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FeLZW4fmyha/+AwrWkJ/isM4Tc4LMJUkCatblTh0D6MCi29NECFzPAFRCDlIGas4DqcVbumx/vfIilzUqI89wrV6s7IrcdskMBd1jOCZ7gaW+tmm6efRbtDlQ7V4kApnj+y7L18rFBgrfTXSACTZO6pDDdn6gd8ep9FG8Xmw/HLYdkAMRVOoxCfs/m773wub/FG4CIiIiI6GgGPwPMxZPEVmNSLSFLHIp+cpoLTNQFgqSeZFYGdASTAAmQCqLl2QG4wR2wfMMP71OLKwBohmZEQw1pIJX3zf3KLEQLbou5iH2Bq0TWiH7GYJ49rN/kYhikA51JB2khXd9uHq4luxpgaq3k7EhT5A6wEFG69dVxfOnia573zK2OGFQJdvHtF7400r1hrchJjgHDOo+7iWHxuQ6YwmPw0H/KQfD+iE00aT9dE0gQE1VkrKRX4lf+Wkod7wEiIiIioqMW/Oak1OvKH+xb0AWLaX7qXmbTaT9kUQ0REhfbkNkHyGWfeAPPLnCRfsWX2XtFZ70mSgXS1F3ne7jvwFQWH2tlqtusvqeYrXMpbjIfvikGmM5/7A9fq9FKiKEEWAAIfTlUs7W75zDdlJyDAN5hfLFqN4/X8K4dT3I9HEGrrd3p6vravkhW9uFgB1oKPPYFT59/CdnhCJWPJxG+sfPMC7/zf/EeICIiIiI6asFvlhAc0S26RbNoekWmQlwELfFsUURNui7XzRC5g3QQg8DLOE8BJACqN/yQfhhkxGyyX3SoO8wAn/eWKJlTvTRn38+hixRnZX/KbLd57lJYgCnm5bgySNXgy28xpF3YFICUPXKBKbJqxqlmZNtnRQzJyizDyYXzMtkNlpsAm+z5dLI+jBiPlwN135dCFkvgHEjwkwAEBdR1FgLNJV0cT+X4qG0R23H8yn+fWfQjIiIiIjpiwQ+LGXF9v77ZiMvLH4t3yuV5A2Vhz5LSAPO+JYNKX4V75+fLNi2LNVF80XhdliqBV+5k+fs+xV3D8qQ7v3LU6/K/Z/33+jJgBCJMo5mkXZgDAlekrO7qVpY/lb4maUuVxvmEQzvI1FfOj0Ln35T2o17FmhG68V49xAB+Yu+F537rf+NtQERERER01IIf3XiyEndPXQd3iMAd3d1UPZMMyZBFuFSHGkZNMxkDdaVIjbb6zN+0nPllEhEREREdmeDnB9BS/KD47d/PG3mjXF6jS8thr23v6M5cbz8dmiDJ+pVySm2zlDWlAtAlycB0+2R69aUv/SbvBCIiIiKiIxP8rtMZHLfaUvygyO3fzxt94zz7mShyzv2YVndcWTo78J251ksOMYiZ2mxKpKFMu5y2g6Fi7FCg62L79vSrf4N3AhERERHRkQl+dBNh0+CuoualcwIgjrusJbpJ31/R+kKlwWGtoRpYBgJqRTXdfGjrC2ef/xK/XiIiIiIiBr+jbP8qLDL70RCCOJby3reh8nnjqbU/BFVBShoBhyoi8mq+tPVbf4VfMxERERERgx9dGaUgIoDDM8RmzQTtLtrDWX9Fn3enAFDXqW1RqRnMEBzTzfPHz//uy0/9Pr9SIiIiIiIGvyuCj+yrcalqCAEhHLqAd2WWK43+kFLynFDXKD0GVb1U/0REVVT78/NtGAIqpZGD9uu5lA71gACeJcbscIUqBBhWCO12++yv8H4gIiIiImLwo6vypee77Mvtuw7CZdH80AAXZIVDrfQVdK19qt/8O5OdLX6dREREREQMfnQZu3t3zRWIWsafzrKfAb6vsV80RCBGS/fZhTNfYtGPiIiIiIjBj64T/+Sumt0ncIVDXcT7yX0OlNYO4hbcxG02+lMi0tB24vO/yu+SiIiIiIjB7wi62hhOsaWYZ0t/dpcVAF3gCD4fjirwqNDgHhwBFszUAHf11Pje4LXPbL71Ir9yIiIiIqJDHfyuvwbJdV79Nixe4rd/P6/6qlx3Ct88/onfiZ252Ze8/Kaf3+eigiCmcO9bVHgHz0CCJxEb2Gb34j/gXUFEREREdKiD3/Xb0F3n1Wu+ZAdWVJTbup/XfrWsigkB+slyi0wl5VWb/dnVejnc3p252ZdmcVQd4hCXxU7Oy4D9OFVBxlBdn+NoTyIiIiKiwx38bo0LoMBs9KPrLCzZ/gR4GNhithwgYhAp/fFUEQTTyd1ypOL9eNR533ZHgGnf0E/Lcp5QhfYT/cxhKR977u93m2d4YxARERERMfhdK8td9hs/NHnvKtlPZmdPlquad9PxLge/ksYdcFv66pe/fc0CMVSSu6d+nTcGERERERGDHx3KS0HcgRDlhc/wbBARERERMfjRoeMI0FKwDK9/sRvv8JQQERERETH40eETFEA2a/e2nvsCTwcREREREYMfHTruKoBlS7v2yud4PoiIiIiIGPzo0DGTGCECb4ev/UOeDyIiIiKiQxr82MD9th/gt7eB+029MQMhQmKleXXvpemlN3h7EBEREREdxuB3EC3FD8qdauD+Lg/w29vA/abeWNdwh2oQQ3epfe33eXsQERERER3G4EdHWU5wg3UKRzexV36Hp4SIiIiIiMGPDhXPGe6WM1Q85XCGFT8iIiIiIgY/OmTBTwUq7oAidwjnns7TPZ4WIiIiIiIGPzpEl0IIUC3TALPDLU/OPMXTQkRERETE4EeHhcDFIaYKuEuAm9lbDH5ERERERAx+dIgY3M0AIHuMTU7ubz3N00JERERExOB3JE/Z/mZ44ofkuLJ5tlwioIagnuTMV/l1ExEREREduuDHBu7XfskA25/6cs4AvEtwhwBmUL0zO3MA2xSVIFL3Z9baUWX59S96iYJERERERHR4gh8buN/8S3K9E3pPNXAHRKQcj3sWTwPb7S6+ypuEiIiIiOhwBT86ugxu4gYVKLJ7zjkEzRde4KkhIiIiImLwo0NCNItmiIvAAfOkCtl8kWeGiIiIiIjBjw4Fh7rDrVwUDmRAkHTzJZ4bIiIiIiIGPzoUxEQAL0u7aFmlxt3lEit+REREREQMfnSImMEzIDFoLVDr4Oe+wdNCRERERHSvizwFtywE1dK/oayWqYoQ7tWDcQVMRSGakzikQhNily9xVU8iIiIionseK360fDEoPIirQMUB1zDehCWeGiIiIiIiBj86FFzLHD8Fgi1dGWnCc0NEREREdIiCn/t1g4HfyksHFlNu/34exAHe4Z25Ldt0K239ZsFvyvuEiIiIiOietn+OX5mrdi3XeVXkjmc/ucX9vOUDvMXdvLM78662aYDCM6BAtzjN1vI+ISIiIiI6RMGPjjqDzCp+QF8Qzh3PCxERERERgx8dCmLAbAitL/3GGPyIiIiIiO5telvfe9lv5EgsHrN/+KQdmoOS2aEx+BERERERHeHgNw8JPpseVpraWV8p2rdxPQRnSgFbjnnmALxMnHPA/duxyM3t47ov9eksx7KdAxERERERg987bd8O2Smz/SU+l0N0bK7Ltb7+m3PeJkREREREDH50uLHiR0RERETE4EdERERERET3TvBjA/fbfoD3YgN3IiIiIiI6zMHvzvc3v3Vs4H53HCAREREREd1jwY+IiIiIiIgY/OjoXSOR54CIiIiIiMHvyJ48NTMJof9RBIkLYBIREREREYMf3XMCK35ERERERAx+dMivkYrngIiIiIiIwY8Y/IiIiIiIiMGP7l2h5jkgIiIiIjpEwY8N3G/7AR6CBu4MfkREREREhyr4sYH7bT/AQ9DAPTS8T4iIiIiIDlHwuw0cMLgCcoDjSPvtz9mdOFU+e/b9n+t6R3fjYNO0zQ+jPLsAccD7hIiIiIjo6AY/d8AdXraTzafZJsgdoPB5D4B864loX8pySPlBgADovpcOOAstfU5wBJd58FR4hBgkAxnI9/CkSTc4siIrssAhJtEGJ6GB9wkRERER0dENfvNs1D+JH2AGE7/8E7895LJd2b8zfgiuCemfRT1h7RHeJEREREREDH50qIhBHOKq5eLYYPAjIiIiImLwo8OT+RQC7Qua2o+z3XiMJ4aIiIiI6F4XeQpowfvstwiDx5/gWSEiIiIiutex4kfLOa8sqKOLpUpPMPgRERERETH40WFKfVdcEnLyQzwxRERERESHK/j5dRelvOJVCQFwqCJniMQQu65DOMjV/1WhKiKznRFViN7wUdzkAS6/drU/dxVVlcUbc76Jbd7yzhzMNs2s6wyx9i5BHBIyhmH9Id4kRERERET3uv1z/OS6bRKu8+rsJfc71c9A5JqtE25gP2/+1RtrIHHl4R/EzhzENlUUKmJAFgXcXaI98J1BWBMmIiIiIrrnvbv/W78/57j7nQt+d6d7+vAVEhQ5QQHPSdUf/j7eIURERERERz749UlHlrPfkTp9IoLyKOfinj78svOeoWLiFqKd/i7eIURERERERz74zXOOSEl9ZoYjmP3mZ8PsXg5+BsswAO4CixGnPsY7hIiIiIjoyAe/y4ID3O/18HNL0W8R/O7x0Jvy7IpQ5FDX73mSdwgREREREYPfFdnv3g8/N5/7DkvwC9EdqADABXbyI1oPeYcQERERER314GdlYU0xwACIOzzDZj8CARCIQQHcdCTq+zVg9hGAOGCAqxsWhTa5s90IF/VMAUQUEgEFDDB3W/6De0wVbf4MyIOf5O1BRERERMTgB0BdSgACsjcxtLub0AxkIMENDrj6LaY+Q5+jrGzRYUCGZpUMy+6AiEiEyx06WwKFyTzaGTwDHvvTKDl145yTl4mOy+u+3AvSeFI32k0SKqSElcd/hLcHEREREdFhDH632P67X9BF3GJOyF2py82Sm+AWqmBiffZbSoKOpdKfu/o1DuSAeqbL/JNsKZ1CtO4rfuKwJDe1zVvemQPYpiCURVm7jFjDTn2CtwcRERER0WEMfrfY/lvLSwp4NqS0v8AnuB1jMaXfW33nXT34num6iKMeYpj9znPX3vmduT3bRAgIbhAgZcTT3xWPPcDbg4iIiIjoMAa/m39zaf3WpyB3t4Ru0tflXPFuxjkKrvF2LdU32/fqt2dmnbuE2MxnInZte29fDhnRAUF63x/nvUFERERExOC3FLfKAEKBOJCmaCd9bEMfCq+Z4G5xh/WuOHOzyBvrwWyXLLddWXjmnuQSDAA01N1DnOBHRERERMTgNw8L81GdZSpfnqAbw+3dLrhy9WphWcBTDAqZjyc96IU09Tof4C4aB32wlZy68T1+OTgcOtqoH/kB3htERERERAx+CzbruyBwyS1Se3lYu2WiV81+LrpYa+VODPLUyyuNi9AZUDWAwgHP6KZy77ZzEEDUM/R9nw7NiPcGERERERGD32ysoy+ylyMHa5EnS2FM5/+5uQA4Gx7q+3a1VPzUoQa1xRDSO5G1bH7Ui33SjIBQAwIYLEme3LPBzyAOlc6BD/wUbwwiIiIiIga/eTxTdzigqtAQRZFbjHfhABRmyNmy67vLZrYotwkQUDfZ1SAQRQg5+zv0MLid52rf6UoZ9XAV9QiicIN3eXenUhFViMC9f9wrPLlbrit936d5YxARERERMfiV1DevgYlD4S5uFTqkPYhDAO3blzvyrY339CvzoiigIVT9HEL3fjSoHFidza+5noyHGmGIOHATWEY7zpNtgd+zF4PtJZcnfjKs3s8bg4iIiIiIwW8efVwV7i6i5g7k6C0unIc7vG/uBxG3bNbdbNHPoX7l7rkiNlUzzFCIeM4iB32KHG5w037Fmr5zg6NKUsXV46hWrAz13LuUt99Wz/dq7BOxeq390M/yriAiIiIiOtTB7/rjEq/yqkeBi7rA3AVWI3cX3lr8paoL9B23fJWwBcPVamciqJrh6Jg7AO3MrxL8rvNZN32A2DeXsZ96qJCQpR4nXTn+HsSRiACOnQsy3VHkg9yZA9smxLWuNx6uHv8jvCuIiIiIiA518Lt++ezqr4q7A8EyYB6Qx7ub8ORmJWaoQETklgpzl8UUAeAK1aqpXcVFzK5Ws7zOZ93KAZb9kEXFUtSgBs0S9fgJaBQAMGxfkDTVy8LVbd+Zg9mmiRjC+OR3DTdO8a4gIiIiIjrUwe8WkplI6XRX8shJaVUAACAASURBVI4Ck70xcs5ui/qSiKje8idcHv40xtj0Df0Mt7M5/DvvSh80+2mNscJ99ztUBHDD9iXkVu7ZK8E8dO/7Cd4SRERERESHT3y3G5B+WRVxBHQJHbpdpHEME8QKorJoxW43kjZ9luQUyQBHBCAw+CwEilo1mEoDac2n8zdaGVNaPmU+MPPyRvCzfXCFGPZ1n7/GH18ePTVDAGQJHo9h7X6DBgCesHc+pC0N6W75bmVpPVQ3OCB29Zjs6qh26tPHv+tP8pYgIiIiIjp83mU7B8By0Og51zVUUevExhdw5kWMz0PHwBTZEyTDgA7oAOtb4dm+aXwOc9jS1D4TTAK6/scM5NT/rdb6wOOXsLIXVryuy25kaFLNl63t6SUyaoYmQRbrW/8JFqnP9yUlAzI0A7YY2Iku9Z+BeoBQ73WdqkzNuuF9OPGohpCyQSbnnv/S8WGr6O6Ob9YNyGJJ1BBgCrN52O8SYECFaUaXAK0nbWPf86/GwQpvCSIiIiIiBj9cnqwAhYuneXaKGNuLX0HTwXPO5oob6HBg0gdB01minEVDSN8zfb5gTIX1B2R0wkXqGJCXNl5aBvplB6hX3W3Iok08Zm3o/Wrv0iDQGg7k5J5jjKIwCWHjNJp1IARvMd2su82YdtTvloqfS+l5UQ4rLcd1DUAFTKGKqgLGk9H6e+KHf5L3AxERERERg99lwUKBCET1JLM6nngMnl55/vdgF9Gm7HXrKSAHz0CEh8Unaj9ND0hAnuUUE7dZ0gtA7N8gQFk6UwBpcPK9g2MnQpo2ISMBjgAE0wCFR5Rnj0AND+oi0OgIDu23jCyzit5S/FNA+t3qDw2u8Bi0gqgLvGvhqVEHLEPXTj+OuJ6yCCZ44zmMtzTj3bSqv61EHGqInhRtf0Al5Vp/fCmhAhCPjQ3dB3/k+Huf5P1ARERERMTgd+V7A1x1VqYrvwmeJxdfwJtfQ0QVKw8KAF2GC6CLalsfQfZ3bSgLqFj5fQ2E4JBZPBNYBiBDrD9UrdyPdorcWipz+Sx46meylal6slSyu6LiaCKmsKtMeLN5CdD6tKQwh5uLZIejc89tslaGo0c+BB0GScBW+8ozaW8bcnd9tYpFedMEQDTEbAgKtIgR8AoYytqJ9H3/Om8GIiIiIiIGvysITGAi8KUhkq7R0zHZ3Hnmc/AdQTfNXT/ScJHyUnk4zPvFXAToByYCpQwIYKk82BflspXgV51sNh7ybOiw1DbPAIMkyOzDxCAZkstvrIwoFWSBewWPVxuCavN9dVgWgxhSB0saJQtc0ML3cqWj+3H6A/BGNaE9t/P6t/J0ghDe7ejZ28h1/tWYwhQZcKgZoNKNgUaRHQb7jn9hdPojvBmIiIiIiI5G8LvJ9t+ltTlcYT4PbNG79Th5+7l/govPw7dgBgRImLVDyLNJe/Pa33xkZuz3Rx0CLyUrNyBBFKJlD7IAurp68n1xcBwZCNgfDgE4xCBpnjBL6nNBEk+iSaK4qEMvD2k+D5Au/aNf5SUnwEOAO6ZJurh+/NGPYe1B6AC2h9efbs+9rAJocxOn9KAbuPvSsqVepkt2QBIJyAoDJEJlmtF9+Gd5JxARERERHZngd3Ptv80lOwwegTALXTl6qtsd3Xo1P/OPsPvcahAgoh5BHJIhtli1BSr9PLpZEhR1UYdkzJZpEcP+mOgAZIgHn6jvewyh1rjUAgKlDhmuOs0ui2apOq2yhABTt9nQUCxlR/QJdv4oQz4hUFcBgNYrWX90+OQPQjYQB2i38rO/73tvDZtwlUj2bWvg7ovpiw51BANEoBZVkFDVwF6LBlvHH1l74od4JxARERERHZngd7PKoMrlCXXSKqY+7lZ8d/PFz+PSNzVNPJcEEoBSuNO+qDdLKPPnMrOu2zcpTzFb8XOxu9LgxCO+8b6dcB9imC2nooZoiI7oiHbFoalDXcVVHOodlho2XHY6yrIo/QOzoqJAgQRtdS2tPY7HvheyAomYXLzw8tfqdGFUAcubvRsssp8GV/H+IM0ymtF0DK9H1Q//uyLKO4GIiIiIiMHvqkxKRU4TlhvoiTU1TjZx8upXxl/8NfXt8e4kC7Jpdk2mHaR1THNebsSw1NAPJXbN1vbUxWKcEkJJYaKoj48+/ofb9Q+c23EMB4irlquuhaIJcQRUOatbBdfS40Fdo2tl1mRrrFskouXimej88/pHCU9VYwoEoJLNPYvHH33gO/8owmnoChw49yq2z8j0gnWbyOkuCn6y9C27wqAOcbTjpMeGk7f3mtMnttY/vPbxn+FtQERERETE4HftZNG3vzMT27epBHTTDey1rz2F178+Wok7u1kDEAI0GKJJJVovL7xZUso8i+nS7+dDLctAxq5tu7aFDvHgx+TUR6fNSWvVxq1qbOoBctfubls7jaKiAYiQ0uOhjHi04J365dmsVBTbqaWyWsy8xXwCknd7Uw1Awua2t6MHT3zoh/D+H0B9AinDdnZe+mo1PXffsUbjFUnyLsh+GWqImI1rVUddAWk6OIGLl7bxfb+ooeJtQERERETE4HcNrtqPIiz1pKrPVwAc6Gzkjouv7T79WdjFIabzHnJ9bU9KSa+swtL1D7PgqEpZbzb402dR0KGACZJ5glbYeHTjQ99fvedjb+8JssHH8DG8ratcDYJI2tmZmJhBrV8bxgBbXvLEgCzIUEAVqGvECv3H6+JRDRRxOLHRdPTIxkd+rPrET2LtfR4q6BTdmemzn1/1TUTzBMS7LPUJssRZd3rAaniNKJOp4Vizd+o71r7jT/AeICIiIiJi8Lt+9oPOF1Zxhc9W2IylbubrksfPfx7nn6qbXbTjYH2qKu9IwDR3fbsFaftO7m7ifS1xXgYMiwU7varrZlAjA3JMPvCpk0/+0GT4IAZrkICc0QJTIHVQW11F6cpggjzbWt85ApIRTaKjvvwk2Hwp0PLZiji6NK0vyHuOPfEjxz7503jPkx2arm2R38bXPyMXno0xYafbngAx3j3tHOzK79kFLjC0jj0ZrX76PxINvAeIiIiIiA698Jd+9N0U/WRRwEPo89Q8qxkQq7127G2qT59CMwSCuASoJUBEBAoJAkiCeJnGt2+kpxhEZDamFIDBRCBAl1MIDUKUQT00e+OVb1R5UtcRjUINU8CBBmJuAoO6CACdzUU0aRyxnzAID6WyKH1Teig6QatIse7i2tmdOBk8VD/2gxuf+Am87/sRN7qua3AJZz6//dn/s955rsI0TSANJFYwuzsGe4qJu0DdA9JsDGqASEb24erkkR87/iO/9A4rixIREREREYMfHICLlCGfEMmA97PjmgpTs66TWt4++3rcvlSffgT1oEye8wzVqAoRlT58eJ8YoZDQ/1tKicpLkQ4CE53miXuuq7rv+T5ajSdP4eK5adte2p1G0aoJqBMcmAIBLu4I6Fc4me90mZBnAg/IfXms5NVQmeuu6Y7VexjuyfF46iMPfvzHV3/gZ/DeTyBsQCTqLnZfaD/3N7af/9yxMNE2a4O4ttJOpnfPhDmTACAuL14qGeKQkIen5Mf/m2bjQd4ARERERERHL/i5X68EdJVXDa7woQCunZRm7h7ghioie2teReTJub3ts7VX0QSjIbRWaTREB0wgEIHKPPWpoPyu/1WGO0oPOkESTHOrKpWUUYuOMMJwbfD+D640x7Z2uotb2yGnQawQDGLoV+YMChGImC8lzKRIoV/LBXDY1M2k7Xw713u6ipXTw5OPNw989P5P/XPy5Kdx/MMIG7AOvo3zT0++8qvbT//GqD1TSYAlaWqo2KQL6vsWeLnOKb3ps30TLzkkSxRAYQAMahAVg0Dq0aUHfuz4H/rzvPqJiIiIiI6I/auR3EpL8ZIbZ3nHIyDQhLZFrJoQJ9PpiUZa3Xzhc3/7ke3d1drwwEcRBRaDxi5DIzI0IAgAUbiU3n0lkAWoyKInnwCjahhggFvXqtYIlWeX4WP4np9++OGPTJ/6wvnnfnd769VBtxlsMhjUQFmHxgQeNAUzwHIZpgrXvtgXssRuUHcybMOoq9fi8dP3P/LB6gNP4vSTCO+FHYM3SBNM34KdwXO//dxv/9+PytnVSqZdapohcpu2u6g3eNJu6WxLidrQpRLp/j/Qpb4aBvisJQZcNKsJxAAdnBr86C/y0iciIiIiOjrE/+K7X94jol+cE7OFPW0RCyUDboiTXO3phm+8//6P/GF84sex8X7Ejd2Jm4Z6UAUgwOAi2aABgl2YiUS4wAIg5sgWq6WhlN7nQwDoUtAM30W3ifOv4LVvXHr1G+Pzr44vvhnTrua9kKfBJpWmKKKKvS5pDCaSIVmH3hzPzXE59tDw/vdtvPeD1enHsHYCgyFEIUPgxO7ueKXqoBex/ez4H/8/Z5767Gh69kRoo3cmsaxN6gIBgqEfUnq7mcBETRDM+lKez7N3aXOvDivt7gVIIWxfzPedHGJvvDnB+slq2nbb3lQ/+BfW/+gv8dInIiIiImLwO4iPEni9KxuT1ffG0x9ff+JTeOJTWD2NMII00wwz1CEGKU0ekLQsq2lh9tznHNe+AaD00wkdmEzQBFQRsA4+ho2RttFuYecsJpvYu4Dt89jdwnQXbeueoFGGNQZDDFewegLrp7FyCs0phGMIq9DKRKyMOYUERGAX6W08+9sXvvz3917+/dXu3EZlaMco7ebFXA048OCXVB2IZmEerfvsF03gUBcTN4iJA1FUqrTbxjqglr1xagPkoX+q+dlfGRw7zkufiIiIiOjouGON5xQeIWGEbbv49Hjzxa3zX18793U8+j146DsxPN1UJ3JQABkIYupWz9/qgPcDFvuRpb7U6UEAx2oz/5wKBoQGuorqFAbvhRksQwxwhAARkdKxQaAAFFJBKqABaiC4q8s8u1nANtKbuPQynv29l//gtyavf+04Nldjh67F0jqkZZfEDvQMIvRr0Cylvn5AaFpqI6FwAJaT62qztdkeHwTR1hNscNI++YvrTH1EREREREfMHav4ac4aQoQC6OA+RtPGk7v1Aw9+70/igY/i4Y9jcBLaQAKQodov59nnPcy6qi+tnCJLz/1fenm4z5pMxNinI4cvzZuzbNpnXjVHdgBQhTpyQlSDToEp8hSTt/DSF3ae+fyZb3217i6crLoRdtHuIANlNVORMuZyUebzA2vl1+//VfJlFsDVRcX7yYDTZIhwrSJy3rXB+uq5D//c/T/zX/CiJyIiIiJi8Duo4IfSQUEMnpAzABNkqds8kOaEbzzWPfAhefhjw1OP16ce66pjVRgCEVLyXg0JXYZWmK1XMs99LsjIUy0rnrg4xEUBdahq32pilgS9Xz/UIJ7gqR8r6gqYQcWTdNuYnMX2G+ntb+2+8nT71jernZdl/HbI7agKKkA3hQFR4F6qb33OK3smsm9Vz9vLvW94uBx6S/Ar3yZE+oGw3sInna+vhfE4ix67eOL7T/65v1s1Q170RERERERHzZ0a6inmPpEYEGvkGjDPnbqrpgpbkITJdvfcNy8+/evbYbVeeyCsP3ziuz+N0QmsnMDK/ag3oCshNB3g/WImiAC8g7cAIE35RekpOA+HqfRu6PtFWFnbExBTCBye4VP4GLaH9qKefQFvveCvPLN55ltp+2xle3VIqzqVtKs10MHGCQrUEWrTiVWDWTHSsfhIHGhLdL/qJ5j06TbMWlMAkEpWGthejrF6yR8e/Oh/zNRHRERERMTgd6BMas1dtslYBDHUEhu4wxMiUrfn7R5E75PK0kU799ru20+//NJXw/pDGw+8d/X043jg/Vh/UFdPN81xIEBKF4YMJHhejAIFINpP/DMDcunXBzgkzf7eSgKEtZhcwsWzfub5rVe/NTn/cr70WtVdCu3FmHdXtKvUIwCHl49SaAMk5DZpDM2wTkjl0JZymR5g7lueQbj/U/Sy1g4CACl7UFiCje7f+8C/8sRHPsXLnYiIiIjoaLpTQz2lX5ZkURwThWiGZpHSUi94im4wlNU80RzbyTpN3lnQ+thw7eTw/vfHD30XVk5i/QGsn0I16ucE5girgNDP4RMDDJ7hCVLCXge0aPcw3sLuDtrd7vXn9t54YXrxVdt6K3TbDdpKDCqAQUyRAqZxlrOsrJbiEC+1RvV+4qGZmLrFckSmwPJUv4MMfrPEZ4DC3DGdIEbEGv0JDLABdiZYO/bwN/zjT/zC3w0x8nInIiIiImLwK1PIrl2xus6r7/hG9au9oBmSJZRUEzyFeX8GAaKX9V3cSqqqsh7bTINcrcrKSVk9GdZOhdGGDFc11GvDDUAg5VFSX4an9tIFyZ11u914ezreme5utpM9b7d1en5kuwOfDNFF8X7wqLtpMFHARCzMRm9mnS0NYzobZwov8VIMjmgOEVi8Sjx7NyftslfFDHCBuDuCzCKmAgihnzlZ9kSRgV1DvX7ilQvHN/7sL596/KO81omIiIiIjqz9VSC57jjF67z6jm/0Ra+DvuEdoG4BCJ4xT4UCU/USn5KIQktpEJqzpenWyZGmfHF68Vw6h2xIEiQogp4D4AoVgbggw0vYzJZgXnqa1yqrQesYGk1mb4dYGjkM4OY5W0ohBoWpGzCfsAfr+0bM1oSZDeyU+WS6+WqhsnjX7TlpV+RkF3MBPLhoWTu0LOCJrkUVIdmyaAVEcfN6UF1Mq+c/+nMfZOojIiIiImLwu0M8QsxgLpf1YFjKS6ImmkUhKcBKoc0BEa8qrWKVp5cqSC1ABcDRR0MgZ8hlY1YV4hg2MENKsOzuYoKkQAoRgMFbWABUIEErIC91xpvv9uIXV47itOWkd6Bd/Bb7oy6l5AhxKAxuqfWoGRAPbqI5SRfqsPrQc3tP/tCf+nd4lRMRERERMfjdGVompAEQn5X+ZDHZT11LLFRPCjgQGsCBDBjcHZ4ELppFtXTPAxyWkdwB0RXri3Jl+9YX4iaT8v5FfnOHhE7UUxfN1RNKW3jt2zNgVtTT+bNf76iwWN3FVA6yiR/KJMNF6pxXIOOgJFSRGFvIxDSH9W9dOPGdf/5/FBFe5UREREREDH53hJgtF8xmUcpnSSnPBkuiXzsF1vWjHb1EPIfnHOMsZ817+QUAkiybhzKqU2GCrBDIbMqgADrflrmLDkahqpA6eNfPKiypT0qas327elnL+P2HsPj7PsfagWa/2ZHYbDGZMh8SaD2rm1bJGx2sXLC1B/7kf7123/28xImIiIiI6M4N9XSkWXRSnYclNyDZLDWVtnjm6kA3NYkIgEoQQOEO61Ogw2d/XFYEjUHgBjV47tdcKcGv66ORwQ1w7Ru5t3vbNVCXWXKqACAC69sz7MttS2HPLvu9z0+goay1ItcrD777M6iis37x+4eVJkw7SI3O0EqMzbHwvf/ho9/xSV7fREREREQ0yy3zGXcHWa0SmEMB6HwQpVsfBAE4rJTooEAUoKkBQBzufZt0UfStHoIKXATwEgEBS3B3SzKvBJZ1RKs+iZWqHgSiQcRXo5WWfmaunvvhkNdMwXpl7oPPf/8Ow0Gvf1LKdnWxzeVXl2uP/VejJefh8lJkCAhRO5eJ6cr3/PyjP/wv8uImIiIiIqJZ8BMzRAAq6QCzn0Nltlm/rON5/6P6/ohltghHvvT3ALLvW0nFFcgApK/d2b5lY2Qp07la9uVgFWT/ANQrF2hZnA1VXLl8i112FDd19gwwURMEMwF0MbtQITCoz5YS1XJcQdMkAYhV+aAIBVJrGbER1HUe58F3/Mz6D/8Cr2wiIiIiIloKfoCWChKuWNDydme/a/xer56m3mFreqMv7f9cvey/N77Zm/rQG89+0u+gwmYjRa0shOOz+Y3zaqm1KVaAAh261gRtrBQCHdbetefOTu7/Yz+f/8hfBRd0ISIiIiKifTnI5uMgy1KY18k2fisv3fIb75VtvoudUSAYopWy3qw+KYCkfj3T8h3NUmXKQAR0AIk6gq7AK0dQTFvRuP6Jf9o+/ddCNeBlTURERERE+4OfL6+xeWAN3A/xNt/NzjjC/8/e/cZYeh12Hf+d8zz3zuzM/vPau7YT24kdx0maFjcJiYpp65YgpRLEEhClSKUSQn1DJUpphRC8QiCBAAlVKkgE8SIFqbRqK0GK2qovKG1TaKgQadLWJKnTxDV2cPx3d3Zn7tz7nMOLe2c9639x0jh/vJ+PRqvZe/fOvXP2vPnqPM85acPx/TmvVuFmS9L1w3Ud5PMxWSWLg9QM21tlXlvvSVv25I7vqA/82zrOzWkAAOB5xuO9UboB+ZrbXNt5tQaf9/Rm55e6TvTSssyip9RV9tvhoo01ZSft5rcfvv/D89O3GE4AAOCF6tG1heu/vJqnEfDi4XfsWMJjSk9KKz3rkwk3/6zV9Gxtl/l8mA5bTbZPJTffMz3wH+c33WUsAQCAF/WCEwxe9fPHeTHXLvS1smm/evy0+l5TZunLjCdSllvjVHfmh7t3rr7v53Ze962GEAAAeCk1fXy5DV14dXuvHT+L7+r3taf2Y/8rm8dbxnE5tewfZH+5bOln7p7+8s/vvF71AQAALx9+ZZbWssrUMhmPr0P7HU++0lKzPsJwGDKbJUdbfY5JzZW9y7PTO6mttVpvvXf//T974nVvN4QAAMDLGzMt05IhQ30lx+fxVdaSXlJ6emrZLPLVWntWU19NU0uSYUipacnO2VlbLqZVH297V/8rP71z3n19AADAKwm/nWSZLJKSujXPcmVQvoZqL62XpNdeanotmxhMpvSezXHtyZT0klrbM4fT2T/1F1fv+9D8zK2GDwAAeGXh11eZ1Ta1ukzqy6759f6Sp9K9zFNf8Qu/WX7mn/zDrKsv6cmw3sCztfRe5zXzeVKWh8vD3lOHpy4uL3zX32jv/dez2Za5CwAAvNLwu3iYobadrRMprV9elN2X3ujFAe6vwocp1+yhOmV9o2VJhpL06XBaJIs2tmFeZrvb975/+nM/Mag+AADgywq/7bOn9566OB9Ws/lWVgsj8vWwucKzrC/yPNrrZdmyaKs2nhx3Tq/Grfqnf/j0d//Yl0hQAACAFybHxx/e2t690Mt4eXV5dWLo66zoJb08/3S5F+olvR79481DL/i6zhyN4CsYhNJ7KSklvVytviTJNCUldaxl62R2zz/Rb3jmXf/wzP0/rvoAAICvJPz27v/Qv/r19rn+ptmFO/anadVaWkmvWSWrpAyZzVPSSlLq5itJWR8sPmbaSp+nD+l1vUVlyrGvTfbU6+WowF6PhuJ5g3D07Kb4MpW6qsNyKIeZln1apWXMNKtXkivJsJ29w/T5iZ3zb/y9vQur7/t3d37PD5qsAADAV6b03j/36U//h7/3gfve+Nj3fusth4/84XZ6X7XSe2azZDo8WM63j2XbpmJaek1fbzrZUnpKS3mxHUH7kD4cteJ1c2BEaZvz93J8wW/dzLWl9aSXmrTDw3biRMowHixWqylbWymph6u2c+71jz47/K/9u7/r7/z02ZsumKkAAMCfKPyS7F+58uF/8iNbn/2Zv/aeW4ZnPp9ShmFc7R+UkuHEdpYHL8i5uqmasl7m21zh2EqSWntKryWl9qTV9JrSUpabdcLXdO+tapLUVmsf05K01NV6rKaSnjGppbchR5F8Yufw0sFBazu7J4a2KIuWeXLyto8/Vp7+lh+6/wf/QR0G0xQAAPgqhN/aR3/1Vx/693/zu++4dNv5nUuPPnzuZM18nr2DjM/tOHIUfpu/tqPk66nr6kuvSak9JbX01HUXlpYyXSfh10rGqdbUo/Db/NYtR+GXVb26+NlKhu2MQ7JaLA7GcZadWz+xfNOFv/QvX/+We01QAADgqxx+SfYuXvyFf/Yj95b/cc/uk2XvqRM92UpaTalTaVNtKalJbamb19VjVXP8kbpe/6v96hWe18NtfjV9SOmtHPaalBylb00b08umfmtrSatpSV3VcWc3B5cuXczOrTc+dHDumTf9wDs/8PfH2czsBAAAXpXwW/v4f/3IuU/8i5sOP3/i8Kky69nfT+pUai9ppaW0lAwtpaWmbhb0jmnZHEeepK4v/1zrr/n2q2mzlJa6WG+Rswm/NqYN6Xku/Epaqa3UeR2Xi0VPH0+ee2Tn3un+f3znt91nXgIAAK96+CW5+OT/+6Of+bu3L37n8MlPnd/O0JJpSLZbrau6mob9JLOW2mpNS+/PXQlansu/niQ9pZVeNon4PL2/5BEFL/PUV/zCV+NnfukX9uey8Hj99p7aL+23cWc2nr3j2Tc8cOp9/2jrxK5JCQAAfI3CL8lqufzYz/7zey79yvD0Z05Ml7emVnuS2kpb1amXNvSU3kracwt8x8JvSu0lmzMBe148/F5rw3n1zr0xGdLX3btar5G2kvRa+3h0/mFLrdPuqcMb3/zst/2tW97zQdMRAAD4Woff2qOffejzv/hPb3rmv99+Zm9cfLEuFnVK2onMdxaHF/vY56XU9f4lfUpbH0h+tfqSTDV9c0Pga/5Sz9J6UkpN5mk9y1XvUxmSMRevZPdkhtl8WmR1mHnZKnVYzE7uv/uHtv7MD584c5O5CAAAfN3Cb+0Pfuu/XPmfP3nD3v8+X66cLiWXV4u9xdaF3VVb9tVyKL0ONbVnSm+919pT1+fU1b56rvaug/BL0ltay1CGDPOUnnawmjLupk3ZX6bX2fbOLalnLt/wjnr/3z511zvNQgAA4Bsi/NY++Ws/P//dD79u8emd/YeHccrhlNmQWjOtMvWskpqM67v7ai8pvQ3rLT2v3QL0tRx+NZklqVm01X56z2x7zIkxi4NFspwnJ88szr837/ixG99iExcAAOAbL/ySLA8Xn/rlf3Py9z502/YzY59Wl585vLKc14y7ydYsq2UWScmUMUlJap/S+tExgNdF+LWWPmUYknGeXvr+4tJhxt0Mp87unX3z4bf/6C3v+P5Sq8kHAAB8g4bf2v7epYd+7UPbv/9T5/sXT23XOu23y8+uDjOrKbP1VV1sEAAAIABJREFU+l5NH7Pe0mR9lN/QroPhrIuplVKGaapJ6cmYPiuH83PL899+6S1//eb3fLCODugDAAC+GcLvKP+e/T+/8pPbD/3n23YW4+LJ1d7j82naGq8+vz68br2ZZ0udnnfc32tRTRmTITUpvaVd6ePeqbvn9/34mXd8YJhtmXAAAMA3WfitLfavfOo3f278zEfe0D+zs3hycfGxeT12TWcbNic8lOtgxa+3jNu5crDf0nZvmt72wOpt33/2bd9bh9FUAwAAvonD76qHPvaLl3/zJ+4YH+tXHt9q+2NfDn019Bwd716vvcdvvenLKz4zffPt+gz0pE8p5fkx2WtKu+aF60eee8/jP7MmLeWl3/HqHqSbnzls3vqa8WtJbenJkKRndnCQrdMXDu74znbfj56+811mGAAA8JoKvyS999//rV+e/vA/nX78N27ZXoz7T+bK3mwdUD3JPKVmWBfUKqvVNE3DWNN71h+j5ii9SnpSSsrVGCtTayVjkrq+dnT9Vb6sz3ftN+XaqqxJrek105TW09ablI6trdbtOJSh1CGpWR22qdUxSVotGbdShjaVvdnNl9/6A+Pb3n/zmyUfAADwGg2/q5567JE/+uhP7Tz8S3fNH2mXvrD39PL8yVla6b1N07R+02EotdZpmkpJHa4mX09P1muEfZNkvaz3i6m91aSWdXBt2u/Lr77j4XesGw8OMptlGNZrgSW9pye15NROloerg2WbMiTDUDbtOt86ODjc6/Nsnz+44a25+4Hz7/7g1qlzZhUAAHBdhN9Vjzz4sfror59/6ren3/2l7bLKbCslaVOmKbWk1AzJNE3TNK3SWuqQ+ZAMR+GXJGnJlLSeYbjmCszNUmBP7UdbiX7JFLz665Zjfx49s3nPo8tFSx0zGw+XBz2pPWM5itOWRc9BL/WuP3/41r86u+u9py/cYTIBAADXafhddeXRBxef+Mj4uf82e/pTtS37an/IcshytTwYhtR1VPW+/jylJqujGwOPWmu5Phyvp197ieZR+L3UyXjt+eFXkpSUF/vFS1JrSlmvJvbepvQ+lqn31tIyDMOJPp7ot91X7vkLw93v2zp3uzkEAAAIvxcU4FOP7X3mo/XzH9159Dd2piey/0zKYdLTpuXUl6VkmI91GJaHw9WLOetRlU3XXrF5zdYs9QUHxL9w9a+mJL22zY4vx/9MnY1pbZpa7xlLTR0yDBmHg8XlbJ8Yzt2zvON9q1u/c/vOPzvfvcHUAQAAhN+X1tu0938fLF/4eB757eELv5O9R5fL5XJatZQh07n5LKv9vlr0tkxPqSnrCzlf+lrNzaLf0a2CybEzJHpNSUvt6yP2jhb1ylH19aSltNSUsQ/zlPkqZTr9xtz+HVtv/p5y4d6tG9/4khuQAgAACL9XYv/pxw4e/WR7/A/aFx+cPfHJ4fEHt3JQS0tWJb30pKXWXLOs9+WcDdhSW6kttWdIH4esaqaalt7WTXjQSjn/9nLbu/ut7+w3fcvslrfPdu3UAgAACL9Xzerg0uLxh9rTn83FPx72/jjPPrx84qH+7BeGqdX0klZ6S5mSlrIa+pTS1qt5x1vw6NS/0lJXZZzK0DP2DCU79dSFevb2evb2cu7Oeu7O4aa7hxveUGfb5gQAACD8vp5amy4/+fj+M0+sLj+93HtmeenJsV1Z7l/qy8ttuWjTqqfkaAOXOpvXYRy2duc7p7J9ps1Oz0/dsHX6xu0z53fP3uS6TQAAQPgBAADwWlANAQAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAI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)
Danço, logo duvido: Uma parceria entre a Dança de Rua de Bruno Beltrão e a Filosofia Pop
Charles Feitosa
Florianópolis, v.3, n.48, p.1-20, set. 2023
interpretações, Bruno dizia que não tinha grandes pretensões teóricas, mas falou
um pouco da relação íntima entre dança e pensamento em
Crackz
:
Mas o fato é que todos esses movimentos têm uma origem a ser
questionada. Chamei um professor brasileiro de filosofia que leciona no
Rio de Janeiro, Charles Feitosa. Ele viu conosco como ligar esses
movimentos às vezes a Platão e às vezes a Aristóteles. Platão é a imagem
da imagem. Com Hegel, vimos que criar é combinar coisas existentes.
Cada gesto que fazemos não vem do nada, nada vem do acaso, mas
reuni-los traz algo novo. Nietzsche voltou a ser mencionado. Esses
filósofos não estão diretamente relacionados, é claro, com a dança que
fazemos, mas pensar com eles ajuda a trazer as coisas à tona (Duplat,
2013).
Bruno não esteve presente em todos os ensaios, mas revia com Ugo Neves
todas as gravações dos encontros, especialmente dos momentos de conversa
entre mim e os bailarinos. Quando perguntei ao Bruno como surgiu esse interesse
de combinar dança e pensamento, ele resumiu seu trajeto, não sem bastante
ironia, à provocação feita por um amigo de que ele teria dado o “golpe da filosofia”:
Meu contato inicial foi na 7a série (não sei como se chama agora) mas
passei batido, não houve nenhum tipo de relação naquela época. Não sei
se a professora era pouco incisiva, ou se ainda era tudo muito
abstrato. Quando entrei na faculdade de dança em 2000, o professor
Roberto Pereira dava aula de filosofia, além disso, provocava muito os
trabalhos e a bagagem de dança que cada um trazia. Ali me fisgou. O
contato com ele me motivou muito, e passei a olhar o que a gente
produzia de forma muito crítica. Problematizava tudo no nosso trabalho,
e nossas referências se ampliaram. Um ano depois criamos o ‘Do popping
ao pop’, que na minha opinião, mostra que algo realmente mudou na
nossa forma de enxergar o que fazíamos. Tenho um amigo fdp que um
dia disse que eu dei o “golpe da filosofia” rsrs, como se tivesse usado ela
para dar um tom ao meu trabalho que não existe (conversa por e-mail
em fevereiro de 2021).
Se foi mesmo um golpe, então provavelmente foi um “golpe de asa”, quer
dizer, um ato de coragem. A palavra “golpe” parece ter sido usada pelo amigo
malicioso no sentido de uma ação ardilosa, mas o termo (do latim colpus) indica
originariamente uma batida com impacto que resulta no contato de um corpo com
outro. Há certamente um “golpe” entre dança e filosofia na obra de Bruno Beltrão.
Eu me pergunto às vezes se também não dei o “golpe da dança” ao me deixar
“cair para cima”, do modo clássico para o modo pop, em filosofia. Podemos
imaginar que a filosofia, especialmente a filosofia pop, assim como a dança,