反應速率:速率常數、反應級數、碰撞學說、反應 機構 、催化劑、中間物 化學平衡:可逆反應、動態平衡、平衡常數。 溶液:沸點上升( ΔTb=Kb Cm×i )、滲透壓。 有機物: C1~C4有機物(乙烯、乙炔)、官能基、有機 反應 、有機 檢驗 、異構物 芳香烴、鍵結原理 D.B.N (苯D.B.N.= 4 )、烯反應、皂化。 高分子:醣類、澱粉、蛋白質(胺基酸)、 DNA 、核苷酸、聚合物(單體)、天然 橡膠 、塑膠( PE 、PVC、 PS… )。 錯合物:維納實驗、配位基、配位數。 原子光譜:電子組態、基態、激態、電子能階、電子躍遷。
wD/ADVsm/8A6ZeP01rzr0kzSL8rdcZyFk7fH9uO9kA/X+yf7qD9HE6BJ/SqHN60cThkyMQtMvI2NtIL2QJZNt0lkKKF3r7h9pIbr4ca2QwXnUXqP/Svs19u99LvTLJn49y15ZfW3b+fV7F9f3djVGGd9YcHdXEGS9IOPq9/aszxtzyVoVhiaLZCrjAiBSI9KRrXYAeWoO3Yb+kBxDO4sZe0xWZhgMskX+dpBbEFBGSfxJVBXU0ZDA60Sd6BIvmAzltyLE2uZs4ZoobyJZkWUAOFPxsAkA/y34+D52K/JOOg5ZaiTh7+l/E8YMhe/UMJOQZHIl5pkRHbzjAjhhbqSS3Ue235QCB0W0k9bOL8Znin5zxa3x2Jx0hghx/H5fqT7aEr2nmuXRvjyRCN7OtUH6CpWtjJpbnG2lxMQZJYI3fQ19xUE1s0ClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUCscyq8TKw2CpB/2VkrHOwSJ2Pwqkmg4LgvUbC3nHMBxv00wOP5PmGsra2uMjeXHt4iwnEILpLckN7kgII9mBXYPpZPZDBq1ZPTH0O5lf4jlHq1yfFc+ysc08NolyqLi4XKtbyw29gC0aKoudakMkn3qzO3RWW3cS/hUvDeLJFx2xRcfirdLfewqgxLvSqAPPzr//AHWueFcYY25jwdpCbWaSeExtMOkjqgcj8TXkRp41rY3rZJoEtzyj0zifI8SzcnN+Mq05fDZDIKcpae2X9wWl5OwEyhhr27pxrZ1OB0jq+cO5xxDnmPmveP5FLh7aT2L22mgeC6s5v/JTwSKssL/r1dQSCCNgg1SrrjeNvY54bu3ikjuZWnkUrrtKyIjP489iEXZ/fZ+STVV9X/SKH1cWwu25TkeM5nGXEM8eZwsUMV5IsTiSOGVnRhJEsipIEI0HRGH3AGg7hkrXjNnazZPLW+Ot7e3jaWa4uEREjQDZZnbwAB5JJrnVzzvjfIXW39MOHZLmMhmWFr6wc2eKgDKWErXshWOaIEAN9KLh1JG0+aisZ6eY+W4hyXPLufnuSgbvHccgYSxRN37K0VnGEtYmU+A6RCTQG2NdFTls0ahTil0PA6Ta0P5ArQcmh9Lf6Sn9ZMlyl/Urj8Vo1pBLYcV+m92xW53IJoHvjELgIVERWcISHdyYSqBHt/C85iuW3d1gLmS/4/yXGoHv8FlI4/qoUJ0JUKHpPAx/LNEWT+ySrhkW6Q8vtmX8awukP7jqw/8Arv8A+VV7muH4Pz20hXLC9s8lYM8uMytmjQ32NmYa92CUA6PgdlIZHA6urqSpCZ/qjcn7kykR38btz/8AdVY5d6Nx8ruILm8zUcbxW01oyi3brJHJJE/nrIrdlaFSp3oedg78Uw/0h+S+nXL7L079QeHZvkkMtrNNByvj2Fu5oJ9bMMVxAsRWCdgCrdZDH2Cv+GshSKxTXnMvUSVDyTkScF4+7aGKxt5HJl7tQSes94pKWysuw0dt2kBAK3I8rQUn1AxnB+Pcts5L3ks/I+V2KQzNhsdBF9TJ0f3FkuHeVLe1XbBg07Rq3TSbbSmGy/p967Z3BcwyvI/XPH8ftLm3S6wWLxEFlfxmExvNLG00kEckyPGjRowCMAkjHuAGN49RfSXheb4lBxHgeWs+NxQpcKfp4DL7ssoT8WQ6LPL2UMZGbux3tvuJqNm4nd8e4XNZXjYvKPY4b6Vr7+HeyyiBJ9SiNi25GVwCxba7kK/mOw/QlpEkFrDDENJHGqqP2AGhWWsFlMtxZW9wg0ssSOBr4BANZ6BSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBWK4QyRPGNbZSB/iKy0oPzzjPSH+kjc460xd56xcS41a2cKW6R4jjb30zRoAqlpbmYJ2IA/wB61/I1JR/0bOWXYDZ7+kt6i3LfqLNMbZJv+6O13/tJrulKDiCf0WbJSHPrj6tF/wB/6xKB/sEQH/yr2f6NWTg7Njv6Qfqdbt8D3LyyuAP8JLY7/wAa7ZSg4c/ob6vWRJw39JPJyfsuV4xjrga/YmFID/8AOvB4F/SVxi7t+d+nudKnwtzgrvHsw/m8dxKB/wC4a7pVJwfq9w7kN7Z4/GT3Dy30scMYaMDq720lwgcb7LuKJmGx/q/6w2HPI/8A9JSwJ/iPpdwnIoP7WM5dMrt/7E9kg3/7f+Nad1z/ANT7BguS/o1c8fX5pcfe4i5j/wAP89Vz/wC4K7lhOQY7PpcPj/qB9LPJbSrPbSQOJEOj9sihtfs2tMPIJHmpOg/O59ZJ7U7y3o/6oWGv0PGZLj/Dds0g/wBhqoc49WOL8hS1STgHqZI1uzEK/A8z1UkeCALYq52APP6FtEbO/wBbMNjVctyXFef3POxmBdFsTFDdRtaxz+ytx7nbps7LDQCK33DZIcAe2iAPyjb8g5K3LbLN4r0b9U8pHDNjJXhg4pPbAm2hhhkHa7WLYYQKy+R50PHkt1DKc7/pJc2t7nA8S/opZnGWt/DJbtkuU8hx9ikSupUt7MDzyEgHetCrRxn0t9UsZDyK0yGRv+117TWNzJlGnaSTpL3fo0n4PUtbhUUgEqxYt4I6r6U4Pk2B401ry2b3ci9zK7t431J0PAdwAdbA7HQIB2RugteNge1x1rbSEF4YUjbXxsKAa2aUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKq0/qJxSGOxnbMR+zkstJhLeYAlDeJI8LIxA+38aMxAtoGRkUEl0BlrHN2eQkvIbaYtLj7g2tzGRpo5OquAR+m0kjYf+i4P60EnSqxb88wlxmbfBG4WOe6EyxOZoijyxsA0IKufxepEnT567JA0QMdhzy0vs5Lx6WwvbO7imkicXBhUL1XuCNSEsGQqw6gnR8gabQWulVPDeovHc5lb7D2d8Vnx9zJaymXSAukUcjAbOyOsm96G+jkbA7GJ4j60cT5tkZMZh/4kky2LZBfetCBJErdXCa32ZSVBA/fxvR0HQqVQsR6u8ezkc74y2ylw9vjIMnJbpbAzBZwPah6b7CVtjSnQ+4HevNSXG/UXAcrxBzWJGTNqYluEaTGzo0kLsyxyIvTbBupOtdgPzBfigtdKpdr6q8TvMJdchivLr6OyEQnY2knZXkfqia1stsrsD47AnXnUtxTmnHuZQTT4C/N0kHUSH22UKSWHXsR1YgqwPUnRBBoJ6lRh5DiJcXb5uzyUF1YXSRyQT20iyJNHIAUdGUkMpVg2x46nfxVcyHqnxvG4A8jllupLYSNAyQxrJIjrE0rdgD9oCqT2J6602+hDUF2pVAwvrLxPOcfg5PbNfrYz38lgGe1O1dASzP131jAG+5Ota/es+W9V+O4a1sbq8iyoS9vWsD1x0u4JVtHuj7gKjqvtpvt8bI89QzKF3Nch4f/AEb+OcO5JguVWeZvp77Ce/ppddZvdhaN9j4X8wbx+o87+auV56h4a0t8ZPOZUXKzmGFlaNwo91IQ5ZWKkF5YtaLH7/IGm1kynPcZhsZHlbyC89iW7+k7e0qdX+pFvs9iNAuwI/Urs/oaDe41xLF8Xlytxjlcz5u9/iOQmcgGe59qKHuVUBFPtwxg9VAJXZ2xJM3VI5N6p4bitvj58pZX6NkpJEhj6xo2klVCx7uB1+9Tsb+09joVkyPqZhMNh7PNZVLm2hurI3xWRoVaOMPEhLffojtNGOylk8g9gCCQudfND9hVG5R6ucW4dFZzciuXshdQJcMkrxLLCjB/MiF+w8oV8A/d4Hnety89R8HbQRTQ+9eNPizl4o7QxzF7Ya24ZW66G1+4nqd+CdHQWzopGio1+2q+gAeQAKrN1z7A2FvaXV5cskV1bi7ZkHuCGAxSSB3ZSRoiJwOpbsQeuwCRY4ZoriNZYZFdGAZWU7BB8gigyUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgpJ9K+EzWYx97jnnjt7q5vLVnuJFe1kmu/qmaJ1YFGEwDKy6ZQqgHQqexWCssXNkrmAsZMtdfWXTsfzOIkiXQHgajhjX/wBnZ2STXLMhwH1Tyt7hb6bP28MuMymSnvHe7ZPfgbM21zbKAIWDILSB4iodSBJ07EFyOg8Px+fx+GvrfOTe7I+SyEtovueY7R7mRoEJHxqMoAP7I0v9mgWvEOPLlrTKw3RnurL7kYmJnZjG6lmfr3OxMzEdtbYHVa+C4LxnC5+9zmLu52vruSZ7hWuRICZHGyV+dr7YRST4VevwNVo8c4zn7HL3Zu8dY21tNCw9+GeSZ2drazjH+kbRAMMi+UGwkZ/Mzlq76deleY4by3M5y9vL25jvIJYfcLxa0rIIvZT+xtVd22fLyN+mgAv1lxywtchJkbbK3TfZ7NxEXjdJCDK/3bXsNGdj1BCj7QBoaqt8b9J/Tjjgu8ji7W1Mk+M/h9xcO0UnaBkBdnPXq3cdWbsOp0NDWwfuA4hn8bcZO3ylzd3Ud3ayJbzrcRoLZG69bdOirJ2B7/ik7IRDvt+WsYj0i5BibnnFwseO3yXFzRwPGoMkVzL3DLGxGo4+qwkqwb7uv3EJohaONelXAOMXF0tjdz944dXCy3aho0aUSqSVAKDcegfGwp/bdT2C4hhcJYyWGCu5kthZ22OX25VLIluhjX7wvYv1+0sxJ+0a1quZ8C9HuR4LLc5bIwwpZclubeaFDdCUTj24kn9xGVkXftMQoTrqUgg7IFz4TxXLcTwiYa7tobt4cZZW/dpFKXF0qN77Ele5BkJkLMCx7N48AUEvPw7DZLETYi5uZ58fPNazJD3QRwwwtGyQx9VGo/w/IOz97fd8akeP4LH4iS7uce0hW+cS6Lh1HlmPU/J2zuxJJJLHz8AVK64flrjit7gsfbWtnc+7YW0V0Y0/ziGKWN5JZE18Emb8JiQfPn7zU9wvCZrETZJ8xdw3PvOohkjj9oFAzsB02evUOE2SSemz80EplMLjMji2wtxBGbJ09qW3Cr0eHWjGVI10I2CPHjYqqZz0z4bnuMQcazd7Jc4xZTNae48O4tQsqiNunwq7cHyx0dkqWUznJMNkLnjRxNjmLqG8KoiX4SNpI3BGpirIVYggN166JAB0Nkc65V6Ycq5HwZsBbCKHKRPcaubrISRpLI8PT3/83ADDe+qyAldKRrQSgtXHvTzhPHsTbR2OQlkx1vefxC1aS7XojrEFJ7rr3F0jMe5bxseFVVXNe+m3GL2bFT3TuZsdkLjIQOvtKztLBJC8R0niMxP10nUkIpJJBNU7F+knKG4ng+M5q5x5t8VdyNLEkrNDLaNdwy+31kV20IRNAV7AEHR+13Wpu44BlMvicNicm7ahyMmRuGMcJBX64XCxtskrtBoCLwCB56jRCZyvBuH8mscEt4VukxVzDc2MyyIxd45UlGjrRBaFSQNfl2NEbrLf8L47ncPZ293cSXEcbxzRXSShWkBnSYjaaXq7ouwB5FVbkHpxybN/1Mn/AI7cWlzgxJLeTxzM0/vywsZAJHJHRpAqfaNohYJ1+1kj7j0SvMlxDguLnyd9bXXFrOyhljhyBCSyIqCT3CysZVUrtQx0Na1okELrmOI8RNvZY+5yUuOt7RpZYYkvjGC8jh+57ElmWT7lP6N5HxWHK+nmBymBs8Fk89fvbWtgtk0jzxGSdNDbyMyEF2KA9vGiCRrzVU5v6T8ky8OCs8RfxJBirGCyk1GhaRAjq5TegrABdDwPvb4r5zT0x5Ll8bZWFjcXUsVri7C06Q3cdsVuIJO6zxxhPbRlIB0PDDS6UDsAtWa9M+DcmfCS5yMZBsQIHxweVFQe1tgyxqAgDfaW6qAfbj/RQK8cj9MeEcnlt35DLPcLj7H6OOJrvokcJB7N1GtFgui36hf0AqqeqHpXyXmd1gsthorKC8wxMyxvMwikJt2VVZCpTqrk9U8qCdn87a2vUD0euuVZefOW+Ruu726W1vbwz+2sBRfEoL9wrg+FaMRkKzglu3gL/JxnH3os48lcSXn0Zjm/EEY96dV6id+qjb63+ynz4/Sp9VA+K5n6g8U5LySe9bEWqQu+NvbGKT6j2xI8tv1idtAEFJNn9dAqQd7Vemj4oPtKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoOUY71Lz3Iclb2dtFYYWO4ky8UUl/A86zyWeQa0WBQroRIyp7hB7a76UMEY1cOJcjn5HiL2+uLT2JLHJ3+O3v7ZRb3MkIkUn9GCDf7HsPIAJjMx6r8C47ZXGVvch0xsEWRvLu9RNwQRWM6QXkrn5CxySAMdfAZvIBNWfGZbFXhvILFh3x87W90nXTRydVfR/vV0cH9Q4P60FHxHKeTHOZOHK3OOuY2924xtvGxikaD22VVRSvZ2EttOe2+rJKrAgaSqT6YeqXPM3za/wnJ4rprcWBFi8lqsNu9zHFG7I7orESMHf7Q7D8GQhVI6nssfLsHJlosOspE8ylomIAV9d9gHfyAhOv1BBGwGIrWD9bOD8g5SvD7Bcgt+0D3A9216IEVUPk72CQ4KjX3AEjY0SFI9OfUX1KytznYOVWsymyxD5G0BsoYkkRm628jOZVUs4jlYq5jXYPwNEb3Bud81yd5zO25ReR2yYaFlguYrFRGjRqfckCdmY7JOl7uPs+R8G/Yz1I4pmBEITeRrcqdNPYyIqkRvIUcldI3txl9MRtWXW91pcR9XeK83zN7gcLa3/wBTYW0dzOJ440ALgEJrv27DY866nYIYgg0EHDy3k4t8rkBfSyQNg7XJWDTpDbKWE8/1LKzr1QCL2PEhPXY3rZJh+Kc39SM/xfkuWv7zG2l6FgGMshEYzB3UID2ZC3dpFfr2jYF9a2u1HRLr1BxNlhMtyC5sLxbPCY+TIXhDQs0ftozvCQJCRKFAJVtD7l8+fG83KcOttkb8pMIsVH7ly5i0VAXsw0fO1A2R/d80HPPT31A5tmsffTcyxtniLiKa0+kjhuveMtvLMUDkeyug3VxvZB6n/RgdjK8c5Xl77BXE15nLDJXjXsbwJaxLARbSzs0aMQ0oI9pSNgeOjgsWVnEviPVLjGZxWTzMVvkoLbDTpbXpuLNkaGVkRypX5+1JY2ZvygN87Vwu5DzvES4mXLLYXypbyx280RiXvHK8gj9snt1LK/hgGOqCpYP1BymU4VmMpe297HLhHhi+otVgmnvHNrDOWEWvaQH3lTXc6IOymtCF5By71Gn4ZFluJy5GW+nyc9uYxj1kkiUqxUsBEwVUAPkjy3RS5B89AtfUziM+CPIHuWtbZLm1s5FuFVGinuBEY4289e2p0J0SBsndZLn1DwFlxr+tWQtshb2G19wtaMzRoRsu3TYCgbJO/kEeW0CHOMz6j8xsuAYLI467aTI5GQvNcvaQmQKmQgiZDGzRoD0ldW121okH+2LFdcr5feYTFXeNWyFxLLMbj3LhYB7UV4kWwBHMh2h+BIo2fDDwy2nBeoPEeQcZk5ha5S2hxttG0l5NcTRoLIKgkYTt2Kx9UIc9j4Ug/B3UhmORYzB42TK3ncwxRPL9igkhVLH50B8a8kDZHmgo97nOcPJx2Czla3a5hmN4biwDhigYiTurKkYIjJQMF7CQBghB6wHqd6g85wfG7LP8cee6intpZXksbCJo5VEodJIzLIf94jlJX7thlYfBroeX9Q+P4fBScilhvLiyjiupna2hEnWO3VmkZvOl/KdAkHZ+B51Ccz9ceFcDtcZeckgyEUGTW7aOSKOOVY/p1JIcq5/OdKpXsCSNlRs0FZ5VzT1BweEwGQna9tbq5wBu7qzisIJZfrY1QzCQMwCr2dRpTsgvoqQrVuc95pzPjt/icZj7iBpJY7Nbp2g79Q/vNPMX0F6ottsgoo6yMT10ur/ZcyxN/Z2d7DBcot8GaCOeMQyMBII99HIOizJpgNEOhBIYEwmY9Y+F4Gyw+Qyv10NvnbVru0b6Ut2QKH+4KSVPQs/n9EYHTaUhSPVL1K57xf8AgMvGxZu90LB7yOdBoK/u+92GtovhDsE6Oh9n++dqs5Pdt0lP9tQ3j48iqpe+qHG7EWTXFpfe3e2dvel/bTVvHO4WMSgttGP3kDR37bhdsNG0YzI2mWx9tlLBy9tdxJPCxUqWR1DKdHyNgjwfNBtUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgoEvo/wG+s3xeVxb3tl/3SiNtNdzey8F9ci4uoJYw/SWJ5FAKMpAQdNa2DZ8ZhbTEzZO8tiTNlrr625dvAaQRxxLofA1HDGv8A7Ozsmuc2vpbyKTkOEzWcXH5OfD3OaZp5yHlMd1lYbqAxtJE+ikMITqChUnqjAKGq+cZxeRxPGxY3nue8r3MsUaBO1vE8zvDAvym442SMeSv2Dzqg17PiuIs8zNyCzuGiu5yTf9FiC3LBSB7ul7bVCgBBB6qmyQKrPG/RrgfH85/G8BdXMV1E5MscTwmPXttGR0Caj2SzfZ1IO1BCbQrPhHJobPN4i+73y5HGzxWtw8kaxwK6gLanqokJBL7f4ZVQts6C1LgXohzfjOV5NkcpkraSfNY6+tILi2vZiqtLIrKZEkUkk/64Oxpt9tqwDp8HDONW1nZG2ZjZ2FrLFAXdZFKOrDsZD97AK7gfd10xOt6IrnGfRv07wGbu+S4m8uTeNBLb3EiXvVPYljVHQrH1Cg+zG2xpu0YIO9738ZxzPXN7lnyGPmt7W+s7WyWKRYVVRHNKzMixyOp2sxHkKfw1H3b+2B4xwn1Jkx2Zg5NdA3F8+Okjkd4l0qTs08I6+4CnQ9QGXqex8DZNBbH4JgLvH5Swvche3OPycNzaTwtcqiLHNIxnRWiCsCxboWLFgEXqVOyczcWw01jmMa+WumjyMPt3rC6JdT1IL7J0pKEKTryFXe6r+I4RyXDWU1mvaT/M8RZllEbtJJDK8lzcAyNp2Zp2JeRQ7FCSreC0bkPSTNJ6S5X0+x1xHJNJZW1lbGV5PadYYIjtUDgIWmVyfI7DQJ1ogLdgeDcbwYyy4i8u2OUuIprwS3HvdZUijRSFbYUlEjO9bP2/p117seCYK246cBPfX93Zn2GeSa4/FkkiChZZJUCtI56ISWJB6iqbb+jOUuOP8xwWSzWQY5/MJd294b1hcrDHZW8CN2AKxv3hb8ija6B0D1EpgfTfI8b4BdcbsmYySBJOiTMJpjHbxoqNLtdktEgZm7d17K2+xagmcZ6f4HHYh8Tb3Fw0E2Stcp3Pt9mmgeJ1IZUHYH2E2Ts62ARoa2rvj2GurK6t7y/lmtL64a5iEkyaj7Ds6RkrvqdyN5JOmYAhAFGjfcc5L9HYWayx3SWuUhli6Rqr21sYQj7aRmEjK7SOrALpeiheydmrvOPSzPZ7hEXGuPNFZz2/1iQrLkJ44YvdV1QgQ6DqvbaqygL4KgdQtBceH8awnHuPJgLG7N9i3eQQLcGJw0b7LR/aoDrvt87OvBJ1W5m8XiM5bR299JG1i+pddl6uV06EbB8AgOCCPKj9Niuecf8ATflGI4DjuN5bF4q/uMPcSNbPCFnkjheZWX2fqgyIyRM6aPg9F+N6qZPA8tex4dIrOywlnBb3IusfYlYokeSeKVV6BGV9BJFYgqH7MCCrslBv8g9PcRnsFBxvKZ3JpbrYXdh1jnjT3YZo/bbsoQKxVSOp6+CfO9nfi99OuJ8ggxs1/K14LG7ub2ym7Rsyi4ZiyK4XfthX6qo14VCdsqsK/eenHI84+Et8qFFtHJe3t0CEJjaTJW95HAx7E+FjMY6HQ1+YjSlzP0z5Bm89wzM2dzce1gXlluzHdSLd7a0uV0sjOAe0ksa/IKrsAgHahb8fxfDWmKx+PV1vvoEMdjc3IjeRFLBx10gU66IQQvnoCdnbH5cenHHL3CWWFuLeSWKwsoLCCR5OzrDGyEDRHXbe2vY9dkePiuf5f0KvMta8Xt57if8A7mYyDF3SrfnQRLaRC4Lo5Lln6999upHwVBXtNujR28cbhQyoAQo0BofoP2oKnd+m+JuosREt3exNhLRLK1ljaPuI16fJKk7PtqCRrwW1rZ3YMDiYMDhbLC2u/YsYI7eIEKCERQo8KAvwP0AH7AVIUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoIvkWdh43ibnNXULvbWUTXFyyvGntwqNvITIyqAqgk7PwP1+K3rWc3EKStE8RdQ3R9dl3+h0T5r5d2cF9C9tdRJLDIOrxuoZWH7EHwR/eK+wW6wvJJ220pBY61vX/8A3/yFBTI/VPGyc2ueDLbR/W28wUj6lAxiMcZWTqT8F3aMDfyh/XajdsvUCyvuUT8YjtJUli6e2zjXub+oBIH6KDbnR/XsD4HmtONvTschnkg5DZHMT3KRSRx5Y++00UrERlRJ28NIVKa110hHUAVIxXXGJMuyQ8kgORlCQtCL1BKyxSSAIQD28OZAf3IYHetUGnxf1Ij5RK0EGCuoGFxkYUYzwSxyLaTrEzho5GI7F10pAI+7wRotGcF9ZbH1AmX+CYO7+mLODcOGAAUE/HX5I6aHx9zAkEKHsODxXHYr9pcTcB7jHSXlvIq3HuGF7iVLmZWGzokmNgD5CsAPBFYsXw7jmLzFzcYyRkvH/wA4uolm8P7gYdnQaH3FW/TRK/y8BX8f6022QzeSxkfFsklvjMOmYluHKKyo3vEK0bFWXawrojYLOQPCljNYr1Gs8pyC7wCY65jkgsTfRM69fd6SvHInnwrLqM+W8+55A6msmN4Zwe2vLjI4vC41JL+1jtXEaJ7cluA4C9B9vUhn2NfcAN76jWSzm4Yt891j73GNLd2rTFYZ4yskH2u8vUHypEkRL61p4/P3DYRWN9UXy2Dv8pZYEPPb4+4yVtB/ErUpcRKT7H4ok0nuL0Ylh1Ttpm8AtHYP1nkyUtxJfcXaGzixt5ko5rS8W6aVbb2O6BAqkNq4U6OiNEECpy3xPC8pjnwNpmUuba7xTWYhhyRYtZlVXsCrb8KygSfI7DR+7Zy4/g/CXYyWeMtJolivMe8YIaErLKrXEbRg9DtoUUgj7RGEGgNUEHhPWJ81Jy5F4pdWycVlSAyzS7SeVraKX2yFUvG25tdQjHqoYjbBan+Jc/xvLsnmMXYwusmGkjjmY+VJYuAN/vuNjobHVkYE9tD3acL4dxwZGW1xttZrl50mvGDe2JHAREHyAAOi6UaGyx1tm3HYzDcAwFrkLqyycFnDf3Sw3cq5RkDXK9VClg41KSAD/bb9SaCatuUPdYWLKwYm6kkkSMmAL0IZwNAPL0Vl8/mFRs3qJFbcfl5Bd4O+s4YrqWzb6oxqElQsu2KO32mVfaBGyWI0CpBOA8T4XJi57X+JZCWwvB/DCi527ZdxGRGjQCX7WU+4G66Y9NN/owFzTcL4lkcJc424ury6xl1IzyiTL3MilyhjP3mQldb7AAjUgEniQBqDLkOfwWWKt8nDh724F5erY26KEBkYg7cDsT1BVhrXYkaCnYJ0bj1XxYwVjyCzx11Nb39wsEQYxqSrAFZN9iOpDKAPJ7Ouwq9mXZzcHCLCxg/rdl7EWiym5i/it3H7RZI+hIEh6kAN8H4Y7PnzWomP9M7bE2WNfJY0Y93le2hlvkMUoR1VlALdWVGCKAPy6C+N6ISHHuc/1h4ueSQWIjAvriy9rv7hHtXb25J6b2T07dV3onQLfmOzyHl0+ExkWTteO5HJLLPDCY7eMLIgklSPZRyH/tk6A+FOyB5qOkxvAsVgxavlIsZjLaS5vB7eVktIk3OXlfauo6LK+v8AVXYA14Fb0mPwOLtrewusrLCiSvPCbzIO8hkcnWmkYsdFj1X4XwAAAAAgeUesVrxg4I3HH7llzxQQh54lkX3Lu2totoCxPc3KsP2+0N12euHkfrDLg77HYyDiz3Vxf4q9yJV76KH2Wt5YIzGwJYkM0zAOoI2qgb7ErM5jh3Dc1a4iyyypJDaRLBYLJdEhwvWQfJ/E8QBvPbYVtggmtLkGD9NpUFnyPJ2UItrWa1eOfJewywyyRzSb06ldtDE3YEaCgD7fFBaLXkmOvFxsltN3TLRe9aOI36yqF7EgkAD7SCN6JG/2NVI+rQ/re3GBgT7MeXXFPdi7R9lrcyrIsaBiQHAjYHr1LKT8kCf/AKxcS49CuNveUY+BrGMRv9bkkMygIG/EZ27E9CGJY7I8n961LjifFchyO1ysjyvmLCc5KHreyI8RkT2i5jDDaMidNMCPB8bBICaGdibPPgeqiRLRbvt5+C5Uj4140P1JGxsAa37HIMS8y20WRt3mduixq/Zi37aHn/8AKo6bC8eyDQXLH7o7pcjHPDdNG5k/Ri6MGZSE6lSSrIOpBUdRt47lXHczcPZ4nOY68ni2ZI7e6SRlAOidKf3oKfxn1pxvJOWScSjxZhuVvrm1QmfsWhihWVZ+vUFVdZEGj5BJB+BuawfqDFm8uuJGDv7R5IxNC8/tqJY9MGcDvshXToevY/fG35XDVH4rh3pvhcrkebWMkSXVrM13e3hyDvHCfpUDdvu6qvs9G6kAfD62d1I4m04bc5iafFZW0ub26kkuJ1guImaUrHHG/cJ5YANDsfAYoSN6NBIW3Lcbd2U2RtmaW2QzLE8aljcGJnWRY1+WIMb/AAPIAIJBqJ4h6iNyzJ32NTjt3aCx6h53kQoGMcbdWXYkRj7jdQU8iMk9SQK3jxzi/H7dZLgW1vj4GlCRXDItvE9xJt9BvG2dyBv47lV0DqseEsOF4pLrPYJsZBBLI6z3EEqCFCulZSVPUaZfj9CW/c7D3luc2GKxltlo7a4vre7nMEZtombRUMXLfsAI38/GwPgbIrOJ9ZZcrwzjvK14rNDPyQatbF7lSZG+naYe3IAQynqR2YIugW2B1DWPJX3A+Q4tr3JZDCX+PtWcmeWeGSGEiJnZuxPVSIizE/ohJ+Ki5+P+mNlxvE2FzNjbXDYxxPYMb7207pE0YYSdh2PR2Jbe9nsfPmg1Mv614jCYTC568xF5Pb51rhrb6LrP+DGfsb5BLspVugBI+8eSv3SK+qFjJwq35imMuIxeAi3tZWXszGT21LMhYKhOj2AJAP5d/bWrf4H0rm47icbl8jYSYyCF7LHSXGS/sqV7KkpfbMBGBvZYAHZ+a2MXh/TnB8OscRi8jbW3HorjtaMcmzxs6SmQoJHckr3VgVJ0NEaGhoNrJ+o+Nwtth5MhbSSPlwVjNrt4VlXr3j7sFOxttAqp+xtgEaqP5V6sW3FLWOa5w1xdSyR3U3s24YkJDKsZYsV6DfbeiwO/A35I3c7kvTyaHG8rznJ8dFZ2zyi0uZMt7Vo8jfhNsBxFKdsU+4NosR4JNYcngOC3uLsr7I5IPZtEwtrj+JMsUqyKZGPhgkgZdtvRGgD/AGQQE3ccphixuLyS27KuVntoYo5AQ6+8ARsLsbAOz514PmpxSSATVYuYOHWKxYbKXdk8i2qWqW99cB3eFyQFKudt3MZG9EuV1514mOPR46LAY2PEXr3litpELW5e7e6aaLoOjmZ2ZpSw0e7MS29kkndBIUpSgUpSgUpSgUpSgUpSg43hvRrPcf8AUe75jjDjTZZPJSX19BNeyNI3dmP2fg9V12B1ok9FXuAF67fGfSHMca5cmdt3xL27Xt9dSlpJvf8A84uZpT10Am+joNa6gl9D4NSuOs+fj1ByD5HPz/w5IoJVhVl+n9lrm90q7h37ntrb9/u34/MQRUBjst6gn1kNpcXGZm49d2omWQ+zHbW4SS4KKUK9izB41YeJPtUsvVewCy2/pzk7Lmtnyy2zSaMtxLkIVjWMTd4yiqAFJI8Q7LHf4K+T+mXCcR5DY52+yV6tiIr+N4mMV/MfbBmuZQfbMYVzu4A2SCOpO/OqgMFm/UA80xONu4L4Yoi7e8uJbebq0jGR1j+4bUfdEQx+wdGRWG/brX4qPVJMphbrL5jJBb6dP4jbziMxxQfQSyEhTECD9XMo2pBAREIIXdBY8F6avgzhlSWzlOPjla4mRWj96b22ij1G3fqOkjdj3/sL9p39sJwf0Yn4nlp7iea0njmx02ON4J5WuRC0imKFFcEJGiDrpnkJ6IfGiDDcAzvqPc8hyUXLbLMWtlb2JkRnaWT3gIQ+kCDYkT6lYz1Usxj893XSSPppZ8ugy8s/IczyL2JUumtkuZLiWOONmV43cyoNSBJdFXA0V0F+1qCR4n6TSYjBjjORtLOKyOBOEMtpfO8iKyhZCivCNF9BixYnajfb5qx8N4MOLfVTS3puJ557plbpGoWKW5eVR9ka+dMN/wAxoeNVXZ8rzOww3JL62yeXubu0w99e2dvcWMe0kJc2uusY7uRGSY/BXfVhsjWbjdx6gre3dhlJsmGjsppoxcwwSK0haMo3eMhS3YzgJ3QaUfag1QWTMcXubrjbYCwuxI0jEmbIyPcBSWLdmDfc4DEfYGT7ftDINao/qB6FDmnCrbhNtk47G3s88MvDJ1DfZ2dyhToBv8RlGydaV9+Ole/TvOeoNxichNmp725uHge+s7a4xcltIWnnmdYleRupCBlh+4jXthtCMo8s1kMvy+wwGayBhaa6i3HaD2JyJHE8kShUiLSE6VGOkC6cMW126hXz6G3cdo9nj8hYWMNxyteQ3MUcJZZYWt0huIBvXX3SJJDoaHcoB8OJPkHpbmOY+mcvAsjlUwrzXUExuLa5lv3RYZkmTrJIIiD7kaHypHUaIO91S8PyT1jyGDyQmsbjHTplcI8UspmkdrZ7zrdHq2jHuNBtBvoHLE6PVbNc5P1JveOn6OO+tMgcvOjASJL0t4rV2jcFQ4KNPHHtdjfcrvqwJDc9RPSK753xew449/j7f6OwkgdobdoYWmIiKlItt7cfaMnqS4H2ghx2DRUHofkZMFxrGzT4exPHoL+FYILdZ0IuJ0dekjRJ0ComiBGAS2taHnZnxnqJe8TzXHl5FkknbIpZYm/FyEuFtltIF91pEhBPW4EzuWAJCsnY7G/HJs9z2+4LjrjApex5W5eZHZGZpYHNhNLH3/DiVisnVCOmu2hoyDVB8516GNy7jX8FFzan2re5hjRz7bn37yOeT8dYyEXojIFEJA7HYYeKmcn6X3Gcx2HtbqW0s/4WmhHGzTDfsXMQHuEIW8zxuWKjsY/gbBFJ51l/Ve69PcFluJzZn+IQxzxXghtZY53CTxdGkhcB+/VDvQ87cD7SRUzbH1OtONWlumQv2mhXNzXct7JqR5Y75fpFLBGOmTuFVCFKn9QBsLfccPyIxmPsBZ4jIxWVtbw/T3BaIO0akMWk6P2T8uk6D4bZIbqNblXp/lORXc+T+vh+oiMb2KGeeNY3jEbRsSh1tZVdxtG+R/dVhxUPJExFql/Nbtfdx77mQupXt5ZdKvkrohdAAnW21szMYYRqH/Nob2d0HLeUej1zmOQ3fIrf+F3LT5Fci1vdxjU4W3tYhbs5jfqm7RW7dWOnYBQdPVkl4Pkn5zPy9eRyi3uMcmPbH9XCAIXZJNhwpbc02+yHYMYHXqS1wpQUDDembYZMTCJLKcWMMpuZFVohPN7bRIAh7lVKSP2Iff2r4O/t0OAej8XC8vNkDFaP9XayRySQ3EqvGzOpCIGB+wKqKumUqIxsOW7L06lBye09L+V2nHOScWjlxq2+ZwpsobhchcDpP/D7e1VTD7fRUBhZu4LNoj7R5B1fSn0U5H6fcjizOV5THk4lxc9m6AuPx5JIHaVVbf5vZ8ne/C7LaGuxUoKL6g+nuR5T6f3vEMLnZ7W7mBkhu7q4klIlDF17MST1768eeoA6gdV1F2vpfm7Pi0nHbe9ij7ZP65GS9cqiiMFAO8TlSJVVj06hm7P9oYw106lByW19E7heAzcJy2Qjyym8ecy3E7qbiJoejRbCn2lYFkOxKeu28u3226w41kn4flMJfY3FY66yK3a+1ZTtNAPd7BSWMUZOgQD9vwtWylBWMtwq3yrYmJ7iUQYq7F2nuSGZyVHhfxA297ILn7gpIBHYkRWP9MII+LLxu+uSOn10azQOA4imuTMoBK9Q3hOx6/IOqvlKCich9On5Jx/BYfJRWM4sREt7BIqPFMqREBVZ4mOhKsbflAIBBHnVSWI4aBwvE8a5GlreXFraW8V68SdI5pQoE7AKFAWQ99gABlcgjRIq00oOReqno1yfn3I1zWF5aMKseOS2jdC5kWdWmIca8AKJRog9vnRX5PQ+FYS541w7BccvJo5bjFYy1spZIt9HeKJUYrvzolTrfmpqlApSlApSlApSlApSlApSlBUZ/UbiMKWMz5VPaymWkwtrL1JQ3SSvCQSPyr76GIMdAu8aj86dpvGZW0ylxewW7EyY+5NpdIw00cnRXAI/mkkbj/0XH76Fan9IOC3dmbC+xUs8KXFxdWx+snR7WSa7+rd4XVwYnE+mV06soVVBAXVWTGYKyw82QvbVWNxk7r6y5dtbeT244l8D4AjijUa/1dnZJJCQMUW/I/8AnX0wxkglfj+dc2seXcsyfrPfcd/hmbsuOWVukcVw+HkFvdXkcayT6uGTqImS8tQjhj3ktLlBoxsG6ZQeBGg+F153QwxE7KfB3/jXulBjEESklUAJ+dV99qMaPXyPANe6UHgQxg9gg2P1oY0JBIPj+Zr3Sg8mNGGmXdReYzWJw9xjbG8nVLrMXTWdjDolp5hDJMyj9BqKGVySQNIf10Klqh85xjGZ28xGSvVk+pwd61/ZOkhXpK0EsDbA/MDFcSro7ALBh9yggKvwf1f4Zz6zt7/DyypFcXUFoomMRKyzWaXcSMY3YKxidPtJDA6BA2u76I49eFFU3j3pLwrjFvjrLD2F2kGNlt5YVushcXjAW8JigTvcO7BEDFlUEAPtvksTN8wzV3xvimazthYvfXOOx9xdwWyqWaeVI2ZYwB5JYgKAP3oJcRRqAAugP03X3201rr4quenebz/IuJ2WZ5LBb22QuF/HtobeSEW8q/ZJGQ7EkiRX8j7da0WGnay0ClKUClKUClKUEfm83YYG0jvMjOI0muYLOL93mmlWKNB/NndR+w3s6AJqAg9SMLNZplmjuosVNcLbQ5F1Q28zPcLbp1IYt1aV1AJA2CGH27ImuR8ex/JbGGyyKMVt7y2v4WViCk8EyyxtseddkGx+qkg+DUR/k24ucfNh1t7tbCe/hyL2zXszxLLHcC4URozFY091QSiAKRtda8UFpVwR5OtfvXoMG+D8VQPWrlHMeI8Ke/4Bx7IZzOm8tkgs7O39x5IhIHuBvqUQmCOZUZ9L7jRqSOwNWzjTTSYWzmubu4uZpIEd5ri2NtI5Kg7aIgGM+fykAj4PkGglKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQK8SkCNt17pQcc9KuI8lwnqjzvN5Ll0+RTIXyC/tZe/sLL7Fu9sbdCxWERws8LdRuXrE7aYN36llspPiwkqYye8iO/cFuQZV/mEOuw12J0e3gaDb8QXEv/HLm/wDxna/9Qt6lOT8bj5JZrAcvk8ZLA6zQXWOuTDNFIp2D+qOv7xyKyNrTKw8UHqDlWFuMjbYmK7BvLy2lvIYSrKzxRuiSEbGtq0sYIPkdhseRUxXDLrjE/GedY3nHqe2WyH8Lnd7DPYy6nWytw8QgIvLFWPsgrK/3r7kA6NK5g0ortVhkLPJ2sV7j7mK5tp41limicOkiMAVZWHgggggjwaDZpSlApSlApSlArmf9Iexz2T9J+S2OCy8uKDYy7lvby3uGhuY7eO3kkKwMoJV3ZUjLAqyo8jKwcIa6ZVS9XP8Aco5p/wAnsj/1aSgkuG2OcxnHbTG8iySZC/tA0D3ijRuERiscrjQAkZAjOFHUOX6+NVN1r3N7bWFtLd3k8cEEKNJLLI4VI0HkszHwABskmuf5H1RsuW4/GWHpTl7PI33ILi8trW/Uq8FpBaTGC8vCjMrSpFKoiUIGDyyRfEZaRQ6RSueN6Uz4tf4pxznvK4M4oJ+pyWYucjazuW7ES2Usn04RmHkQrCyqSsbxjWrBwnlb8lx8sd9YGwy2Mnaxyln3LiC5QKT0cqpeNleORHKqWSRCVUkqoWOlKUClKUClKUHH/wCkDxLkPKp+HLhuYXeC+kzUclubdCwN/wBWNtNKoZfdijKv2gY9ZO/3flFdatu/T8XXfx218A6qqeon+n4r/wAo7T/oyVbZ4UuInglRXjkUq6sNhgfkH+VBE5DlVhhpHOcilx9qmtXs+vpj8A9pASI/JA/E67J8brJxvk2J5VYNkcRP7kcc0ttKp8PFNG5R42H6EEH+RGiCQQaqOV9J7xLK7s+Gc5zWDt71THNYy3dxc2gQx+3qH8VLi06qB0FrPCqkb6k1XvTxOLeicVxgc7xKTiK5K6WaXJjK3GSxl9dOpBdruc+5FJpEBNwsYZmRI2lI8B2WlfFIYAj9a+0ClKUClKUClKUClKUClKUClKUClKUClK+EgDZoKlxL/wAcub/8Z2v/AFC3q3VT+JOv9cebnsP/AAnaf9Qt6t/Zf3oIPk/C+O8uW1Obx/uTWTF7W6hmkt7m2J1v2p4mWSPt1UN1YdgNHY8Vye99M/WL0yvJs56PcgxeetpW73OBzf8AmQu3aUPJJ7sCe0svQFEKQxbLtJO1wwGu6dl/evjdGGm80Gvi7i6usZaXV9ZNZ3M0Eck1s8iu0LlQWQsv2sVOxseDrxW1UXdcl4/j8vacfvstbW1/fIWtIJn6NcdfzCPfh2AGyq7IHkjXmtK15thLvml7wVLgJk7O0jvPbd4x7yE6f217dyY+0JclQB78Pk9vAWGlKUClKUCql6uf7lHNP+T2R/6tJVtqo+rrKPSnmgJ8/wBXcj/1aSg9eoFvZ5jFx8XlitZrrLSdLcXEEcwg6EM1z0kVlJi0HUsCvue2D+YVUf6PXDMHhsFkuWYSSSbH8lvZ7vEe5KZFjxbXE80HQ6G1la4muASO4FyEZm6KauHP8Dfci49dY3DKI72+Rca95FP7FzaWc8sa3UkMoBKSLEC6a+ZI4/jQIstvBBawpb26BI41CIo+FUDQAoMhVSNEAj9qpWVxt9hfUjE8pxOPnntszA2FzSwIhEaosk1rdyE/cFjYTQ6X5N4pYaj2t12P3rywjAJb4/Wg9AgjYr7UJd8x41acXyHL4sxaXOJxcFzcXFzbzpJGq2/b3h2312pRwQSNFSDrRqQxWRt8tYxX9rIrxyA/Dq3Ug6ZSVJGwQQdH5BoNulKUClKUFO9RP9PxX/lHaf8ARkq41TvUQj6jio//AGitP+jJVw2P3oPtYLy1t7q3ktbm2imhnUxyxyKGV1YEEMD4IIJBH86+3V3a2VvJd3lxHBBCpeSWRgqIoGyzE+AAPOzVEl9Rr3lhex9KbGPM9tg524Vlw9v+Q9lkBDXh6sxVbfshaNkeWEkNQfOA28vGuach4BjlvDx3HWGOyeNE8neOze5e7SWygOgfZj+ljkVGLFPqCqlY1ijToVVXj+CxPp3gr/IX15LcTzu+RzOTkiDTXk/RVaZxGv8AZSONFAH2xxog+1BXvJ+onE8Zj8Tmmz1jNjc1OsFldRXMRhm3G8hdZCwVlWOORyVJ+1CQPFBZ6V8BDDYNfaBSlKBSlKBSlKBSlKBSlKBSlKBURy6fN23FMzc8ZtluMxDYXEmPhYbElyI2MSkbHguFHyKl6UHP+I8LxHI8OMzz/huLv81JdXkJu8jibcXNxax3MqWskg6DTNbrExGl12/Kv5RNf5MfTb/g941/zTB/9lWalBWf8mPpt/we8a/5pg/+yn+TH02/4PeNf80wf/ZVmpQc25B6Ael/J8vi7zJ8TxossTcLeR2EFhbwwy3UciSQzSMsYlYxtH9qBxGe57q+l63C34hxy15DJyu3xiJlZkkje57MWZXWFXGideRbQfA/3sfz3M0oFKUoFKUoFUD1ZwvMORWEGF49bpPYX+rbJRFghaF54BIGYsPwjbG7Vgu32ylNMARf6UHPk9D+Fgecpzkf/wAeZ3/tdev8iHCv/OvOv/j3O/8AbKv9KCgf5EOFf+dedf8Ax7nf+2V5l9D+FlCBledb/wCXud8//wBXXQaUHJ/T/wDo6cK4ZNyu/vb7O5+65qQmXXL5a6u4HtwixrbrFNK4KBV12cvIQzKXKdUXpmJxNhg8fFi8ZE0dtDvorSNIRsknbMSxOyTsk1uUoFKUoFKUoOdcrlyed9QbPhWY4TYZnisqWVxLLeYxp40kKZFpG7tuPaPbWIA1sfUH57Lqb/yUel3/AAbcW/5nt/8A7KtJG/NfaCn3no56R5C2ezv/AEt4jcW8g08UuEtXRvOxtSmj5FZR6T+lo1r024sABoD+D2+v+hVrpQUnMejvpxkMVd2FjwvAYy4uIXiivbXC2TTW7MNCRBLC8ZZd7HdGXY8qR4rDg/Q/0uwHGrfimL4lbQY62v58okaM6sbyfv705YHt3cSyKTvXVyoAX7avlKDyqhRoE16pSgUpSgUpSgUpSgUpSgUpSgUpSg4nyC59csngbuTjlmbfOC35FDbNI8K2sF6t/GuKadC/dofp1cuUUlkZm6h2QV0ri1xmJr3PR5JSbWHKNHjpGGi9v7ETN+nkLO06D/0UX5+TYCin5UH/AAr44CguFAP7/wAqCPk5Jg4c4vG5MlbrkmSOQWpce51kEpRuvzpvp59H9faf9jUnXE+B5njOc9euUX9lc8lS+aA29vc3k1m+PylvAY4ZobQRgzBLS5jl2JSp928uWXujDp2ygUpSgUpSgUpSgVVeYX/IrPMcUgw9sz2F5mHhzDrGGMdqLK6dDvY67uUtl7efza1piRaq8lFPyoP6+RQcv4FN6p2+P4fb8wjL5SR0jzg6xkJD/DSzuxSWRfcF4qrtCqkSHSa811B3EaNI29KCTqvvVfHgePiqv6nZyHAcCzt/JbX9y5s2toILElbiaebUUMcbgH22aSRFDkdU32YhVJAbvE+ace5viY85xq6murCZUaK4a1lijlVlDAoZFUONMASuwCCp0wIE5XMv6N8uCn9HsBNx7Bz4S0kiaQ4iZg38Oldi0kCEAfhB2YxnWjGyMulKgdNoFK8s4QbPxvVfQdjdB9pSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlAr4QGGiNg19pQQGPsrOLkeRMdrEv08Nv7RCD8PYk31/b/CtDK+oGOwxSS8huBbQZVcVkZz1Vce0i7illBO/bcvCoZe2veUsFAcpLWQ3yPLDetw2vn/CSq36o2d5FiWu8XxS/wA9JcRtYXtvaQ28vuWkisH9yKeSNZFGz4Adx3YKjBmUhekdX31O9fyr1XHfRbk3K8Dx3jPDfUyO7t8nksRa3WNvr5Cr3LGBXmsZg2mW7t/uUhvMkarICzLOI+vSTJGoYuoB/Umg99gTr9a+1R+HZnI825Bc8us7uaLi8ET2WKQR9VybdgZL7ZO2i2vtw+FBHuyAyJJEwvFApSlApSlArQzqI2Gvyygn6WX5/wDwGt+tHOf+Bch/6rL/ANA0EH6U/wC5hxH/AIix/wD1dKs008NvG808qxxxqXdmOgqj5JP6Cqz6Vf7mHEf+IrD/AKulReWwfI+e56XHchtHx/EcayhrTspkzspAJ93qT0tE2B7Z+6ZwQ4WNOs4c9zvrlZ3vLbe7us/b4jjFnaHI49rzILjY8nI83s2s9xK3mOykZbj2z8zex2CSK0aydzxcN5BaRre3QuJmHZ5FXqvY+dKuzpf2BJOv1PzWNuPYN8oM6+JszkxAtsL32E98QqzMsffXbqGZiF3oFj+5qQA6gDfxQfaUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUry7hFLHXj9zqgibD/wAZct/+5tf/AKSVMVzbHc4y2fzmUyPp5iMVnrBUtIZpbjJS2TxzGETKAht2Do0M8Dq6sQe+vkGpb+Peqv8Awd4P/wCJH/7JQT3JeMYPl+JlwnIbFbqzm0SndkZGB2siOpDxyKwDJIhDowDKQQDVXl9JlyE91b8j9QOV5zBXPQDA3s1qtoiqwYKZIYEuZkPXqyTTSK6llcOCQdr+Peqv/B3g/wD4kf8A7JT+Peqv/B3g/wD4kf8A7JQW6C3ito0hhUIkahVVQAAANAACstcW5xzb17xObwEHFvTTE3s97dMl1Y/xWWSGS27IHla6+mVbZogewDdzIOypG7aK3THYrm8XqVeZy5ycR43dWRt0sfcZmjkQQtFIF/Kp7PehyPLAwbP2DQXWlKUClKUCtHOf+Bch/wCqy/8AQNb1Vn1A5TiuK8cubrKmUpcI9vGkKhpXYxsx6KSAxCK7kbHhDrZ0CGP0p/3MOI/8RWH/AFdKtVcu4Qnq3iuHYPF2WL4XdW9ljra2iuBl7pffRIlVZNfS+OwAOtnW6m/rPWX/AMw8M/55uv8AstBdqVSfrPWX/wAw8M/55uv+y14lvPWXof8AuBw0/Hxmbr9//VaC80rjvBL/ANf7nMcpi5JiMN/BI4plwct7eMtzJe9m+0e3Av8AmXkKrugmHtsdTIyPV29LuMZPhfCbHimUvUuv4U81raOhH22SysLWM6VfuSD2kbwT2U/c35iFspSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApWrkMnjsTbG8yl9BaQBkQyzyBE7OwVV2fGyzBQP1JAFbEckcqh43DKRsEHYIoPVeZFZkKqdE/rWgeQ4Jbl7NsvaCdHSNo/dXsHY6VdfuT418/FZXzGLivVx0t9FHcuFKRO3Vn7ByAu/zHUUh0POkJ/Sgi+KcI4/wuK6h49ZG2S9lilmHuu+zFbxW8YHYnqqwwQoAND7dnbFibBUavIsO94tgt0xnZigT2X/ADAMdb1r4R//AHSK0sbz3huYvv4ZiuSWN1dedRRShmOu29fvrqd/ttd/mXYT9KibLlnGcjdTWNhn7C4uLd/bkiinVmVvbWTWgf8AUZW/uIph+Wcb5BGJcLmba8UqGBibewVDeP38Ef3boJXQ3vQpoftUGOccRJvAvILNjj7Y3d1p9+1CFDFm/YAEE/yIraxPJsBnWljxGVguXhCNIiH7kDqGUlT5AKsCDQSdK1LDKY/KQG5x9ys8SzTW5ZQdCSKRo5F/vV0Zf8K0M5zPiXGpbW35ByPHY6W9LC2jubhY2nK9e3QE7bXdd6+AdnxQTVKgRzzhbWttfryrFm0vLea6t7gXSezLDEQJJFffUqpI2d6rcn5HhLW3gubvIR2yXIjMazgxue5AXaMAwOyAQQNfrqgkqiuRcbxXKcdJic3aLcWkpBZO7ITr9mUhl2CQdHyCQfBIpJynj0c8VscrC0k8Uc8Qj2/eOTt0YFQQQ3R9fv1P7V9i5PgZ7fE3cOSjeHOlRjnAbVx2haYdfH6xo7ef0U0G/bwJbxLDEiIiKFVUGgABoAD9Ky1Xs5z/AIdxszDN56C1+nhjuJeysescgmKMdA+CLeY/+wf5Vs5Pl/F8NcG1yuesrWcQNdGKSUB/aVlQvr512dFB/VmAHk6oJilRN7yvjeNu1schm7S2naN5eksgUqiBSxbf5dd1+dfIrJccjwdrcmynyUS3IBb2RsyEePIUeSPI/T9RQSOgPgCvtQQ51w7+KSYU8jsVvoboWT27ShXE5jSQIAfklJEPj/WA+fFS4u7dp2txJuRUV2XR8KxIB/x6n/ZQZqVGvyTj6XQsWzVkLln9sQ+8vuFu3XXXe/zHX99fF5Nx978YtMxam7bsBEJBsleux/f96/7f5Ggk6VHx5/By3bWEeXtGuV1uITL28hj8b/ZW/wBhrSx3OuH5i5js8TyOxvJpZJIlWCUSfenbspI8A/Y5APyFYjYBNBO0rVnymPtY7ia5vIoo7RPdnd26rEmiSWJ8AaBNReP53w7Kx3M2M5HZXaWcZmmaCTuEjABL+PlfPyPGwR8ggBPUqH/rbx72ryc5JQlhbi6nJjcahPbTjx94+xvy7+KyDlPG2t7q6jztjJFZR+7ctHOr+ymt7bROvHnzQSlKgrLnPEclbXN3Y8gs5o7N1juOr/dCzMVVXX5UsR4BHnYI2CK215JgXjlmXLWxSBxHKe4/DYuUHb/VBZSAT4OvFBJUqNteSYC8sVyVvl7VrZlVvcMgUDsvYAg+VJBB0dGsuOzOKy1sLzG38NzCdfdG29EqG0R8g6YHR8+RQbtKi8nyjj+GuI7TKZa3tp5onnjjkbTMikBiB/ewH8/0qQtrm3vLeO7tZkmhmQSRyIwZXUjYII+QRQZKUpQKUpQKUpQKUpQVn1B4Tj/ULjVxxTKyTx2l28DytC7I+o5Uk0rqQ0bEoNOjK6n7lYMARM4q2ns7VLaeUyCFVjRioDFVUDbEeCSQT4AHkDXjzu0oOfj0/uLfm45VBe9nEsxbd5OrN7v0+y0aEI2lt+oBBB2m/wAg3t43hBxnLbrk1nPBbyXQT3/aiA+o/P3DJoAaHsBWBLfh+d9m7c+xN36yL6lC3yuaycuHkzV5cNbrYWypFig7raoGC99F2RmZgrdEf7mIIqbwPIuZ/wBbcRDlBvF3dznV/GvCknaK+WG3ARIfuIiZ9RlyugXJ2gNBf4+P2sOX/iZUFli6RgBQVJaRnPgf2jJs/uR5qncZ9Jf6t80vOZnLw3Ut1LOwiazSL7JY4g33qQe3aIHbd/tJHy3Ya/Hr71Sl54656ZBg1muAirasGaEPOLcsfb0m1EbMdg7AH8qp3AMt6uT8n42ORSZNMbPFC0k9xGRFOTj7pmZl3tR7qoSG15VdFQwDB0Hj3p/eYW9vblrfEQnInIfUTWyH3X+pnaUb+0bKltb35HnQ+K28Jwe4wFrNjILmK4tbiO9ac3DSs0k09w8i725OgshVm32YBPI0AK36fcn55e935HaXn1sU7Y+WJsfNHAwS3edbjZZzGXZ1Uk9hoIoUHyd709yXMZr7IWPL5Jo5E90wHwZJWVj7kiKI0DKveNV6hlGlBLOWJDRxnoxdYnG5bD22QxsSZDDT4hLlYJnf8RVVWeNpCpCqo8KQW0Nn9asPEPTpuIZPI5CwyaBLy2t7eC2EbiGFYx89PcIJLFz+/wBx2TVZ41m/V2zxecyvKI1ubq2xVzcWlpbWjlZLxACEJMYI/KAqg+ezHROteeNZb1KvMdeNlkukvlssgvsrASDIkscVu6MFYq2hP+jFiC2iAAAvXFOM3PHRcR3N5Y3Iu7u7uHkhsjFIzTXUs4VmLtsKZXXX+PjZFQnPPSbH8rjxX0V6be4wllcWNi84FwYxMI1Z2aUOS6rEpDeGJ393nY8R5XnQ4/kIbZA2ejxEl3BC8bsguZEX6ZXDICB3EqMBvwnY9CxVYrC5P1Vg4vyW7ylxHNfxv1xSGzm6b+okVh4QOxO0CrogAL8Ak0G7l/R5b3i9txOyzEsVpY8cv8FbMs0sLIZhCsLN7TKWCJCFOzs/PyTW9yT0ss+XWmMXLzssuNjkhjH1VxJ9kk0TuDKXDudQoOzfrs+NjVb4zk+eZzDZ+xy2TyKXkqW1tbT45Y5HtpZJZkaUAxp0KqI2ZGHUBRpiWNXbAZzIZTC5dshbZG1lsLieFCkAMzKqh1KIoZWYBwoGjtl0R8ighM16UHNX0cpylrFBb4i2xtuv0AlaKWIXAEo7sVI6XGvbcMh19ysNAZLf0qZMBxXF3MmJmuOMWFvbLcT4xZzJLFb+17g7Haj5HXZ+x5BvsyukRw+99W15LhY8ne32TwjwI9zcXeLitJGDHJl/cUKp91OmKj2FRX7yOqAEiOXs+W+pV9mslirri621j7d5HZ3sdvICJFeBLdyXOure5M58eBH8HR2EfzH0euuTZU5iwvrTF3i46ztY3gtkZVMXviQBJVePTLKgUsrdOgOmHZW3OXelUvJrrI5GPMTQSXcEUUdubicQho0IUMqt1cdjv7kI87ADAMJ3iWf5jlEyAznHFsfo8vPaRM3ZRPZiMNFNHv7pCSwRuyxjssnXsqq8mpiszdzc1ykVxmopLMziG1tlGyD7EBPnudjv7v8AvY87HbwRQa/KvTK15PzPGcwmukW4xluY4FIkPV1niliYqrhWAdGJBHnev0rxyL0xjzeZbN+7jxPJlMffES23ZmjtwoZO297IUkeNAhf7xV+F5Xk8nqJ/BHzvIrqC2nvpb1ri2jFtOUYxiNNuzRKjdOuiS2mJKD7Wz+nWV9VL3kax8unvhZiS6d0WCAxllAEMQl6L7iFCz91WPsyroMhZiHvMehs+S9QJebjLp2nztrmXhPwUgghjWHyjeCYAx0VB7a0SOx6DPics+Va/W5xzhjFGBJZszIiyMzaPuDTFWI3rwdHRGxVO4nyrmd7n7uwzP0sVpFZG6j6BpJhO010DEyLFpwkcUOwrKd6Pn3FVYPhHI/VK1S/tOXX1tPeWXGYGNl7GroZBIO7nrHI3glh2bei3UKfkKF8/qjlRyYcikzUJ/GdhF7UyKI2EasGCzBXPVCAWUgEg68VBY70kbGc8k5lb5RpBPdTTzW8h7DrK7SbB18q5AUeAFL+STqsXp5meeXGduf64W88VrCmS9otY3MfdI7lEgk+4kfdH2PXRb9Q2jUzj85kmwGYW4a8huw2TltmntJYysaXMoj+91CAdDF0/dfOiAdBJRYPIjPHK3N0Hh917qQa1phEsUcK6+YgpdyD5Mn3DQIVadwz0SPGeRY/kt9yjJ5C5xlsYoke8l6TyGIRtJKrFt72zkb13fevt2axxvmnqXecI5dkpUyVrlsfbhsdbAC+mnkjmlXrEoTQMgVVHhvzowGh91qtb/m8RzUeQuby9azt8a6FE+lLEtMZdIvfoxAQMCftVgd6AoLHhOLX1jHNaXAx/t3ImV5oh3kVJWdiFDqV8s4J2CDr481XOK+ilnxey5FY2WUnaLM20losEr94gHBcyHa90JkeUlAxUg/dv7QsZd8p5hN6bT5nE3F4mckyFiOs8sZ9pRLGJFCqv5BErFt/mb3DtVPYaVtzD1Tt/Tq5ubZ3ymYTNzW6yvaovtWkdsZQzLESvXunUHfkMBskjYWXhfo7HwzDZHDplYr2DI+28qXdpE8SSL07dVI2Y2Ks5RifxHdh+bxKHgmVuON5LjuRy1vOt8LYmZYGLkxJChDFmbfb2f13+Y77a81bk116kLx2b+EZrI2LwZuNp5lsYpJY8ctkrXCB5eqHVwz/eCuvIUgLWSzyXqfDiuGQZSe7ly99nbxMiXRLdDbCyvJYkPWNwFBS3G+vl1bZ/cJLC+lN/Z4nK4y+zI9u8vrW9t5YZZmljjhdXEJkDIf7P5lK/nbx+lT1vwdIJrtDLEltOltaoigkx20RkfqpJ/DJaZ1BX8q9enU6Iq11nPUK+9M+P33H5o1y9xLGuSYO9wnUgmRu/tAq3uFAVCgLtlHhQa3mu/UW4s8HZSGY3M9rdNkbhbeSJY5/fiUKmotAe283Qtr8qvqQrohsx+k+Niw+d4tEyR4bL31tfxxKZjLG8Swgq0vudmHa3jIYFSBtf0BMxxHg+K4zxufjSSM1pcA99SSBj3Xqx7ly2zo/dsGqhnOQcumwGJuY+RLibm9ylyxkNvHL3sEkleBiPHh0SFSwOiHPgEjWfnGe5Vj8FHdcevMnkLhsZ1SS1sVkE0xkQszPtYk+xHC7AI7bBJ0CFn5RxXIZrK42/tsiIIrBZiIukYYysAqyd2jc/ahkUAAb9wknwNWm0iWC1ihVVAjQKAqhQND9APAH8q5ByLkPqXHd8bx+OgvHd8Cbu+ulhaBXuunRiQ8LBSpYuEboA3QPoEEdF9PLm/veA8avMq0zXs+Is5bkzf6QytCpftv8AXsTv+dBYKUpQKUpQKUpQKUpQKUpQUlfUy1bnkvBPp7ETxpCwf+Ir7hLmcsDEF2vVIC3k+ew+BonXwXq7ieQ8hHH7GzHdrm5tlczg7MDush+1Sp/0Z1pjv9darxb5L0Zm5ZcvbZTjE2eNzFYSRxzQtOtzFJIyxBAdiZXeRiAO4+T4ArZsv8nMmfDWF/ZfxP6madYo7whhP3KSHp2+WYkEa02gfu6ggPOH9Vsff80u+EZHFy4+6S6lt7KYyrJHdiOJJD5H5H+6T7fI1Efu2QtZ+Xep2N4a+WGRxd9OMZb4yVVtImnkuJL66ktYYkjQFifdjAOgfDg/pWe0h4TNnLeK0Nu+RxRlmjVGbtH3aVHPzpvu90He9bPgbBrXxXIPS3n00txhchx/OvdxiKWWD2rn3EtpO6q7DYIR5e6gnwWLL+poNvJeo/GsTxKz5tdTzS4rIGyW1ltbeWdpmu5I47cKir3+95o1G1Gu2zobNZcJ6gca5BgG5NjbqVsek7WzPJbSxuHEnTXRlD+SRrx8EH4r6kPEOR46PDJa4vI2VjNGy2jRpJHDJbygxsEOwpjkiBU62rINaI3X3BS8Iwtte2PHjhbK2x7u95DZe1HHbv57GRU0FP2HZOj9p/agjuXeoknGszaYe3wf1Rng+pmnmuRbRRRCQKzBmUhuq92YAggBdA9xWtcept3a4mwyE/F+kl9iY8lpshEIoXMfeSJ312HUeA/Tqx0PtqWvMHw7m4izE9rYZaNUltopll92Mr26yL9p6khlKn5III8eRUJyPE+lljkrc8qubO1u58f9FDNf37xtLbxyRt09xnG2D+2299iyq29rug1+d+sw4TmbPEDhmWyYu7QXSy266B2ZPwkGiXlAjLFB5AI/UgGUuPUlE5NecZgwrSPY29jPNcm6jEUbXDSD23A26MBGCAV23cfA8mPzs/o0Mmp5PkePXF7jkSdmvruOWWKNoiqtIHYsI+jFtt9vkv8AO2qVzMPCbZ7r+LX8Fo88NrBOwvHh6RLIwgAKsPbHaVwOut9jvx8B55F6iw4DlNhxVrewe5yMJlh93IiJixljijXp0JPZ5NbG9Bf1+B5yXqdaY7lKcWbB3k0k1zHYwzxzwdGuXgln9tgXDLqKItsj+0vjyN7GWxPALjLQnN4zGSX0lvJCn1USsZIXAL77eHGohsnZGh8dvOllLj06k5JHb5C9WPL29xHKii5miZZWX6dWHUgE6uBH/fKoPyKDZuvUJbblo4v/AAhnDvBHHcifQZ39zspXrsFfb38nYdSK8S+pNjHzOThax2Zu4nijYG9Ak7OofQj69ifb+79v0+PNbt3j+KS5yFp5IFyIHuRgXDI5KyK/wG0fuZf8GK/lJFbD8W45LetkZ8Hj5LxmR2la2UsXVywbyPzBvIPzsb34FBWr31jxdjzKy4rJjHkgurhbKS/il9yO3uWdlWF1VSQ5PsnR1pZgx0o2c3HPVP8ArFmpMPFgHgK3l3aIz3H3yfTXM9vM4QqPCtACTvWpY/P3Dfq3s/TjNZqNkvlvMjbXIuYkfIzMVm7M4Koz9SQUcgAaUL8AAUxdp6bTcjibENbzZTHvcrE1vcyMsTTSCaaMEN07Fh2MfzoHwBug3Mf6lYvI5uDDQ2UgN0B7Un1Nux31mY9kWQso1Dr4J2wBC/NQvCPXHjfOL+1s7BbeNb1riOBjfR+47xBm6iFush/DXuSFIGwNnyRbbDPcdv7/ACEdjlbee5sJFtbxVk2YmEazBSN/6kyt/c1VnDcL9KLzLWfMuP4zFm+MUl3a3NpKVbpPH1ZwqsB1ZD+38xo0Ef6cevvHPUKWG1hs5LS5mjYrGBM6mRRI7AStEkTr7So4dWIJcr4KgtIcL9X8fzRilnYwL1s1u2eO9WRBtUbX5Q2usiHZUEbIIDArXrB2npZhHu3wuSsYCvv5e5AybFYlZOkspDOQihdKfgINfl8Vk4vjfS/EXUltxJsZHdW9q0TpbXJedIIwiHf3FiqhYwD+h+NEmgyYz1PtMhhshyB7SCOwxlnNdXDx3LTMvtIruukjI8bYEb7bU6U+db+M5nNkJ8hDNj7W0XGGVLhpbw6R1YBdn29dSv3FgTrwNH9NZcTwLK4e8vlktnxd5YPbXUkd46WzWrxr2LAMEXcYX7/DddHfmpjE2WBtr7IXmM9trieQC99uUv8Aijz5BOlbz5+D8b+BQUrOeuWMwvBuT81fGxuONQXEj2T3LxzyNHM8KbBi2kckkbASaOtMCNqwEdiv6RmKzGB5Tn7XjkywcbaAD3byOMXIlBAPZwBH94K+d/p+vgdByPFuN5Lj+Q4pksfFLi8v9VHc20jHU31DO8wB3sEl3bwQR+mtDUdJw/hlxLksLFhoYku4YWvYo0kijki/E9tQV0vXYkJUfqSSNkGgkeJ8utuV4K0zkFq0CXUCzhC6yaBLDW1+SCpH+FY8pzS0seMQcptrf3ra6ksliE7G2+25mjjVm9xQya90EhlBGiDqstlZYDiduVtx9JBPKOqGR3BbRJCgk62Q7ED5JZj5JJ0uRZvhWQx+8tlrc2tvfKpK3DJ/nMP4wUdDtmTp7hA3r22J8K2ghcv60YXj+CxGezkNva2+Vy91iy/1gMcYgkmUy9+oUgiAnR0B2+dAmst/6u4/Fcbg5DkbCEAySRzxQX0c/wDo17t7LID77GP8RUADFRshdEDxk8V6WXvGMhDkDZX2Fjnu57hnu3uFjllgd5yrdiUJjkd9Ifluw+41sjF+mmM4/cQieytsPGZWkKXzLGNKpcbVt7Covj9ABoeaDTynrRicbx605H/Dy9tLDPLcO8jxLCIZI4313jDMO8o0eo8KxOiOtbGY9T7nEpaN/V+CRriK/kkDZJIxEbeT21Hldt3YqPA2pYDTHxW9kZeCQ2ljcZK9s5LUXMv0by3HvI8/3vIBskOwKsfO9MPGiBURkbj0fxljj7nK5jE29tLFeWFgWyJAkV5ALiKMd/uYMFBA2V66HXXgN3Leq2NxnG7Hky20U1rdW0t3Jq4P4McSl5tkIdsiq+1+eyldbrHnfVVsLLiI14zNdrlCVaWO7iSO30JJCWMnUkCK3uGJ1oFEB8MWVkLf0w5HxizmyFzaXmDFrcQ2rG5kWNoCjLKNhgXHVGGzv4P71lvJvTe1v7G1nurH+I2ts1zYgSlrlIR3hZ0bfc/6eRdg725/Wgg+W+vVpxzLWWCseK3WQyF9gJ88lqbuKGTqkUjpCBtuzMY2BK9taJ+46B6PgsxZ8hwmPz+O9z6XJWsV5B7iFG9uRAy7U+QdEeD8VS74+lyX2Hvr64WO6tbG3ixrtPOHW3lY+0F8/LmL9fuPQ78irhxsYZeO4scd9v8AhIs4foPb31+n6D29b866ddb80ElSlKBSlKBSlKBSlKBSlKDlFj6J2WO5tHyqPIxgQ5C7y5UWyBpLm5dvd7MFDFRG7oCzNoN8DQr5j/RdrT1AtebS5iOZoLi6vGjaHvK0sjy+3qQnaoI7i4BQaXbA6Ol617EYH1qj9TZbnKZjOy4GTNT3yxhofYSw9+QRQEGQFV6SRufl/wAIjqQwAsXD/wCu8Gbx03J7jLyxXE+bYw6keG3cXyJbqWWKPaey0hT3B16+R+UGg3OOelUuA5KvIRe25kiur+WLr7gPtXFxJIsTefu17pJY7BPX7dorVCem/oU3p5k7W5t8lZ3traXVxdQw3FpGXtmljKbjl6B+6jshbY7rI3YDS1N4JfUY8xL5nCzxY0yzD3BkxIixe5P7BMRbXYxmMPosQ3XxrXWM4vZ+qkOXwl3l8llXiuZQ2Utbr2NLCtg7FQEj6L2u5t7V0YCNE0yA9Qs+L4fncfyCDM3edt50jWcTCK19qSZXYuEdizdlDszDyOv5QNM1aFt6UW9g3IVtM0/tckjnt7tJraOUJBLcX9wVQH7d+9kJPLKylI0UqTtzE+nzeog5lyKTlGFyEWMS9IgkfJGdFP0NmV6Rn/e+3v8A5e/4jH9QxrFwI85j5ldvnf4w+OXBQRIJkuADcq79iokBQPo+fvYnaeW86C7cW4Vj+KcYsuL293dy21ncyXMbGaQSfdO8wUtvuygt1+9mLAfeWJbcXzbg1/ynIpOtzbNYSWzWtxAWeByRIrLIZU2WC6kHt6UMWB7AqpERwMeqOLyt1jM8sl7jLqwmvbSW4lPuW9wZeywtJ7fnYlZdEEqIRoEGt3hFhzqxTOvlryWWJ5ZHs57tZXfqx7KVj38qGYsFRFLHqmkVaCI5f6CycmyObztvyVrfI561jtbmRYuqwtHB0iliKEOrJKsUo04IKfmHzU/yz00veTZeLMDkF1ZS2CwtYBAjmOWNw/diyEHZBBDB/Oj8bUy3EouURJL/ABC8uJrZXlSE3UY92XczsJT4BUFGRevVQCvhVAG6Z6e5b1/y0WKtfVHi1rjZLu1spryfGmBFs7pYLaW4iOrmUuhma7gBUHxGp3pu9BO8s4DPkc9Zcixdli3vLb3CDfKSrTsgQSsFUlwFAUr9pK+AygVG5/0my+W5snLIclatGksU0dvL+WJ0ubSbuo6HTEWgQkEEgr/q6act4ebZ/C42TO+7g8ot46yx2knux+2srFXYqPBaJAApZkRpSD7wUdrsv5R/dQVbL8Wy+UyS3wyNvGvv2ekaIt7dvBOJmC+fLyMoBJ8ABdAlSXnvoQLw3g7l3RImBkPXqpYj7d639x2db+P2rcpQc74z6WT8Xzwylnk0ktpL+4yM8TpppJpYyvYEfl6bfQJYESv8EKRg4j6X5HjHMMpyiNrI/wAYuJZpx78jsgdVJCAgDfdFPn4BIFdLpQVK24jf2+ZGcL2JmkFxc3CqjL715IscaP2JOlWGJY/jz86HxUVx302vcC+RV7m2uIbzFQ4xVPYErCJY4+xGjoxNGDo77BiNbFdCpQchxvoWcfY5jER30Udrk8DcYPskkrKEkUL2EUhZYwAN6RtMdltk+JrivphLxXN53K48YuBsxGfYlitF9yyYuWKjY/EViwJ0UUe0mo99mPRKUHOrj0vvslhOS8cyGXgS05FhXxEkltaBJPvieL3HBZg7JGVUNsFh4b8oNZsZ6UW2IXkbWOZvI7jkMTwtMp6/Tq11d3W0CkfeJL6b7t+VWMfKkm/0oKbxbgV9x15WvOUX+VR7pLqFLpifp2WygtdISTpT7UspHwZLiQ/NSPFOIW3GcWttJcG/vyhimyM0a/UTRB3aKN3/ADOIw/VSzM2hslmJY2GlBUeVcETkmEhwEV/dWkUd0LppvdMkh2XLrtiTohyBogKCANAAVX8z6PLnseuOvcg6LFyE52F4mAKsYPbIYEaf80mh4HlCdhSjdOpQUDCeldrisAnFLq4jvcUl1LL7ckIEhieMr0V06lD2OyRvY2B1UhVj8x6L2eW4e/DGlgjsrS+vb3HdBKChnSYBZG79j1NzKN7OwFOh5FdPpQc2zXpKl/xTH8LsZ44cdaNd9x3kjV0uIpo2UhW7P/3w5P3qTr5DadYHkv8AR8k5RiOOWM/JHs73jljdWEV3BEoWZZ5ImeRo/jeoB9gIUe62j9o32elByPMeiWS5HxfEYXM8quTfWD3jyX6MS5a4nEpZd/2kChVPgDewBoLWpyb+j4vLsrhM5lMz9LPjMUcfJBZBkUuZDLsSBg5jD6+wjzrz8kV2elBygehlo82DkuLm2MeBxuNso4fZLLO9rJI5LliT1buPkk/JPmugcPwj8Z4lhOOSypK+Kx1tZM6L1VjFEqEgfoD1+Kl6UClKUClKUClKUClKUClKUHP7r1e4paRYa7cXBhzmclwVuwj0VljuntfcKkgmM3AjQFdn8ZGIC9mWQv8An+PsLPIzmznklxmbssFLAulInupLZYW2f7HW8hdtbIBYaLL1MinBOJpZXOObA2MttdvcPLFLbpIjGeYzyjTA7DTFpCD4LHevjWweLYSSC8tbnHwXMOQuBd3STxiQSyr06swbYPURxhf2CLr4oHFc1Z8q43ieVWMc0dvl7GC/hSXXZUljDqGAJAbTedE+d+alWjVj2O/jXivFra29lbRWdrCkUMCCOOONQqooGgoA8AAeABWWg8CMD5JP6ef2r6UU63+leqUGMxrvez+1c55v614HhOOu8hPjLy+trG9urCY2yFmElvZPdya8a0FjZNsQob8xVfurpJGxqoDIcC4jlmuDluO42/FzO11It3aJOvvNCIWdVcEKWjHU6+QTv5Owi7v1PwljjeS3otby8m4xeRWE9raxd5bm4mhglgjg2QHMi3UCg7A7MQSACasPHM9Y8nwdjyHFTLPY5G3juraVQwDxuvZTpgGHgjwQCPggHYrDa8SwFoMmI8ZbN/GrkXeQ7xBvqZRHHErOD4OooYUHjwI1/apGxsbXG2sVjY28UFvAixxRRIESNFGlVVHgAAaAFBsUpSgVG8iz1lxrDXecyJIt7SPuwHyx+FUfzZiFH8yKkq1MnjLLMWNxjMjAs1rdRtFNGdjshGiNjyP7x5FBVMj6lxYvjud5hc4ic4Pj4v3urhCGkKWXYTlYvzNpo5VX4LFN66lWM3fclW1zFnhoLNriW+sbq+hZXVQRC0K9fJ+WM66Px4O/0rDd8C4pkLXKWt/g7KcZyB7fKMYEVr2N0EbiUqAW7IFQ7+VVR8AVI3+AwuUf3MlibK7b6ea03PbpIRBL192LyPyP0Tsvweo3vQoNbiefn5Lh48rcYqfHNJJPGIZiCSI5njEisPDRyBBIjeOyOh0CSBM1o4jCYnj9jDi8HjbXH2NuGEVtawrFFGCdnqigAeST4H61vUCvhOgTX2lBVOYeoGP4jFfNLbPdTWGMkyksMbAH2ldUHn92JbX/AOBv5ViwfqLaZjJy4ebHy2dzBk7rEOJGVlNzDGsoCspPYPC/uA+CAGVgrArU1l+LYLPMTmcXa3qvbyWkkVxEJI5YHKlkdG2rDaKfIOv0+TtY8XweMaH+H422tUtmleGK3jEcaPIdyOEXS9mJJLa39zf6zbCqcj9Y8Bw2VIeWG3xr3OatMNZCW8iX6hp2jHcFmA+xZQzr5IAGt7FdAU9huoay4bxbGi5XH8dxdst7dC+uVhso0E9yJPcEz6H3SBwG7nZ7efmplV6qF/ag+0pSgVQZvVvGfxzHYazxt3cfxK4ydtFMsMjKsljeQ2cwYIrFB70xAdtJqMksARV+qungHETcrdvx7GSyRzXM8TzWiSPC9xKss/tswJQSSKHYDXZtMfIFBF5H1PxlhwfIc9Nuwx+Jnu4L732EPsG1uXt7hmdj0VFeKQ92Kp1XuzKu2G1w71GwnNclmsXihOk2Du3tJhPA8fudJZYTJH2ADxmW3nQMpIJif+W5OHh/G4MauIXD2j2gnmujFLCrq080jySyEH5ZnkkYn9S7fvW1Y4PE4ye4usdjrW2lu373DwwqjSt2ZiWIH3Hs7ts/qzH9TQb9KUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFY551t4zI6uQASeilj4G/AHk/HwKyV8IB+QDQUS+9RbL+sHFcbZ5GwgHIffkWwySyWeReKOF27xwS9ZAVcRqyMnbUhPgIe1sw+YtMxa/U2cV6iCSSL/OrOa2clGKk9JVVipI8NrTDRBIINb/Vf9Uf7KBVHwoGv5UH2lKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUH//Z” width=”603px” alt=”104指考化學”/>
化學鍵:共價鍵(混成軌域、分子形狀、 π 鍵 、孤電子對、共振結構)、網狀固體、 離子鍵、氫鍵、凡得瓦力、極性、沸點比 較 、鹵素互化物、溶液「同類互溶」…等。 週期表:原子半徑、電子親和力。 由 H 、 N 、 O 三種元素可以組成多種化合物。 ( 甲 ) 由 2H2O2→2H2O + O2, 可 知H2O2具 有 自 身 氧 化 還 原 能 力 。 ( 乙 )N2H4具 有 兩 對 孤 電 子 對 , 且 沒 有 雙 鍵 。
104指考化學: 學多元入學說明會 大學多元入學說明會 教務處報告
某 一 兒 茶 素 104指考化學 之 結 構 如 圖 4 。 下 列 關 於 此 兒 茶 素 的 敘 述 , 哪 一 項 不 正 確 ? 可溶於水 可形成分子間氫鍵 含有二級醇的結構 結構中含有羥基與醚基 與斐林試劑作用,會產生 紅色沉澱。 生活時事題型:同學們宜多留意考前半年內,與化學有關之時事。 食 品安全 :黑心商品(結構式及性質,例:甲醛、塑化劑、瘦肉精、順丁烯二酸)、 防腐劑。
建議考生考前多做歷屆考題,藉此快速複習,找出自己待補強之處。 「大學問」()整理出指考化學 年的歷屆考題,供考生下載練習。 黑 巧 克 力 中 有 豐 富 的 兒 茶 素 。 兒 茶 素 有 降 血 壓 、 改 善 血 液 循 環 、 防 止 心 血 管 疾 病 等 功 效 。 另 外 , 兒 茶 素 也 是 茶 葉 具 苦 澀 味 的 原 因 之 一 。
104指考化學: 化學指考單選第11 12
試 推 演 每 一 種 溶 液 在 圖 中 的 104指考化學2025 位 置 後 , 回 答 題 11~12 。 ▲於近六年指考中,99課綱化學課程各年級配分 今年指考配分,高一:高二:高三= 3 : 7 :10的比例呈現,可以預期未來的命題配 分,大致上會按此比例安排。 準備應考之參考,配合個人時間,掌握復習重點。
- ▲於近六年指考中,99課綱化學課程各年級配分 今年指考配分,高一:高二:高三= 3 : 7 :10的比例呈現,可以預期未來的命題配 分,大致上會按此比例安排。
- 地球暖化、空氣汙染、臭氧層破壞、酸雨、水汙染、優養化、硬水軟化、水的淨化、 三級廢水處理。
- 由 H 、 N 、 O 三種元素可以組成多種化合物。
- 另 外 , 兒 茶 素 也 是 茶 葉 具 苦 澀 味 的 原 因 之 一 。
- 已知: W 在第一 週期。
- 「大學問」()整理出指考化學 年的歷屆考題,供考生下載練習。
由 W、 X 、 Y 三元素可組成化合物 Q 。 Q 有 6 個原子及 42個質子,分子量為 82。 Z2在 常 溫 常 壓 為 有 色 固 體 , 具 有 昇 華 的 性 質 。 Z2在 含 有 Z-離 子 的 水 中 , 溶 解 度 大 增 , 可 得 有 色 離 子 Z3 。 指考化學全卷有選擇題和非選擇題,滿分為100分,考試時間為80分鐘。
104指考化學: 大學情報
化學實驗:實驗基本操作、實驗室安全守則、廢液回收、氣體收集方法、溶液配製、 電解碘化鉀、秒錶反應、酸鹼滴定、溶度積實驗。 胃酸 的 pH 值約為 1.5 。 下列與此胃酸有關的敘述,哪些正確? 其 pOH 約為 12.5 氫 離 子 的 濃 度 約 為 1.5M 氫 離 子 的 濃 度 約 為 1.5ppm 氫 離 子 的 濃 度 約 為0.03M 氫氧離子的濃度 約為 0.003M 。
環保、新科技、科展題型:應多加註意外,身體力行保護地球環境,注意生活新科技。 地球暖化、空氣汙染、臭氧層破壞、酸雨、水汙染、優養化、硬水軟化、水的淨化、 104指考化學 三級廢水處理。 104指考化學 能源、替代能源、氫氧燃料電池、太陽能電池、核能反應、半生期。
104指考化學: 試題大剖析
生活商品:兒茶素、防曬乳、放天燈。 諾貝爾化學獎,內容不離高中教材範圍。 全球暖化議題,表示科學界的責無旁貸。 104指考化學 酒駕檢測、安全氣囊( NaN3 )。
- 諾貝爾化學獎,內容不離高中教材範圍。
- 溶液:沸點上升( ΔTb=Kb Cm×i )、滲透壓。
- 週期表:原子半徑、電子親和力。
- 兒 茶 素 有 降 血 壓 、 改 善 血 液 循 環 、 防 止 心 血 管 疾 病 等 功 效 。
- 由 W、 X 、 Y 三元素可組成化合物 Q 。
- 生活商品:兒茶素、防曬乳、放天燈。
( 丙 ) NO 、 N2O 以及 NO2三 者 是 同 分 異 構 物 。 ( 丁 )NH3與H2O 具有分子間氫鍵,但兩者均不具極性。 只有甲 只有乙 甲與乙 乙與丙 丙與丁。
104指考化學: 指 考 化學 14 題-大學國高中升學考試資訊,精選在Instagram上的網紅熱門照片貼文
高段計量、分析題型: 結合反應、分解反應、自發性反應、熱化學方程式。 酸鹼中和: pH 值 104指考化學2025 、指示劑、酸稀釋、緩衝 104指考化學2025 溶液 、金屬加酸、中和熱、酸的強度。 氧化還原:氧化數、氧化劑、還原劑、係 數平衡 、自身氧化還原、 電池、金屬離子化傾向、標準還原電位、(標準)半電池電位。 104指考化學2025 沉澱分析:沉澱表、沉澱顏色、兩性氫氧化物可溶於強酸、強鹼。 屬於程度較高之題型,一般學生答對率有偏低現象,大多為未熟記「沉澱表」所致,故同學應多加練習並熟記之。
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” width=”608px” alt=”104指考化學”/>
一 、 四種非金屬元素,其代號為: W、 X 、 Y 、 Z ,在元素週期表上均屬不同週期,僅 X 與 Y 在同 族 , 而族數與原子 序均以 Z 為最大。 已知: W 在第一 週期。 四元素的原子 序相加的和為 78。