRMX2MZDZYzAAZA75A6ALxAN7dtKh8S8+E7ZIx2rRNkWMHp5Ae+pd+iUrxKJfAX6yH358uViFY61a/kTGhaLJSUlpbMV2pCLdTgHQu4g0BADWpQu9f4erUatHvlOtUL9EY499e2mIV+BPnInsxdYoQ16m5GRkZiYKFfUy8rKchUIuYNA475Ym5Q3fevRVy7/rDH4XY6rqTmQL7sBgI5yP336NLXK6W1ERIRcC5s2xFrYmoGQOwg0Vu6zCbroiqffulDMnp1rW+2oUiRbncfujWX3jiljOQ4Aud+S3JctWxYcHNypU6fly5fT25CQEPWn4q1mIOQOApDtR/l863Ef3vAX5ewxfxiFXAT6yD24FNpOSkpatGjR71ZoY/bs2Wpxl5SUOMtdBqrJy8sjs2dnZ0PuAGjy4GuK3F9agMwA+rfcnZvk4eHhsgcmPz9f9MBoBqLlDoDnNI1XFs/bhOkegQ/kPmrUqCVLloiWe0ZGBr3NzMxMSEiQ907pLe2mGQi5A+A5jyZam+3zkRPAJ3K/ePHixIkTQ61MmDCB3losltTUVDE4Mi0tTQ6FdA505sCBA3J77NixkwAAAHgANay9LHcAAACGAHIHAADIHQAAAOTuOWJwpIdkZ2dv1xNDx4/MQeKROaaPX33D0lQtd/UwG8SPzEHiET8yxyRy96TWCtj4kTlIPDIH8TP0uQMAgCmB3AEAnPPnzyN+Sfv27cWGxWJp2LBhhQoVWrRoYaD4DSb38ePH161bt7KVevXqxcfH44T0zTkvCl+HDh1kYPXq1Y0Sv6RRo0b0K82aNdMpo4weP51WuhYkY8UvY6NsF8/YL1u2rHnz5kaJ30hyDw8P7969u6ycaaNLly6Rkd5ZlqZx48Z02lS2p2rVqt5KvKHjJ/MuXbqUNhYuXBgWFub1E0nX+HNycqieqF27dtOmTVesWMGsk9/JRlOAx1/BiiwwYtuLxdLQ8csSSNGKjevXr3sx8XrHbyS5BwUF0fWLOuTatWtebN/t2LFD1/QbN35Z+Ih27drl5eV5V+66xk8lpLCwsKioSP4KlSIqS95KvKHjP3bsGEWbm5urU8va0PFTbCdPnqRGJLWmRZuSDkS9evWMEj/kDjzqDVi8eDE1K2i7uLiYCqX4a4j4a9WqRacQbRw5ckS2j7xYbIweP51ENWrUENcEenSbGDf+uXPntmrVqkmTJnTZ1KFDh6tXr6orEv+P32DdMl26dLl48aJ4S20ZypFXXnkF8tWbn3/+uXHjxqRgeYlAxvHiiaRr/NQmotbQ8ePHpRlnzJjRunVrbyXe6PELyDLJycn69YkbPX5ZkRgrfiPdUI2Li6OCXtUKbUycOBHmLS+uXLlixPhbtmyp3w1JQ8ffq1cv73b4mix+I4KhkEr7yNADQnw24AQAOMEo52wF5DUz+IAQveM3dClHtY3MCUwnGEnuuuaFoQeE6B2/oUs5qm1kTmA6wUhy1zUvDD0gRO/4DV3KUW0jcwLTCUaSu655YegBIXrHb+hSjmobmROYTjCS3H2QFw4YdECI1+M3dClHtY3MCVgnGHu0jN55DUxZ86HaRuYEAhgKqaD3rGRGjx8AOMFY8WNWSI6us5KZIH5Dl3JU28icADxnGWaFFOg9cY2h4zd0KUe1jcwJTCcwTBwGuSPxyBxkDuRuWrnrPSuZoePHKYrMCcwLVkM7gWFWSInes5IZN35Dl3JU28icgHUCZoUEJi/lqLaROYEJhkJyMIMSAMBk5yxmheRgBiWzlnJU28icwHQCw6yQSi5gBiWTlnJU28icwHQCw6yQAsygZNZSjmobmROYTmCYFVKAGZTMWspRbSNzAtMJDLNCugEzKJmglKPaRuYErBMwK6RyTRcdHf3DDz/olE6jx2+ymg/VNjInEM5Zw8hd77ywWCyHDx8ODg7u2LHjkSNHEL85SjmqbWROwDrBSC13vfNCUlBQMHz4cPX4qgCP39ClHNU2MicwnWDUbhm989rLVWiFCoMHD2amwNA1H6ptZI6HtG/fXtYfYjR9ixYtjHWq4glVjt5PW1SuXPnrr79u0KBBZmamCfIKBUZN27ZtL1269NNPPzVq1IiKULNmzZAnznTv3p0y54EHHjBKguWNWTqs4rRdtmxZ8+bNvfgTffr0qVWrFmULqYb8k5ycHLhy129ifr2ftpBRpaen0+Hs3bv38ePHHSa0uxUaN25MRaSyPVWrVtW10BuolOsHVdiLFy8WRWjFihVCAd5VmG/W2NKjZqKkimRv3rx52rRpFDJ58mTZIvbzNpks53I0/fXr1714TlFtR0dW5MmUKVOuXLkSHBwsQgJO7rpOzK/30xYOUR0+fLhVq1a1a9f2Yv7s2LFDr4s7K7LOENtGKeV6V3syKvUh9mLJ0bXY5+TkkAqpHDZt2lTUTElJSV6Ub1BQ0A8//FBYWEgZcu3aNWadkpcCDdEmo3hOnjxJGU6tdZH/9I9Q5eqtxFPOizy5evWqqJCKi4tr1KgRiHLXde5mvZ+20KkR7RuOHTtGfszNzdWp5a53Kdev2hPyjY2NpQT369dPiGbBggWPPPKIIYo9xUPCKioqko0b+i0vypeiKigoIEVS/HRwvS53Xdtkc+fOpRZYkyZNqPKjKwNKv/os8IoTRLFXXxB4VxSQO8f3T0MYC8pqsq1o3Hk9W3xQynVl3rx5VHIofyhn6G9ISIhRij0VcjIvbchxJnQIvHiraeTIkXQcRbfMjBkzxMVZx44dvdiVpPcT/A4578XYqOag3BDlR/TjxcfHUxUVoN0yei9c4oDeT1sYDiqOycnJXj95fFDKjYuuxf78+fP16tU7fvy4NDspuHXr1nr8Iz169KCS490bkkZvk1FWU2qbNm1K25cuXerWrZt348diHT7CN7fF9KZXr156tKn1LuWGxmfFvmXLliYY6uPFNpnRz1kMhfTFgdR7GXhfjpbBkTVltY02jY/PWR9kDuTuiwPpg5XOdb1taFw/6n1kfaAAtGnKBb3PWR9kjmHkrmvj1OjLwBu65tM1fqMfWV2LvdHbNHCCeVru+jVOfVBL+/husIEyR9f4TXCKGrfYGzpz9D5nIXffNU71lq+ut8V0nR7P0ArQ+8ii2jZr5uh9zvogcyB3w8tXoN/0eEb3o96jTYw7iMvobRpd8cE5q3fmYD53w8vXGa9Pv2dcP2LKchO3aQw9nzsW6/BdXhtavrpOT4pT1Kzxm6BNY+j53LFYh+/y2jeR6zH3qd7Tk+IUNWv8hm7T+Cx+H8xXjMU6fIEeB1LvuU/1np7UTH40VslhPpwv3rg5rwd6n7M+AHL3xYHUe+5TvacnVWO4xTp0nSxe75Ljg/nijXtkdT24ep+zDE+oSvR+YEHXA6n33Kd6T0+qeZVglNa0rksi6F1y9J4vXtcjq/esGLoeXL3PWTyhaoeuT3PoeiD1nvvUGS9OT6r3Yh26KkDvyeJ9oAD95ovX+8gynWfF0PXg6n3O4iEmH+FL+eox96mu6L1Yh64K0HuyeB+UHP3mi/fBkdUVn60EoMc5C7mXA4aTL9N/gW9dF+vQFV9OFm/EkmPcI8sMvhIAnlA1D7rePNF7gW95LumxWIfeYLJ4sx5ZvQ+u3jc88YSq7/Ja11pa15snei/wLdFpsQ5U2+V1Tab3kcU5W45UQF4z/W/r692/5uPFJKEAnynAN9dk8KPvz1mH81ePJxiwQLaCrrf19U68oReTRLXtD9dkRiz2hp7PPScnh2KrXbt206ZNxT2PpKQk7z4kBbn7yF++n/vUW4tJGt2Phq62db0mM/qRZUaez53yobCwkKKV9TfllXcfkjJStwzmhi4vDO1HQxdLva/JdD2yOGfdQMfx5MmTtCGn9KEqPHCHQhrajwAK8LdrMpyz5cj58+cpQ44fPy7NPmPGjNatWweo3IFZgQJAgNOyZcvAvaEKAAAAcgcAAMgdAAAA5A4AAAByBwAAALmXSy4AAEwEnAa52+SOTAAApzPkjtIAAMDpDLmjNAAAcDpD7igNAACczpA7SgMAAKcz5K5Padi3b1+fPn2CrYgQsR0SEhIeHr5r1y4RWFhYSIH5+fnyi/R2586dclu9oRmn+ovOyTh06NDQoUPVXyE2b978shXaECGDBg1Sp4FSNWDAgDKjClbhJuUO+xDdunXbtGmTc7I3bNhAqXJIrTqeF1988eDBg27+EffJeP7559V7Sr799ttRo0apQ9auXdu1a9fevXvL1aLp6wcOHJA7HDt2TDORN5oGdf68+uqrYgqw//3vf7T9yy+/eKs8e3J83ZQiNzjsf0Nfd5OBN/pFyB1y911p6NWrl/p0kiWypKRky5YtPXv2FIFLliyh0+ydd95R7xYTE6Mpd1dxuirx5JcRI0ZcvnxZHUi/ToFXrIwePVqIZvXq1eo0UKrIbmVG5Xxiu0q5w1f2799PjnPYYd26dc4/4fBFUiplgpt/xH0yfv7554SEBOlrCX3dIZ2UGxaLhSoS+XO0Q1JSktwhOTnZvdw9TIND3ZaWlkYb8+fPp9zwYnku8/h6S+63iJvY5LJTaLlD7uUsd2pjUlPXVcENDQ0VG9QSP336NBmEpC93i4+PJ/05e8F9nM4nBvlFzg0tobpEBpIrRQuOmorqNFCqyEFlRuUsblcpd67hZA7IHSIjI51/wuGLX331VVxcnJt/pMxkUG7369fPQ638/vvv6nTOnj373LlztE010Jw5c9zL3cM0OEQSFRW1Z88ezRTeCq6Or7hi6Ny5MyXJIT2Ut72tyEymj6hKkBnivuVOF0M9evSYOXOm87/vvKG5szph6os/+UUqMOJwXLx4kfJNM82QO+TuUu7BSazJWE9fwbaGHZ+FnAqZ7HxQF2UqkdOnT6eNr7/+esKECbSRmJhI2pK7UdEcPny482mgGadDv4eakJAQeT5rBtIGvRXblAbSikjVlClTPInK+ZTTTLnzablq1apx48Y5ZIvmTzj8Fv37cu5yV/+ImwyUX/RQ7tTgTU9Plzvs27cvIyODtjMzMymX3MvdwzQ45A/VB/SR87WF/AHWpImnL/vkuTm+lKWDBg1ySCRdFe2xIv4L8dGKFSscjpErucfGxlKRVndeudlw3tlNwuQ2HYuVK1eKaz5xXJzTDLlD7i7lXnMgq9DP09dtMXaRHD9+XN0alV2u5AvRnTp16lTh9F27dgnLy4JLxfS7775zPg2c43SjJ7X+NB2qdqJMA1U8ZDFPotI8sV2lXJ0J1IqU3S+ey138+5MnTy5T7m6SQXtqXuA75x55lmogarzLHei7ERERFEIta9p2L3cP0+AQCR0Fahqr7yvYUbMmFU1PX7fd5hCz8/GlC0GyJ2WdcyJFC91NUt3Lnb4ljo4ncnfe2U3C1H104k7J6NGjxRoXzmmG3CF3l3K//DM7dcHT14Vix3guXbrUtWtXzdOArotF2ZU3WunaWe5Gpzdd12uWbFdxOp971H5xrgbonKGzwrk3g06Jnj170sXBiy++6JwhmlFpnthuUi7fUvWmvlKR3TKkwjJ7Y2W3gKt/xH0yaM+hQ4eWKakzZ84kJCSoV/sTO8yePZvCU1JSmNv7gZ6nQR0JHQKqNqjhKfvrHaEa8dQpT18XLqi/qnl8+/TpI+7ta8q9xMrNyd2hrnW/4byzm4Spt+l/of/o5ZdfdpVmyB1y936fu+y4pGKqeRqsXbt24cKF8i35bvXq1erdyFaaJdtVnM7nHgmUpEyVAV0oyE+3bdtGLR2qSKjtTBtbtmyR+6elpZF0Fi1a5PyPaEbl6sR2lXL5liKhfUQHi9yBMmTIkCEX7JXkXHPIe9Gu/hE3yaDfJTXLesWNpKhJSH533oHavLQhWtZlyt2TNKgjoQIwf/58cSA2bNjg9VLtfHxJjufOnaMSRclQty1EDtA/69At47ncqZb69ttvRXZJ89KR2rRpk3MuOe/snDCqAKj4OXyR/qO4uDjZdeacZsgdcve+3EV7nNoU4q6a82lADU+1PvLz80XbU+6Wm5vrcBq4j1Pz3CMD9u7dm84r2cfNSkcQhoeHq81OnDx5kiJxkJqbqJyHOWqm3NU+U6dOdUg2+d39UMju3bur06z5j7hJBp3zJBFXB8shMzXvFrjvyXHeucw0qH8oIiJCVHj0l3znxaGQro4vqZakSQdi+vTpYvyS+vLC+Yaqm6xzOL47duygopKRkSFDdu7cSbFp9lM57+ycMDrEzhesdCLIulYzzZA75K5Xyx2AAMe7YyVxOkPuKA0A+AUOQydxOkPuKA0AAJzOkDtKAwAApzPkjtIAAE5nyD1ASwMAAMvsQe4AAAD8mv8PiABhGH8bo38AAAAASUVORK5CYII=</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_T32025_A-66558974_ia" unitRef="pure">4.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_T32025_A-66558974_ipp" unitRef="pure">2.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="SIC_T32025_A-66558974_ia">CA83615X4075</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.CAD contextRef="SIC_T32025_A-66558974_da">CAD</dgi-lc-int:Xcode_ISO4217.CAD>
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</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_T32025_A-66558974_ipp" unitRef="euro">127584.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_T32025_A-66558974_ipp" unitRef="pure">4.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="SIC_T32025_A-66558974_ia">CA8959451037</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_T32025_A-66558974_ia" unitRef="pure">1.63</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_T32025_A-66558974_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="SIC_T32025_A-66558974_ia">US45816D1000</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="SIC_T32025_A-66558974_ia">CA4528921022</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="SIC_T32025_A-66558974_ia">US2966501049</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="SIC_T32025_A-66558974_ia">US8261761097</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="SIC_T32025_A-66558974_ia">US2307701092</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="SIC_T32025_A-66558974_ia">CA54929M1068</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="SIC_T32025_A-66558974_ia">US2577012014</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="SIC_T32025_A-66558974_ia">US7493604000</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="SIC_T32025_A-66558974_ia">US0462241011</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:CodigoISIN contextRef="SIC_T32025_A-66558974_ia">AU000000CIA2</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="SIC_T32025_A-66558974_ia">US1265011056</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="SIC_T32025_A-66558974_ia">Acciones|CTS</iic-com:InversionesFinancierasDescripcion>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="SIC_T32025_A-66558974_da">F4082cm.png</iic-com:NombreFicheroAdjunto>
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</iic-com:Cont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<iic-com:NombreFicheroAdjunto contextRef="SIC_T32025_A-66558974_da">F4083cm.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-sic:InversionesFinancierasSICAV>
<iic-sic:HechosRelevantesSICAV>
<iic-com-soc:HechoRelevanteSuspensionNegociacionAcciones contextRef="SIC_T32025_A-66558974_da">false</iic-com-soc:HechoRelevanteSuspensionNegociacionAcciones>
<iic-com-soc:HechoRelevanteReanudacionNegociacionAcciones contextRef="SIC_T32025_A-66558974_da">false</iic-com-soc:HechoRelevanteReanudacionNegociacionAcciones>
<iic-com-soc:HechoRelevanteReduccionCapitalCirculacion contextRef="SIC_T32025_A-66558974_da">true</iic-com-soc:HechoRelevanteReduccionCapitalCirculacion>
<iic-com:HechoRelevanteEndeudamiento contextRef="SIC_T32025_A-66558974_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com:HechoRelevanteCambioEsencial contextRef="SIC_T32025_A-66558974_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-soc:HechoRelevanteNoMasAccionesCirculacion contextRef="SIC_T32025_A-66558974_da">false</iic-com-soc:HechoRelevanteNoMasAccionesCirculacion>
<iic-com:HechoRelevanteOtros contextRef="SIC_T32025_A-66558974_da">true</iic-com:HechoRelevanteOtros>
</iic-sic:HechosRelevantesSICAV>
<iic-com:ExplicacionHechosRelevantes contextRef="SIC_T32025_A-66558974_da">La sociedad gestora ha adoptado la opci&#243;n de forma voluntaria de continuar remitiendo a los part&#237;cipes la informaci&#243;n con periodicidad trimestral como se ha venido realizando hasta la fecha. Con fecha 8 de Agosto se ha producido un reembolso que supone una disminuci &#243;n superior al 20% del patrimonio, concretamente del 24%.</iic-com:ExplicacionHechosRelevantes>
<iic-sic:OperacionesVinculadasSICAV>
<iic-com-soc:OperacionesVinculadasAccionistasSignificativos contextRef="SIC_T32025_A-66558974_da">true</iic-com-soc:OperacionesVinculadasAccionistasSignificativos>
<iic-com-soc:OperacionesVinculadasModificacionesEstatutos contextRef="SIC_T32025_A-66558974_da">false</iic-com-soc:OperacionesVinculadasModificacionesEstatutos>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="SIC_T32025_A-66558974_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="SIC_T32025_A-66558974_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com-soc:OperacionesVinculadasCompraValoresGrupo contextRef="SIC_T32025_A-66558974_da">false</iic-com-soc:OperacionesVinculadasCompraValoresGrupo>
<iic-com-soc:OperacionesVinculadasCompraValoresContrapartidaGrupo contextRef="SIC_T32025_A-66558974_da">false</iic-com-soc:OperacionesVinculadasCompraValoresContrapartidaGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="SIC_T32025_A-66558974_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="SIC_T32025_A-66558974_da">false</iic-com:OperacionesVinculadasOtros>
</iic-sic:OperacionesVinculadasSICAV>
<iic-com:AnexoOperacionesVinculadas contextRef="SIC_T32025_A-66558974_da">g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 3.713,26 euros, lo que supone un 0,14% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia. Anexo: En conformidad con el porcentaje establecido seg&#250;n el nuevo reglamento de I IC,  las participaciones significativas de la sociedad son: 1 accionista po see el 52,86% de las acciones de MARSOT INVERSIONES, SICAV.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="SIC_T32025_A-66558974_da">1. SITUACION DE LOS MERCADOS Y EVOLUCI&#211;N DEL FONDO. a) Visi&#243;n de la gestora sobre la situaci&#243;n de los mercados. El tercer trimestre de 2025 destaca por una fuerte baja de la volatilidad c on fuertes repuntes en los mercados de renta variable global. Las bolsas de  los mercados globales subieron con fuerza con apenas correcciones a lo lar go de este periodo. La tasa de inflaci&#243;n interanual sigue estabilizada alrededor del 2 &#47; 2,5 %.  Los inversores mantienen el foco en cada movimiento de Jerome Powell y en las futuras decisiones de la Reserva Federal respecto a la orientaci&#243;n de l os tipos de inter&#233;s, los cuales ya ha bajado 0.25 puntos en la &#250;ltima reuni &#243;n de la FED. Los rendimientos del bono del Tesoro a 10 a&#241;os se mantuvieron en un rango e strecho entre el 4 % y el 4,5 %, proporcionando rentabilidades atractivas t anto para los treasuries como para la deuda corporativa. Las emisiones inve stment grade y high yield ofrecieron retornos s&#243;lidos, reflejo de la demand a de bonos en un entorno de tipos elevados pero estables. El oro continu&#243; con su tendencia alcista, marcando nuevos m&#225;ximos d&#237;a a d&#237;a  y con una cuerva exponencial, superando precios de 4000 USD la onza y acum ulando una rentabilidad superior al 50 % desde enero. En el mercado de divisas, el d&#243;lar estadounidense se encuentra en rango est e &#250;ltimo trimestre, alrededor de la zona 1.15&#47;1.20 el par. b) Decisiones generales de inversi&#243;n adoptadas. Marsot Sicav se centra en la instauraci&#243;n de estrategias: una con un sesgo Long y otro Short. La estrategia Long se centra en seleccionar empresas de baja capitalizaci&#243;n  en base un modelo de factor investing previamente estudiado y cuantificado , el cual pretende aportar alfa respecto al &#237;ndice Russell 2000. Por otra parte, las posiciones short se posicionan a trav&#233;s de futuros del &#237;ndice Russell 2000, los cuales cuentan con una fuerte correlaci&#243;n con la c artera de acciones de baja capitalizaci&#243;n de la que disponemos. Las cobertu ras se basan en modelos estudiados y testeados empleando el m&#233;todo cient&#237;fi co y utilizando indicadores que detectan flujos de capitales en los mercado s. El objetivo actualmente se centra en obtener valor a trav&#233;s del exceso de r entabilidad que ofrecen nuestros modelos de stock-picking m&#225;s la rentabilid ad impl&#237;cita del propio mercado, as&#237; como mitigar correcciones que se pueda n producir en los mercados a trav&#233;s de coberturas din&#225;micas. c) &#205;ndice de referencia. La IIC se gestiona activamente conforme a sus objetivos y pol&#237;tica de inver si&#243;n, de forma que su gesti&#243;n no est&#225; vinculada ni limitada por ning&#250;n &#237;ndi ce de referencia, sino que toma como referencia el comportamiento del &#237;ndic e en t&#233;rminos meramente informativos o comparativos. El Tracking error o de sviaci&#243;n efectiva de la IIC con respecto a su &#237;ndice de referencia ha sido del % durante el periodo y en los &#250;ltimos doce meses ha sido del %. Un trac king error superior al 4% indica una gesti&#243;n activa. La rentabilidad neta de la IIC en el periodo ha sido del -0,41%. En el mism o periodo la Letra del Tesoro ha obtenido una rentabilidad de 0,51%. d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC. Durante el periodo el patrimonio de la IIC ha registrado una variaci&#243;n nega tiva del -11,19% y el n&#250;mero de accionista ha registrado una variaci&#243;n posi tiva de 0 accionista, lo que supone una variaci&#243;n del 0%.   La rentabilidad  neta de la IIC durante el periodo ha sido del -0,41%, con un impacto total  de los gastos soportados en el mismo per&#237;odo del 0,49%. e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestor a. La IIC ha obtenido una rentabilidad neta en el periodo de un -0,41%, a su v ez durante el mismo periodo el conjunto de sicavs gestionados por GVC Gaesc o Gesti&#243;n SGIIC, S.A. ha registrado una rentabilidad media durante el perio do del  4,65%. 2. INFORMACION SOBRE LAS INVERSIONES. a)	Inversiones concretas realizadas durante el periodo. Hemos realizado cortos seg&#250;n nuestro modelo de coberturas a trav&#233;s de futur os del Mini-Russell 2000, los cuales han restado rentabilidad al conjunto d e la cartera de renta variable. En la cartera de acciones de renta variable de baja capitalizaci&#243;n se han r ealizado algunos movimientos de compraventa donde se han negociado acciones  como Oppenheimer Holdings, Inc., STRATTEC Security Corp., Universal Insurance Ho ldings, Inc., Kewaunee Scientific Corp., Bankwell Financial Group, Inc., en tre otros. b) Operativa de pr&#233;stamo de valores.   	La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valo res. c) Operativa en derivados y adquisici&#243;n temporal de activos. Durante el periodo el fondo se han realizado operaciones en instrumentos de rivados, con finalidad de inversi&#243;n, en: futuros sobre mini Russell 2000 qu e han proporcionado un resultado global de -109106,04 euros. La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante  el periodo ha sido del 1,5406%. d) Otra informaci&#243;n sobre inversiones. 	En cuanto a productos estructurados, activos en litigio o activos que se i ncluyan en el art&#237;culo 48.1j del RIIC, la IIC no posee ninguno. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N&#47;A 4. RIESGO ASUMIDO POR EL FONDO. La Volatilidad de la IIC en el periodo ha sido del 11,69%. En el mismo peri odo el &#237;ndice de referencia ha registrado una volatilidad del 0.08%. GVC Gaesco Gesti&#243;n SGIIC analiza la profundidad del mercado de los valores en que invierte la IIC, considerando la negociaci&#243;n habitual y el volumen i nvertido. En condiciones normales se tardar&#237;a 0,36 d&#237;as en liquidar el 90% de la cartera invertida. 5. EJERCICIO DERECHOS POLITICOS. El ejercicio de los derechos pol&#237;ticos y econ&#243;micos inherentes a los valore s que integran las carteras de las IIC gestionadas por GVC Gaesco Gesti&#243;n S GIIC se ha hecho, en todo caso, en inter&#233;s exclusivo de los socios y part&#237;c ipes de las IIC. GVC Gaesco Gesti&#243;n SGIIC ejerce el derecho de asistencia y  voto en las juntas generales que se celebran en Barcelona y Madrid de empr esas que est&#225;n en las carteras de las IIC gestionadas, en especial de aquel las sociedades en las que la posici&#243;n global de las IIC gestionadas por est a entidad gestora fuera mayor o igual al 1 por 100 de su capital social y t uvieran una antig&#252;edad superior a doce meses. Adicionalmente, la Sociedad G estora tambi&#233;n ejerce el derecho de asistencia y&#47;o voto en aquellos casos e n que, no d&#225;ndose las circunstancias anteriores, el emisor se hubiera consi derado relevante o existieran derechos econ&#243;micos a favor de los inversores , tales como primas de asistencia a juntas. 6. INFORMACION Y ADVERTENCIAS CNMV. N&#47;A 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N&#47;A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. Durante el periodo la IIC no ha soportado costes derivados del servicio de an&#225;lisis. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N&#47;A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Referencia al pr&#243;ximo cuarto trimestre de 2025, esperamos algunos puntos de  incremento de volatilidad despu&#233;s de la fuerte subida con complacencia del  mercado, aunque somos cautos delante de la etapa estacional alcista que em pieza en noviembre. Por eso nos mantendremos firmes a las decisiones cuanti tativas que marque nuestro modelo de coberturas. En lo que queda de a&#241;o esperamos una mejora en las primas de valor de difer entes factores, ya que actualmente el &#250;nico factor que aporta un exceso de rentabilidad respecto a los &#237;ndices es el momentum.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="SIC_T32025_A-66558974_da">NO APLICA</iic-com:AdvertenciasCNMV>
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