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+6YVickxBOh6Ntq1brtm3TDaN9i+Y/vvlGWnLg3hdffvfrb2RFEYJO697t1ksuwUkKAAAAAAi/v8rYtczZ7YbaWtNjIlrJHB7mSbWv87Qqd9ZN6fl71Omx6ITH2DEnmGQKacvGqc37MYfX2D5HWzDG3LNNcEoa/pOj/eGZIQUaWBU75fQ85kqySjZIgXrMHeCRCikpm4iUxj3N4nVqi35/Hn66zrkpSXK9zPT2zZv37tzpzG5d2zZrGvD5123d2uvaG4ixay8YdOFZfd8b/+3do17yuT0up9POLokoNRA4zoPmUNUh/c8e0v/siurgrCVLv5sxs2PLFtecP8ieQ+hPJzgxLevhV16b+NvsJJ/P4pwd2ESSpGg8vnlnYfd2bYfcN3z2kmU3DBncskmTkrKyR2+52U6mqx56tGfHDgu/GHu0nUdi8Ug8rshyJBb/eurPbqdr4Bm97YswV+dvkSVJVdXPJv5kmKYkSbqmPfDPV4cOGSyd7IwvP876TZLlkXffacdqeVW1OxBYnZ8/+pNP3nj0kSNuIsuyaZqarudkpPfo0G5Vfr4Q4r7rr123des1Dz8ejccCSUkD+/S+dED/Swb0O57bGgEAAAAAEH7HJqySDXWLKJiFi62SDWrr82R7mT7LsMq2yVmtD9vG2p/P5D+79FIiXrq95uXedR3I3MQsin19m+Oliw678U9KrmcWLLQH/YhbQgszp48dGHVUGvfUV084ni+T7Pev/HZ8OBpzOR0OVa0LMCHEs++MYYwpilKwt6jbVdfmb9uelJR0cKEJQQGf70QPX1pyoHGD+kQUicbuGTW6tLJSkqQRd9zevX27Y4RZr2tv2Lh9u8vlCkWiORlpjEmhSMT+ME5VfeLfb6qyMm/FytNP6xysCT30ymvP3X1XRmoKEU2dN19YvDIYPNrknKZlzVq6lHOuOJ3lVVU3PjGiXbNmvTp18Lhc81as2r5njyLLpmnqhskYZaWltWna9J5rrjzp6ttVXDJlzrzMrMzcnJz127b3v+X2aDzuUNV4Qpu7bOXRtvJ7PFPfezslKenHmbP++elYp8Oh6frj/3rz9M4d2zRrmp4SeO/ppxrXq4eTEwAAAAAQfqco+7So2ryvnWHC1JjD6+x1KwlhD/fxmhKlUY8/bmVs+Y3U49i7RIePCjLi8aDQY3VRV/eElJJLlk6yQ27QSUQrzT0r5ew2tc85vSJaQSSO5zY/SZIC/sP77fNJU6bOm5/k8zLG1m7eHNO08886c/227aFo1DJNQWRfRWkd3+wsCV0PRyKbCnb+smDB3OWrVm3Kd6gq57xRvZyKYLC6oqJ949yjhZ9hml9MnpKWHOjVqWOSz/fwTTc2zMk+57ZhdSGnqurStRsSsdiGKRP9Xm/LCwZrsdjHL4wkogm/Tr/m4ceF4N++/uph1SeEqKqp+XLKzx9+/8P23Xs8LlcsHn/45qFP33mHU1WJsfHTpl/z8KMBv9/iVpMG9d968vG2zZomeb0H5/EJ//IIcc+o0bIkWxa/6J57l6xdp0iKxXkkFrv3+mueHvaPY2x7dvdu38+c9eF333PONV2f/sF7PTp2NC1TCPHR9z88/sq/Rt5/d6smTXCGAgAAAADC7xTgoX1ydu28+dbe1Ty0nxiT63Wo/Ze9kZBTcv+4lbl71cm/5VHm/GC+dB4plwL1iYg5/SQrIlHDXEkkyUSMnD4y9T8uIfinikpLR7475rvpM/1ej91dgmjmR+93aNmi61XXJjStbdOmyUn+FRs2CiHs/DvCUeI8lkgUFhUv37hxxYZN306fUb2/1JUcGNCrx5bCQp/XYxjGhWf1/fqV0ZIkhaNRh+o42udRFeXOq68cdtUVRMQYE0KM+uCjfWVl3gMTe3LOicTscZ+2a97so+9+8LhckiQFQ+GxP02++cFH6jdpPP7Vl9u3aH7Yx7ts+IOTZs8TWqJZs2bNc3P3lpbqun5xv7OJaPHadU+9+fai1Wu6tWu3pbAwGk88dNONZ3Xr+lf/k4EQr48dN33xYq/brRvGsnUbBBcWWTcPufiBG69v2aTxsTffs2/fFfc9yBT5ugsGvf7ow5mpqcs3bFQU5YUxH/66cGEiHOndvQvCDwAAAAAQfqeGCO1n3nT7z3JWK7IMoUdZXV9JEh1pOIhX7zrpd2SKix2p35ji4pEKCtQnIpEIMtmlb5zuPO1S5ssgIjmlkRUsktObnujb/WPk89PmLUjy++1VHAJ+/5zPPmrRqNHId8fs3VvUoH79eZ9/snXX7m5XXK2oav3MjMM2L6+u/vSHiVPnLVi9eXMsFiPDJIm1btHi1kuHPHPnHQtWr5m3crUQQpKkGYuXPD/mgxfuu+d4bhRkjBXs2bt+2/a3vvx6/qpVST6fODDBSzQeH/PMiLO7d6uJRIY9P+qpO2775ydjB91xVyQUGnrtVe88+bjvD2uyS5LUtlnzHbv2jBp+7/l9z/hs4qS7XnjJ5XY/9q9/j7rvnm7t2g7p32/oxYMN07x71EtMkNft1nQ9rml+j+ckpvTkXOwqKbl71Iuzlizzut1EpOk6F3zIgH5vPPpIvT8cwz+qCYeveugRktgTt90y6r57GaMde/ZcfO/91TUhInI6HNzruaRfP5yeAAAAAIDwO0XhZxmSN5WIiFvCTMiNuhMJEativgziFvGjLKHGrZN9O3K0HEDykQbWmEQH5g5l7hRz8wylUWfmPhBRssrLt59o+JVVVS1ctcbv89tXM8bi8Z/HvN2iUaOfZs95/r0P+vbo/suYd70et6brRGQaht97yByYWwoLWw8YSIyRwyErSpd27S4884wbB1/UqF6OLMs79uy55L4HHIoiy3KrvLwthYUvvfd+Zlra/ddf+6fZ8/i/3/rw2+95LNaydau+Xbus3LjJDjDTtNo1a3brpUOIaN2Wrdy0psyZpyqKyfmUD8dceGbfo+3zhXvveu7uYfZO9u7bz4gUxl5+4P4eHdoT0fAbriOiB/75KmPM5/U88tobD73y+p7ikv6n95z5yYfHuNBTCBGJxTjnRCwSi+0qKVm7ZevEWb8tWrNWENnVl9C0Xp06vvf0U63ymvzpNaNCiPG/TLt95AuWZc34+INzevUUQnw6cdJtzzynyPL5ffssW7ehtKpqxB23NcjOwukJAAAAAAi/U8MqWqM06Gx3F6/aTbSLJEXOqr25jqQjDwdJSfWsktUn834mOfscZU02xoibtbcXCs4cHjINYRlMdhCRlJTFQ6Un9FYJTet3y+2aYciSpDLFHvEjYkWlpdc88piqyA2ysrweN9kzagrhdLmcjkMu0WzWMPfnzz6JJeJ5DRo0yM5KDQSUA+NjU+bMu+nJp1VFicTj7414srKmZv372ySHIxgKHSGThbBnTymtqBzz7XevfzYuUhNMTk398LVXLu531sOv/mvJ2nV2syUM/YqB50qSlNC058a87/Z4thTusjif8Norx6g++yvYewhHo9MXLZIkqWVenl19tkgs9uYXX8mSTESVNTVCCEVVG2ZnHSPVLMu6+pHHJs2eyzmvuw/QsizBudvtdjkcQohwNDb6gfsevnnocU4P8+w7Y14Y877L5XrzicfO6dWzqLT06ocfW7Rg4dWXX/bOiCf27i/te8NNnVu3GnHHP3BuAgAAAADC79ThJnN47HSQM5rzmmJyeO1HhBZmivuIG6mtBxibp/5xphVhEHFijoMmYTl4QhaD1NY91RYDjp4aZu1GekzJ7cacfl5TImc0I2IkqTy8//i/Vk0kcuWDj2zaui0zPb1Tq1YLVq/mQvh9vtuffa6sqlqRFVl1fP3Lr9deeP4Ffc/YsWcvk2VJkg6b5kRR5PP79jnkCwqxtXDXyDHvT5g23amqumG+/eTjZ3Q5bcBt/5Bl2eTWDRddePgxEWLoEyMkibmdrnGTp8TDYbff/9iwfzw49MbMtNSNO3a8N37C71dvCjH4rDOJaNQHH81eutzpdLZv3mzDlq2dW7c6nm+9fMPGi+66NxyLSRJr37x2dDQaj7/62edzli3/7MXnz+7e7YvJU0d9+LHgvE2zph+MfOZYvxpCLFm73rIsj8sliEzTNC2rWaOGl59zzuadO2cuXkqMNcjOHH7DdcdZfZZlvTb2cxLC7/We2a3LU/9++6WPP7nhogs//G1Gs9yGq/M3X3zP/QndGPvi80e72RIAAAAAAOF3Uhye3y+8VBxm8XpHm4H2fX1CjxE3jrxRp0uiXwxnrgPHlZMwiGRydBjk6HSZNu8ts2g9SUSCSJJIcLsABSfv9Z/T0SNBSsquLUXGeLRCkiSmuGrDkTERLDnO76Tpev9b/rFq1eorLxn8wbNPB3y+lZvyXx877uf5C4pLyxhjsiQJIVRFzmvQgIh2FhUxJjlUVT7KxDO2sqqqW0Y888v8RU6H6na6LjzzjLeefNzi1pk33hKKRA3T/GXMO3kNGxy2VUV19ZeTJpNpESOHxzP81ptH3HF7WnIyEYWj0cuHP1w3zGhxnuT1Nm+US0SFxcUUT7z06MND+p/dtPdZu/fta1z/WMsbJHT9kVdff+ebCbM//eipf7+9bP2GhtnZ9lMel6tzq5bvj//27O7dC4uK3/zya4mxlJTU3z758Nh9pSrKqu/G3/zUM9t27VJVpX3z5mf36HbzkCEup2P8tF8nzZ4rMemL0S8yxtZt2bqzuLhzq1ZpKckel+toh1GW5bEvvrB0/YYnbrvll3nz/T5vxcJ5acmBhK6fe/uweStWul2uZrkN2zdvbh8Ny7I0w9i7b39WWlpacgAnKwAAAAAg/E6WqRO3SJaIBHHL0WEIyQeOleyoG4I7vNBScpMemR6f/LhRsIaI5MyGrjPvcva8hfkzSYjE7H+RIDKIGAVGbNKWfRr/5VXilPTQTDmzxTE+C49Wyr4MIiJukqXzmn1yxoHpK4Vg3pTj+UI7i4oG/uPO7Tt2fv6vV28YfKE9iNetXdurB5038bfZbqdTCME550I0rlfPrixFlomEy+E4YrEIIfILCr6bPvPfX3wV17Qkn5eITNMKRaOf/jjxo+9/LK2sjGvaz++9fe7pp/9x8/SUlI9GPbdt154zu3bp3blTcpLffrwmEmk7+NLKYLAu/HTDuO6CQS6nk4g+Gvns6OH35ebklJSVE2POYxba8g0br3zwkd3btr804omzunWtiUSYxCqCNeFo1O/1MsYu7nd2TkZGo37nqA6ny+kQQkx+9830lOQ/PZhZaak/j3nbME3GWN1C6tt2777juVFul6tBVuai1WuvffSJkrJyWZbsaVE7t2rZrnmLR265sVnuEeaDvXLguVcOPJeIhl5ycd2DldXBhavXJPl8RFQRDA5/+dVwNLp116795RUl5eXxYPC9l16486orcbICAAAAAMLvJIl4jdAizJNCQph7Vir1O5HJSHESMcmTzI3Y0TZUW5+rtuwvtDAJYk5v3bBh/OcR5o585iRHt8vk7DZyVithJESUfHe8q7Yc8CcfRq99O2EklNxuhyzyLriU9iczuwghZi1ZevkDD4eCwY9Gv3DjxRfVPTVu8pSbn3rW7/XENc2hqJlpKXtK9t12+SXKQXNa8rqJNQ+1u2Rfu0GDJZfT5/FIkhSNx11Op6oqC1at/m3pMpfTGde0Uffdc37fM474qRhjt1126R8fn7l4SfH+/YGkJNOy7I9hGMZNQ2pzyON25bpziCgaj5PHnZGaerRvvb+ioue1NwjTfGnEE/UyM0d/9El5VRUj6tu1y6YdBdPmL7xi4Lmt8pok+bwOl8uhqsSYQ1WfH/P+Feedd06vHplH33Pd568bGLQ437KzsMc115OgWDw+9sUXovF48b9K/IGAfbWnEGLt1m1LN2z8curUykXz7Ig9Nk3XV+XnK7JsJ7pmGO+Nn8CIKbIsSUxVlITbk+JPwqkKAAAAAAi/kyfX+33+Dykpm1x+ErzutjwRD9ExhtkkmbkPGjUSVvzXl2OTXvINGytntVQadSdiwtS0OW8HHpuitrvwTz8Mc/rsC0GZJ4XXFBO3WFKOvfYDj1aSpeV5pVcAACAASURBVB978/cnfHvXM88rbtfDt99a11qxROLLKT/f9cKLHpczHI0Ou+qK0cPvGzd5yn3PvVgVrIlrmtvpVGVFCJHk9R7xXrX0lJR+Z/RZvmFDKBy5fvCFd11z1W3PjNxZVOxSVUWWo/H4bZdd8vhtt5zokd+4YweZlqbrjerl7K+o5Jz7vd7WeXmHvawiWO31erPSjppn9tSaLfKaPHzzUCLKOuNszTAkWT69U8fcnOzcnJxbnxlZWFRUGQyqipLk84YiUYvzGYuWTJ07n4iuOX/Q4LPP7NmxQ1Za2sFXfpqWpRuGZfFQNFK0vzS/YOfaLVtWbspfsWEjkyRd19968vFenToS0TdvvHbDY085HKpDUYgxVVFkSWKMRWLxI4Yf57yqJhTXtJWbNk2ZM2/Cr9NjoZDidpumqaoqI1Jk2TBN3eREJASJRCKhazhVAQAAAADhd/KkQA6PVsqeFGIS86aLeDUjyQoWyxnNiMm/X/b5Z3jV7siHg6XsDqlvVjLP75UiwqWBx1fL9sShxyZ43SSiIlwmJTcQpm6VrFdyuxER6REpo9mxd7Bg1RrillNVn7/3bvuRr6b+fPuzzxuG6XG5An7fpHfePKtb151FxW999bUvkPTGF1+9N+G7PbN+Xb5xo6IoHpeLHSn8fB73zI8/iGsJwzQDPh9j7POXXjj7ptuCkQhZ/NOXXrhpyGB2fLObHOzRW24uraw6u1vXfj16tLrw4qiut2vWzL6O9GCbthf0Oa3zH9fuq+P3egt+nZqZmmpfijnwjN7fz5jlUNTUQBIR1cvMGDd6VJNzz4/GYhkpyWu/n7B3//5+N9+uG6a9z++mzxg/7VfOeXJS0huPPXzj4NphUiHEruKS5Rs23jriWR6P167oqMiKqp5xWqe3nni8bbPaAdirBw08rU3rc28bVlJW7nW7BBFjLKFpVTU1R7yaNJpIXPfYEys3bmqVl+dxOYddeYXDoRLR4tVrV2/ebFrW0IsH33jxRUIIIYRlWRmpqX+6HDwAAAAAAMLvWJgnjbTwgT+niFi1sDQppSGRvb6CVbu+wp8fYKf/gUXM6Ts8LFNyKSX3eD6JsHSm1N7txlxJ5q6lUkZzpWGX2rAMlynN/2RF7zcef6RXp479enR3HxhoWrh6TTwSCaSkCCH+cfnllcHgwDvumjl3ni8lhXNuGMZrDz84cdbs2cuWq4rCj3ylJxGRJDF7YM3WtW3bojkzF61e0zovr0mD+id35D0u15inn7L/fF6f3l9/9c11D9z/x4DckL+5LsaOpkn9+nW1Nn/lKiMaffXZp+taMSMlpWLh3HGTp15+zoDU5EBGamrhzGm3jhg58bffPC63y+kUQsTiiR7t2/vcHiGE/RlURWnTNK9N07xLB/T7bdnyZes3EJHL6bz2/EHNGuUeNjTaolGj/CkThz33whdTfrbbWNe0kvLyFo0bHaFUPZ7pH44xTLPu8k7b7GXL+998m8PhePTWm/NO9qgCAAAAwP/1wBFH/2f9/2UiVmVsm+3odDkRETetykKmuEh2SElZRGSV75ACOczhPermibCIVjNvCnO4iUnE2IHLRAUJIm4KbpIR56H9clarQ+7Z+wMe2s/cAaa6halZu5dLKblCj8pZre3sTMz6p6v/o3SCA2txTRv23KhxkybLsixJUtOG9fucdlpaIPnd8RPO79vnX48+XD8zc1dxScsLBsuynNegwcZJP/yP/BQM09xTUpJbr17dBCp1Bt957wfPP5uTkX6cu5qxeEl5VdV1F15w7JdxzifPmTvqg4/XbN7MuZjy3lsX9D3jJMYtD9mnECPfGfPSRx973O5wMLh28sSOLVsc57YW59c8/Nik2XM9btfO6T+nJOGmPgAAAAA4GRjxO0oQu5ONHXPt8BOWIRJhuX6eVVFA/kxiTEpuYO1ZrjQ96tLhvHp39SPtmY/k9CzmTpGSc+WcNmqbQYlZbworwisLeaRcVCfIQ2lvm3TMrLBKN6vNzyIiJqvCSDBPMg+VCFNjqou4SbKDTjxL3E7n2BefP7t7N900Lu3fPyWQZM/b+c7X39xzzdX1MzOJqG75Ps75/9RPQVWUprlHHhctra52OR3Hv6tzT+91PC+TJGlI/34XnXVmSXl5ZbCmU6uWf/1bSIw9f+9dDofy9L/ffm74/e1bND/ODWvCkcF337dswwanQ5UYczkcODEBAAAAAOF3astPkhw+kQgxVxJT3VJStlW1i7gl9Chz+pjqItlxjKs95cyW7oE3aKu+s/aXEpUS28J2zDV3LjK2riB7jhiF5MZtvFe8Vnf/3hGJeJC5ArWjhdxUm/UlIjm7HVNdRGTt2ySlNz3J78fYTUMG1/1V0/U3xn0ZDYetA5mXmZbaICurYOdOwzT/bj8cLkRRaSnn/6nBalmWG2Zn1634d0o89Y/b77v+uiSv9/g32VVSMn/lykBSkqYbXdu1PZ65QAEAAAAAEH4neGia9bVKNih5vYmIeVKZFraq95iFi9VW5xKRnNWKB4tq7/o7Qjqo3uvHea/5WMSC5v5NiRkvmYWLmSuJuR2ei0eprc6V0vOYw3vsizyJiFfuVup3PFCBwty3ScSr1WZn2g8YW2bUXoz61zuXsTe//Jri8aqaGvsRl8OxYdIPn/04Ka/h3+6+sq2Fu+o+5/+a/5LA2AlVHxFt2lFAuh5LJIx4/LVHHvyLV5wCAAAAwP9luMfv6ARPLHjXdcbdxCTiljA1JjtIkutG+ayKAsmdzLxpR4k2y9j8q9pmEDGJLCM4uh1xyz1opLPb9UTEa0p4+Tal2VnHeH+rfLvkSWPeQ1csMDVSnEQkEmFt+VhX33uITk0PhKPRfWXljerXc/69Lym0LOvMm25Zk79lz2/T05KT/5t/AYWoCAbLKqsCfl+DrCyckQAAAABw0iQcgqNHsaTk9dYWfUBEJMnM4SFZOfjaTjm9KY9U8JqSoxxaWVv2ubbkIyIiSZGcAeKmlJRjPxl6s++xg83at1HyZx1efUR29RFRfMYoZ89bTlX1EZHf623RpLHzb38jGRdC102/2/1fP9MJYywjJaVts6aoPgAAAABA+P0HKfU7m3tWELeO9gI5q6VVsl4Y8SM+6+h6bXT8cBKcGON62Covte/oM3ct5aUFSpPTj/rGpk5CMNVl7lp65PgJ7WPEjjGt6H8xVVEWffX5pqk/SRJ+ewEAAAAAjos8cuRIHIWjYkxObWwVr5EzDpmJsbbHJNnas0Jp2M0qzZf82X+8YY85vPFpr4pEORNCW/oJaXGmyszpj7x/qaPD+Y4uVx/tba3KnXJ2ax4ujXx2hZLblXlSmKwe/AJt0Yeuvvcw1X2c36M6FDJM0+lwCCHKq6tN03I5HVwIi3NJkgzTFEJUh8IJTU9omtPh4JxLkqQbhizLoWhU03WHqlYGa3TTcDmdXAjTsmRJ0g2jbvJP+8Wcc4tzxphhmrIsm5ZFREIIi3OLc3sTi/OqUEjTdbfLVROOhKIRe434uKZVh0Jet5tzrhtGMBRK6IZhGpZlqapKRNF43KGqRCRLkmVxVVUYY7F4vDoUcjgc9sSklmVVVFc7HU5Jkjjn5VXVxMhejZARVdXUJBKa2+WKa5q9XB4XgjFWGayJJzSPyxWKRILhsPPA3ogooemKIhORfZTswyVLkv3J3U6n/fWjsXg4GlMVhXNeFQwmNN3jchGRvWe3y2WaZu0Rk2XLsoiIMaYZhiLL9g9FCHKoqsW5vRigxXl5VZUsy/ZSFhbnFdXV9g/R3so+Soos4zQFAAAAgD+FMZM/K+P6HbTFHx8ypieElNYkPuPF0Otnm7uWM5dfadjV2D7nj+N+UnIDpWmHxPQxobcvIj3GnKQt+jT0en+rrMLZ+46jvaOIVkruAFlGcGRjq2y7tuAd0iMHv4BX7SYi5kk9zq+wbP2GXxcu0nWdiKbMnVdUWjppztw9+/eXVVYuWLWaiD6bOKm8qjqha0/++y0iqghWr9yUT0Qf//BjLJF46JXXGGM7i4qWb9g4Y9GS/IKd1TWhm556hojGTZ5SHapd5v6dr8cLIfILdi5Zs64mEul3y21ENHf5ysLi4k0FBYVFRd/8Mk3T9fkrV303fUbB3iJJkkzL+uiHH8srq7755ddgOPzG51/E4gkhxMpN+UWlpXGt9vPMWLykOhSqqql55+vx9nuVV1cvXbfukx8mCiE+nzTl4AUnPvz+h8pgMKHrFuePvPZGRbA6rmllVVXrt27bV16xcPUaSZaI6LL7H1yzeYsQVLR//9S587ft2mWYhmGaoz74SD4o4DnnXa68uqI6SEQ/z1sw8t33iWjy7Lm6YXz206R9ZeX3j/6nbhhEtK+i4rOJPxHR9zNmRuNxSWJENGXu3No9G8akOXPtIxZPJOYsXzH640+I6P3x33IhZi1Ztrlg5+Q5c4pKS7fsLKw7ntU1oXe++qY6FBJCvD52XHUoVBmsMS1r1PsfCSEWrllTUlaOMxQAAAAAEH6nBHNfNFpb8B4RETeN/F+sih2x7+/jwWImmVblLuIWMaY2P9vas1IYiUM3Zf5hvzCvizgJjUSChElkkWvAjXUzcx7G2reJV+9lvkxiTKnfUWnYmWSnuXe1uXuZ0CJERILHfhju7DPs+L9AYXFxaiCQnpLCOQ9Ho6e1bn3dBeev27zFsrhTVYnIqao+j7t+Zma3dm1TAkkOVa2qqTFMUzdMxlhORobX45GY1LVtm67t2hSVlrqcDr/HU1JWnpacbBcOEdkDXIoiq6oiSVKS17uvvNzv9ciSLDEpIzU1Jz09HI12b9/eoar1MzMCPh8j6tC8Wau8JvvKK8LRWDAcbly/HmPMtKyMlJSG2dnd2rVN8vkuOLPvh9/98NXUX+697hr7vWYvW96/Z4+AzxuKRrMz0lOTkxVFISJBFApHmubm+jzu1Zvyrzl/YJumTdOTkxVZkWVZklijnJwkn4+IWjRuvG7rNs6tsqrqymCwV6eO2enpsiRlp6enBJLq1osvLit/4Mbr12/bSkQtGuempyRHYrEkn1cI0aJxo46tWt548eAVGzcRUf3MjF6dOqqKoihKRmpqSlJSWVVVRXVN7Z5lORyJGqYZjSckxnLS01ds2BRPJDLT0jRNC4bDZ3breumA/r/MX2i/b0V1dZP69VrlNRk6ZPCazVsKi4uvOO+clo0bN23YQFWUYVdd/tPsOfGE1qRBfZyfAAAAAIDwOzXkrJakOK2SDSQpaqtzrd0rhB5lnlSWXI9XFtRO9yLJStMzrH0byTIOOb7J9VNGF/nu+NJ93nD3ucO9Q0YGnljgu2EsHXrpJhEJLWpsmcG8aXKDTkREkuIfvsDZfajSuGd0/F3G+p+Yw0NE2oovXeeNOKG7+64879zCouKf5y8QQvg8HiKSJFZSXpHQNSZJRMQkxoUQQthL9imy/OOs3z6dOGlVfr4iy5t2FCxft97tco6dNPnLKb/079FdN8w7r7pi9ebN5VXV7ODZZQ4sOGCa1l3XXL1h247isjJJkoQQqqI0rl9/S+GuJJ83Fk+8MfaLxWvXMcYWr1v/7LvvXznwnIbZWZcO6D/qg4845y6H4+DPoyqKQ1WdDofdlkRUWlEpSVKLxo1j8fiu4pI3x31RUVVFRIzo1ssufejV12PxuGFZDbKzDvpoJDHpvQnfTp07TwjRvFFuXoMGq/I3R2PxunxijC1Zt37MhO/CsZj9yLL16y/p32/zzkIiUhX1yvPO3bBtuyzJxJhhGETUMDvLHvHjQth/iCcSb4wdl19QUFJWnndgzxJj81eu+uSHibOXLmeMKYp83/XXbNxRoKqKxbnb6SAip8MRDIdNyySiUDRqT1ialpwshNhXXpGRkhKKRj+bOEk3jAZZWV9N/blN0zycmwAAAACA8DuVXH2GxSY9JkyNJIUlZVlFa+WMZlJ6U98t3x18a5/SsIuxdZa1b9PB+ce8ac6u13kufcNz2RuuQc8qTfscNhWn0GPGttnW/o1qywFMdYl4kLhJRExSSXWpLQc4Ol/GfBnEJKt0i1W0RsntcmI/Y0kadtUV0VistLLKXp/dtKycjHSPy2VfJBmNxeWDJkoxTHPYlVfcccVl/Xt0N0yzR4f2PTt1jMbj1114/sA+p1eFQoxRTmZGm6Z5E6ZNt6+cJKK4pjEiIqYbhhC8XmZmjw7tvpr6i6rI9jvm5mTb1zEyxkYNv7d3506CqGeH9g8OvX5XcQkR9ezY4aKz+q7buu2PK5V3bt2qd+dOdX/NTk+3OF+ybp3P42nZpPEjt96SkVp74Wt6SvK/Hn14wq8znKq6fuu23w+yIIvzZ+8cNvjssxhjNeFwt/Ztp86d7/O412zZar+GCzGoT+97rr3a7/HYf508e+7nP02ZtWSppuuCRGZa6rING1fm50uM2bcd7irel+z3H/xR/V7vU3fe0aZp09yc7FX5m2v3zPklA/oNu+qKKweeY3Gu6fppbdrEEokla9aqimIXYyyRyExNtWdVDfj85VXVduL6vd6G2Vm7S0qSvN5WTRqHIhEiGtK/nz10CQAAAACA8DuFx0nxXvdZ4tfniYTSuKfv9knW3lWe854+eHoVXr3HKt2ithkkpTYyChaYO+aJRI2dcEdmGSJWbe6YZ+3PV5v2URr1ICbxYFFi5svGlplERJLs7D6Uufzu85+Tc9oLI5H47VXPkFdP9LNv371nTf6W/J2F2RnpGSkpKzduGvvTpNPatM5OT1+/dWt+QYHFLZ/HI4SIJRJExLlI6DoRRWIxxtjC1WvWbN5CgizTatM075d5C3TD0HWjSf36hcVFdGAdyJ4dO8xdvmLRmjXtmzfXDSMSiwb8/lX5m7kQhmmapuV0OAJ+PxGFo9G3v/pm8dp1lmVFYrHUQGDhqjW7S0rWbd06e+ny3JychKZxLuwWsnee0DR7nhjbgF49Zi1Z6nI4fB5PKBw5eC3Kgr17p81f0Lppk9PatP510eLVm7dUBoOmZdqJ+/bX38xdsdI0zXAs5nG5+vXs7vW48+rXm75o8Z59+4QQM5csnThzVlVNiIj2l1c8dtvNDwy9/p0RT+4sKrYsLknSleedu27LFomxKXPnfT9j5vpt2zq2aklE4sCIX2UwOG7S5PmrVqcGAs1yG/62dNne/fstzhOaTkTReJyEMAxTlqQWjRp99tNkp8ORk5G5YNXqCdN+PadXz10l+2YvX5Hs9ymKvGlHwdifJrVs0rhhdvbUuQtWbdo8d8VKp9NpH0PL4jgvAQAAAOA4YQH3E2AWLDS2/eYe9CwRiXAZ82cSkVVRYO5arrY8mzl8idlvuAc9faDrdJEI8XiNiFYyWRVGnIQgEiSrTHGREMybxpw+5kqy13ioE/1yqPvCF6XkBoe8NzcjX93ivfSNo64Xf3S6YVSHwqmBJFVRBFFFVZXb5bKv+bSfykxNqZuZ06GqQgjOuSzL9l9D0SgJ4fN4iYQkSZqu24NdEmOxRKJuWku7edwul8fl4lxwwRVZTmiaw+EQQkiMMcbqJgutiURkSUoJBEzTVBVF0w1ZYtWhsNvl9Hk8lmXZk4XaH4CITMtijB08LFkTDtsZaZhm3S15dqxqum5fJ2nPlul1uz0uFxdCYqyqpoZzkZYcqJvj1J6oszIYlCQpJSkpFInENS01EFAVxZ5g0/52pmVJjNkLSCR03eVwBMNhzkVqoHYtQXvmUkWWdcOoCYclSU5LDtjHxN6z/Tl1w7Bn/rS/YCQWs38QlcGgy+n0ut2aroei0YyUFPvDJ/l8LoeDiDjnFcGg2+n0e732T0pVFMYYzkoAAAAAQPidevqa70hYjtN+X4lBRMqt0i3GlplW1W6l4Wmus+4/bBOhRUmPME/KgUMukaQc4y3C71/g6HyluXOh9+oP7RsIhZGIfn+P96LRzJeBHwEAAAAAAJwoXOp5YhydrxCWGZ/yOFFtMGtrf4hNelJb8aW2YJyc06buldb+Tdqyz+0yFEacZEft/yRF6DEissp3mHtWkqkd1IhCXz1B8qRaJeuZK0DCIiKyjNj393ovehnVBwAAAAAACL//T5zdrlc7XBr96lZ78QZXn2HugU8qjfr475ygNu9nv4ZXFtaM7q4t/dTYPldbM4G5AgfVHa8Z3U6YmoiURT693goW1T1j7lwkjLic08Zz8SueS14jSeE1JdEvh3ouGs186TjyAAAAAABwchQcgpM5ao26S/6syKeXey59Q85orrYZpLYZdPAL9PxpzJtC8WB84gNSdlurbIvSuFdt95k6CUlb9IG5e5mS20k6aBxPyevN/JkiWm7f9Wdsm60t+dh79YfMifkbAQAAAADg5GHE72QPXGoj383faks+1lePJ/77hJNkGcbGqUx1imi1o/uNcm5XtdlZddVHRNa+TVJqY7XVuc7uN2krJpi1y74LIiLG5MzmSpPexK3Eb69aRWt8N36J6gMAAAAAgL8Ik7v8Vebu5YlZ/3b1u1dp3JMOzLLIq/aE37ko6bGFQo8ySWHe3y/U5KH9oVe6eq54y9q/2dgxj8kuye333vD57zO+WHp82gvOM+6UAvVweAEAAAAAAOH392AZxubpxvYFzr53ymmNax8UnJhkFi5RcruSrP7+2tLN5o4Faot+zJ/FnD4iQcRqZ++M12hrvuNlW93njWDuAI4rAAAAAAAg/P5muKkt/0JoIbXN+VJyQ6a6iEhb8omz163H3EyIRIRX7jT3rLDKtzs6X6007ESE9dkAAAAAAADh93clEiFzx3yjYAFZJvMElLw+Sk5bUpykOKnuUJsJYRpW0Wpz9zKhxYUecZ1+m5zdhhQnDiAAAAAAACD8/vcwNZEIW1W7zK2/8ZpSlpRRuy6fIF5TpDTuJee0kzPymNN/7PXcAQAAAAAAEH4AAAAAAABwLFjOAQAAAAAAAOEHAAAAAAAACD8AAAAAAABA+AEAAAAAAADCDwAAAAAAABB+AAAAAAAAgPADAAAAAAAAhB8AAA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)
3
课程内容及教学日历 (如授课语言以英文为主,则课程内容介绍可以用英文;如团队教学或模块教学,教学日历须注明
主讲人)
Course Contents (in Parts/Chapters/Sections/Weeks. Please notify name of instructor for course section(s), if
this is a team teaching or module course.)
本课程主要包括研究基础、研究问题、研究设计、调查研究、实验研究、研究成果六大模块的专题内容,采用混合
式教学、小组合作和实践活动相结合的方式帮助学生理解研究、掌握相关研究方法并培养其做研究的兴趣和能力。通
过学习此课程,学生应该能够掌握解决问题的方法、提高批判性思维以及形成开展项目研究、进行论文写作等方面的
能力。
This course consists of six special topics, including phi
losophical basis of research, qualitative and quantitative
research, survey research, experiment research, action research, and research publication and distribution. the
course can help students understand research, master relevant research methods as wel
l as cultivate their
interests and capacity to conduct research through ways of hybrid teaching, teamwork and field practices., By
learning the course, students can master methods to solve problems and improve their critical thinking to carry out
research projects and academic writing.
第一单元 问题导向的研究方法
第二单元 研究的哲学基础
第三单元 研究方法
第四单元 定量与定性研究
第五单元 问卷设计
第六单元 实验研究
第七单元 行动研究
第八单元 研究的出版与发行
第九单元 研究伦理
Unit I: Problem-based research approach
Unit II: Philosophical foundation of research
Unit III: Methodology and methods
Unit IV: Quantitative & qualitative research
Unit V: Survey research
Unit VI: Experimental research
Unit VII: Action research
Unit VIII: Publication and dissemination
Unit IX: Research ethics
教材及其它参考资料 Textbook and Supplementary Readings