郭鴻典表示,今年試題偏重高三教材,高三考72分、高二考28分。 北市復興高中老師康國輝評估,去年高三約63分,今年提高為72分,同時,高三下學期教的近代物理學,出題比重也比往年稍多。 就歷史的部分,解題教師表示,今年題目比去年難,特別是非選題部分。 去年均標63分,今年預估58分左右,因為非選題需要較詳盡的論述纔可得高分,較為困難。 另外,從98年開始,歷史考科轉向閱讀型題目,須強化邏輯思考能力,有相當的推理能力才能作答,本次也一樣,需要據資料判讀的試題增加。
- 升學專家劉駿豪說,今年的數學考科很難,對社會組考生影響較大,預估在甄選入學時,各校系通過篩選的級分會下降1到2級分,其中頂尖理工科系可能降1級分、人文科系可能降2級分。
- 大學學測關於 …
- 升學輔導專家 …
- 臺北市高中物理科諮詢小組分析,試題難易適中,繁瑣計算、艱深題目不多,「五標」應該和去年差不多,此外,高三教材考72分,比往年明顯增加。
試 問 在 此 優 惠 下 , 小 華 在 三 年 期 滿 還 款 時 可 以 比 104 學測數學級距2025 一 般 複 利 計 息 少 繳 ㉓ ㉔ ㉕ ㉖ 元 。 則 兩 次 的 調 動 後 , C 據 點 有 ㉗ ㉘ 位 營 業 員 。
104 學測數學級距: 學測成績級分統計資料總整理。學測五標。原始分數級分對照表。人數百分比累計表(2016.02.18最新版)
• 在此種情況下,教育會考成績報告 … 英語、數學、社會和自然的教育會考成績報告在現行的「3. 這是108會考國文,社會,自然的級距表這是數學的等級表這是108會考英文的級距表與加權總分其實就是把對的題數除以總題數,在乘以閱讀與聽力所佔的比例,兩兩加總就是總 …
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BBGEltYxv8AMYCrRQLdcSFoolNUlQyCJZsgjy9Ufejtv+Yqf9VR6o2EvpZnG6e202lHIlacKAIAIAAT5N+uNmAXdHbf8xU/6qj1Qlt236CZ6vA0SnnFSIGZZG3vDXyRVwjtz8er/wDiZ/cMwG30dt/zFT/qqPVB0dt/zFT/AKqj1QxggF3R23/MVP8AqqPVB0dt/wAxU/6qj1QxggF3R23/ADFT/qqPVB0dt/zFT/qqPVDGCAXdHbf8xU/6qj1QdHbf8xU/6qj1QxggF3R23/MVP+qo9UHR23/MVP8AqqPVDGCAXdHbf8xU/wCqo9UHR23/ADFT/qqPVDGCAXdHbf8AMVP+qo9UHR23/MVP+qo9UMYIBFZ7DEtT5tiXZQ02ipTgShCQlI9+V1AQ9hLav4nO/wCJTn75UOoAggggCCCCA50mQu6b4i3Qu3bkp9NZSxTw4iZpappSlcm5uFB5vAx2YP6Yb+BuJ/f2h/5dX96j3b/8/rt/u6d+7XC64OIE7ROIVLtZ009qSqASgKeVhxSlZJIUVBKcaQAggqWV5T8FUBveBuJ/f2h/5dX96g8DcT+/tD/y6v71CKW4iV53iVWrQbaYelqZJuzSssKSQUoQpCUKBOsnlE5GNt/kBl7X42cQatTrhn6jZrLa6c0wJJppt0co6twIwoq6+vIA/JMB0XwNxP7+0P8Ay6v71B4G4n9/aH/l1f3qJ+g8Va3W7Oq9VYt8u1iVnXJGRlmmllqYWcFvxuvZJBWdtOD1HaLemXFI12lSlXo0xy8vMuBGrkl5Sc4UCnGUkEEHV1HrgJGgUfiYZmtaL6oiSKkrVm3lnJ5Frf8AGtob+BuJ/f2h/wCXV/eoa29+NVz/ABNX7lqHMBI+BuJ/f2h/5dX96g8DcT+/tD/y6v71FdBASPgbif39of8Al1f3qDwNxP7+0P8Ay6v71FdBASPgbif39of+XV/eoPA3E/v7Q/8ALq/vUV0EBI+BuJ/f2h/5dX96g8DcT+/tD/y6v71FdBASPgbif39of+XV/eoPA3E/v7Q/8ur+9RXQQEj4G4n9/aH/AJdX96g8DcT+/tD/AMur+9RXQQEj4G4n9/aH/l1f3qIypWnddVu+sNXHdlrzMtLUqRmFqnLcKmkAOTY1YVM4GAVb56jHYY57dUtTp64bhp9TqMpItzNIpyEPTKsISsPTSknBICiNOcHY432zAKLjpa6hTpSv3Nfljz0lq5OVmn7a5dGfhYQrnRH9HJx1ac9kfJ63U05hyXn754fyzc3LYW05bqEh1grK90ma8ZOslXVjJJ643KnworNT4ay1houKXkJmWeJTUZaXOpSCFBR0LJAUsLVnB0jJwMYETnEX+D5QrsmqfOP3d4JVTKXLyLraG2tAQhY0LGpJ05JcG/WSPIQQuQxfaJtNPHE22RMnxUseAjr2SFYCed5+CQf0GMzdO4juuOstcRLfW4wQl1CbfUSgkZAUOdbZBB3hC9wTl3L9kr3buSZamJabM0ptCBqWA3yYTqOSAU7KxsR2CKakWhVqNcb9dZuMvM1Mrcqcs7LAh13YNKaUCC3oQAjB1agATuCSGPwNxP7+0P8Ay6v71Ca36PxMM7XdF9URJFSwrNvLOTyDW/41t2R0eEdufj1f/wATP7hmAW+BuJ/f2h/5dX96g8DcT+/tD/y6v71FdBASPgbif39of+XV/eoPA3E/v7Q/8ur+9RXQQEj4G4n9/aH/AJdX96g8DcT+/tD/AMur+9RXQQEj4G4n9/aH/l1f3qDwNxP7+0P/AC6v71FdBASPgbif39of+XV/eoPA3E/v7Q/8ur+9RXQQEj4G4n9/aH/l1f3qDwNxP7+0P/Lq/vUV0EBI+BuJ/f2h/wCXV/eoPA3E/v7Q/wDLq/vUV0EBOWG1UGKNMNVWcZm5tNRnA68ywWULPLq3CCpWn6RijhLav4pO/wCJTn75UOoAggggCCCCA523eFAtviLdMtV5p9px1inLQG5R54Ecm4OttBA6u2Gi+JVhO/ys3MLOQrxqTNHcdR/kuyMtv/z+u3+7p37tcVcBIDiZYaV8oJuZCt/GFKms79f+6+QR9HE+xkklM9NAnrxS5rf/APtxXQruarPUGgz1aYlOcqkmVPFrXpyEjJ3+QZP6oBMnihY6dkz80O3alzQ//bj6OKNkDYVCb9FzXs4lKJxqeqFmyN3PyNOdam6gqTPN5lwbBJOyVIyVEjAG4IwcxY2heHSq1aZcgkxKmfUEKZWrOhWopUAU5yQQRvjcHOIBFQOJ9loma0VVCbwqpKI/iya6uRa/4cN/dSsnzjOejJr2cM7e/Gq3/iav3LUOYCT91KyfOM56MmvZwe6lZPnGc9GTXs4rIICT91KyfOM56MmvZwe6lZPnGc9GTXs4rIICT91KyfOM56MmvZwe6lZPnGc9GTXs4rIICT91KyfOM56MmvZwe6lZPnGc9GTXs4rIICT91KyfOM56MmvZwe6lZPnGc9GTXs4rIICT91KyfOM56MmvZwe6lZPnGc9GTXs4rIICT91KyfOM56MmvZxzq7LuoFwXhMeCarodlZemzI51TZzQvQqdSUkJaJIJcGR1EZEdxiBuG4XLXuiuVduTM0W6XTE6NYSMKmJkEknqAGf9ICNv2qivztPmrW4i1KmplQS6hySqAS4StJxpbQARpChv+VHhdUambbqNDn7xXNrmpRLLTr0hPqCVpmnHQVAtfm1IRkb+INsYjKj+ERUEcFpbijP2kJafmptcqimF7KhpWoBXYfgpz+uOtUuuM1SRpc7L8k6ios8pradSUpOjJx+VvkbQE8eItiqn0VFU/M8qhlTOfBEyTgkE+NyWcbdXVGz7qVk+cZz0ZNezisggJP3UrJ84znoya9nCW3uJ9lona6VVCb8epah/Fk11cg1/w/kjo0I7c/Hq/wD4mf3DMAv91KyfOM56MmvZwe6lZPnGc9GTXs4rIICT91KyfOM56MmvZwe6lZPnGc9GTXs4rIICT91KyfOM56MmvZwe6lZPnGc9GTXs4rIICT91KyfOM56MmvZwe6lZPnGc9GTXs4rIICT91KyfOM56MmvZwe6lZPnGc9GTXs4rIICT91KyfOM56MmvZwe6lZPnGc9GTXs4rIICT91KyfOM56MmvZwe6lZPnGc9GTXs4rIICcsSoylWo0xUZFxS2H6jOKQpTamyRy6h8FQBHV2iKOEtq/ik7/iU5++VDqAIIIIAggggJUU25KXdVYrNOp8hOS1UblQkOzqmVoU0lSSCA2oEHUN8xvc/vHu1TPSq/YQ4cmZdpWl19tB68KUAY8c9k/jbP7QQCrn9492qZ6VX7CAz14EEG2qYQezwqv2ENeeyfxtn9oIOeyfxtn9oICXplHnqK2+zSeH1uyaJl0vPJZntIcXjGo4l9zjb9G0MGpm7GG0ssWrSW207JQiqKAH6AGNocc9k/jbP7QQc9kvjbP7QQE5TU3pIPT7irfpaxOTRmABVV+KChCcfyH9n/WN7n9492qZ6VX7CGvPZP42z+0EHPZP42z+0EAq5/ePdqmelV+wg5/ePdqmelV+whrz2T+Ns/tBBz2T+Ns/tBAKuf3j3apnpVfsIOf3j3apnpVfsIa89kvjbP7QQc9k/jbP7QQCrn9492qZ6VX7CDn9492qZ6VX7CGvPZP42z+0EHPZL42z+0EAq5/ePdqmelV+wg5/ePdqmelV+whrz2T+Ns/tBBz2T+Ns/tBAKuf3j3apnpVfsIOf3j3apnpVfsIa89k/jbP7QQc9k/jbP7QQCrn9492qZ6VX7CDn9492qZ6VX7CGvPZP42z+0EHPZP42z+0EAq5/ePdqmelV+whP4Nu1y45yszVtUd5mZlJRhLK6ko6VsuOrC92Mdbgx5CmK3nsn8bZ/aCDnsn8bZ/aCAk3KBNvScvT3+H1AelZR1TzLLlRUtCHFZJUAWMZ8Y/PDGVXdEjLMycnalJZYl0JbabRVFBKEgYAA5DYYh3z2T+Ns/tBBz2T+Ns/tBAKuf3j3apnpVfsIOf3j3apnpVfsIa89kvjbP7QQc9kvjbP7QQCrn9492qZ6VX7CNCmIvSQmKi8qgUtYnZvnCQKosaRyaEY/kP7BP64pOeyfxtn9oIOeyXxtn9oIBVz+8e7VM9Kr9hBz+8e7VM9Kr9hDXnsn8bZ/aCDnsn8bZ/aCAVc/vHu1TPSq/YQc/vHu1TPSq/YQ157J/G2f2gg57J/G2f2ggFXP7x7tUz0qv2EHP7x7tUz0qv2ENeeyfxtn9oIOeyfxtn9oIBVz+8e7VM9Kr9hBz+8e7VM9Kr9hDXnsl8bZ/aCDnsn8bZ/aCAVc/vHu1TPSq/YQc/vHu1TPSq/YQ157J/G2f2gg57JfG2f2ggFXP7x7tUz0qv2EHP7x7tUz0qv2ENeeyfxtn9oIOeyXxtn9oIBVz+8e7VM9Kr9hBz+8e7VM9Kr9hDXnsn8bZ/aCDnsn8bZ/aCA0bbkp+RkHE1JpluYfmn5hSGXC4lIW4VAailOdiOwQ1jyhaHEhba0qSeog5Bj1AEEEEAQQQQHD+JNUs63bjuWvXLZFMuKZPg6TlEzku0vkyWXVbrWlRSjI3wDuRtGncNx8JKJb1vXAzwcoMy3XVlISKaykNFJ0rGS2CcHYHG56o6NI0+lVC+LrRVpSWfaSin45dIIBLTgOM9W0NlWlZT9NRTfAtNVJhLjbTYQnSkLPjhBHwck9mN4DntwN8KKBcds249wws4u19IW8txiVaEqlSkIScKbysqWsISMJ1KIA3Jwhkru4JzvEtPDg8Krbl3Vzr0g1MvU9gB1xtAUdI5PB3KhjV/R/UO2zFu29MzDD81SZNx5haXGVLbBUlSCkpI+UFKSPJgR4NrW3z1FS8CyYmmpjnaXQ2AoPaFI158ulSh+swEdV7Y4V0qg1iue5la76aOpxC225CWJUUgHBIQdJ8bqIzELT7h4aVayK7d8lwTtflKPMplm5JbMsFvqIG2eS8VWc4Tg52PbHc3xR6vLrkJgys2zMAhbRKVpWBjOR24yPnEaEvadntyUwxLUOnJlagoKfShtOh1WnQCfKdO2YDi90V7h/a9j27c83wdspczW5hMu6jk5ZLDCtYSpIUUZcUBk4A/oneNq77h4TWfX5WgT3By29b7cs448uUlkob5XrGzZzp2+TceUR2KrWxa1dpoplUpUm/JrcDyU4CRrG+pJTgg7dYOYwTtnWVU0pVP0KmzXNkNoC3W0rKEoAKPGO+wA/0gOY0yf4T1O9Jiz0cGKMgy0zNyypjwWwoK5BCVFYSG90nVjr2OOvMZ6JMcJKoKgZrg7SZQ06TTOPg0dg6EqSClBJQPHUCCkDOQezbPSpi3LOYnEVyYplOZmUOlxM0UpQrlFJ0k6u0kAAjtwPJG5IUihNNLepsjKpbm2kJUtlIw42AdO46xhRx+mA4rI1nhvO8PGr6Y4HUF9Tr4lxKNSDBUToK1nZokaQDnI7D1AEhzJjhNM2rRrjc4S2+y5V9QTLmmMENqSSCnlC2ASdOE9iuv4IKh09m2aAxKKkGqRLJllLccLXJgp1LSUqOOzKSR+g4jWmLHs6alUyMxbFMclkuuPhlUsnRyi0lK1acYyoEgntyYDmV1vcJqA7S5aS4U248/UWmpnkpukIlloZU8hskpUySFDUfFVjcAdojoHuV8Mf6u7Z9EsfZh3P0SkVWVbkqjTpeYYaW2tDbiAUpU2oKQQPkUkEfKBG1y7PLc35ZHK6dfJ6hq05xnHkgJr3K+GP9Xds+iWPswe5Xwx/q7tn0Sx9mKVuYYeUpDTyFqRsoJUCR+mB2YYYCVPPIbC1BCSpQGVHqA8p+SA47xfa4acLqJKVZPCa05szc23KhUxKS0u2gqUAckoJUcEkJA30nqjzcE3wetiYlJSs8K7bZdmmpN38SlNKOXUUq1HTsE46/6XUI6fW5K1bmkDS64mRnZZ1RIbccHw0bkpIOQpOM5G4xGN6iWaJGXdmpGmKlGWmmmnXglSQhGQ2NausDJxv2mAQzFj8KpaoPSDnDm19TEkZ1QFOluU0BRH8np1Y26+rO0RtRasSVm5RhnhLZ5bnJJuZDi6e1lCnG3HUZAb8ZIQ0rONyogAR2cTEq4NSX2lAq5PIUDlX5P6fkhXNUS0tXIzshTtaGCnDoTqSzqyRvuE5/UIDmU/TrRk5NhI4J2wao9LSs2ZM09nI5XUC1kN/DC0KGeoA6jgJVhPWZ20qO48DwRtGeSyqcaAk5BDhcfZGOSBLIAIWFJVnyeLmO0O21bUykSj1IknQ1oWG1IB0BIKUEDsAGoD9fyx7doNuK1repUgeTLq1lTSfFLmS4T/8AmySfLmA5BWp/hhR7Nl7gPCCgOzrsy1KqbNDCJcKU6W1KDqmsEDBOPhdQxGGqzlh0qtSVKXwfs2Z59OBpsS8m0pwMlLatZBaAH8uwM50hTiUk5IjsL7VpvU1NLmBTFyCAhQYWUFsDVlBwdvhYwfLGQUu2557nKZKQfdlndRWEJUptwBI6+w4Qkf8AwjyCA4fQrj4aVxDEgnhBaEvWHJGanFyjstKpUjkXCg+9lIdIyDkhOMggR7mrg4Y0lmbNc4P2pJTDLtNYbl1ycuCpyYKA7lRRjDes9W50/LHZDKWUJPweW6QmWWyrDQLYSWiolW35OQSezIjKLdtZiVWkUinIl3kspV70kJWG8BoHy6cJ0/qxAcomJzhQxOU2mL4XWc3O1Saqcsy06zJoOJNTidYSpIUoHk8nSDjMJZ2u2fIsviY4FWuiYZkVTQQqnt+MUKQVE4aJCdDiFYI1JzgjY47oiStpxJkm2KeoPKeHJgJ8ZS8l0Y8pySr9O8eBaFrBBb6PU/SprkCCwk5bzq09XVkA4gISybasS63J52Z4QWzJyjIZXLPeDWFcprSSpBGgeMkackbePjrSqKr3LOGP9Xds+iWPsw8p9GpNKcfdptOl5ZcyrW8ppASVnc5OP0n543YCW9yzhl/V3bPolj7MQnGKW4dcL7TmLgkuEFtVN9tp1aGlU1htsqS2pSUlWg7lQAAG+MnsjskaVVotKrksZOryDM2yQoaXU5xkFJI8hwSMjeA4VX7l4VUmlWNV5fhFaz7N4OsBzEiwoSqHClOdSWyDhbiAScDAV2x0voDws8NJow4d2qVqlDNj+L5bXpCwn4GnVjf4XV2Q+m7NtafLKp2hSb5l2EyzRcb1FDSSFBIz1YKQf1Q4CUjGEgYGBt2QHEKo5w6kKrS6a1witRSarIuTjbq6eykN+9vuICho6tMuvV5CpIEYbrm7BtO2GKzO8GLX587Ky80ZQyDHiBQWXEkhskFIbUc42GSfgmOxu21QHxh+jyjnva2vHaBwhZypIz1Ansj45bFvOyvMXaLJuS+lCOSW0CjSkEJGDtgAn5z5YDjtUcs2k1WXknuDNmvy8zVhSm3peTbWNaltNo1e84SQt4as7YQrGTiN+fb4cUywpu7ZrhBbbkzKya55LLVITzd1oKwkh8shOVJwrHXvHWTQ6MX25k0uV5Vp1TyF8knKXFfCUD5T2mPb9IpczTTR5iny7kipsNGWU2C2UDqTp6sfJAcKdrPD0V6bozXBu08S88plKnJBpKly6H3GFrA5PBUXGzgZ6uvq3vrUsSwK5IPzVQ4Y2gy4zNvSuJensuIUWllCjlTaTstKh1dkV6rat5cyZxdEki+p1L5cLCdRcGcKzjrGTv8AKY3peWl5VBalmENIK1OFKE4BUpRUo/pJJJ+UwE37lfDH+ru2fRLH2YPcr4Y/1d2z6JY+zFTBATtj0+QpdImKfTJJiUlWKjOJaYYbDbbaeWVslI2A/RFFCW1fxSd/xKc/fKh1AEEEEAQQQQHFeJHDab4n1a5aHJVFuUcl5qkTWVhWFhKV6hlJyPFKsfLjq64w1XgPcc9alLoDVxt/xbIOsBBWtCVPOvBxRyMkAYHlzgbDAw2vS8qhYM5fNz0+Sl5hUq1TtXLqUEIy24ASEjKvGwMDHXDOd4jXGLLolw0qiMzU5VVMAttoUtsB1QSEjWpspXuMpV1HI7MwDKpWxea6hS63T63T3pykMol0tTLCktTKVlPOVLKN0KISNGAQkjfIUcUj1L5Z6dmCpvM5LJlykIwRjV1q6yPG6uzfyxzKucarjpvENdmy9juc2RIMTannFlbyVLJKklDQUMpSCMAkkg9gyX1A4kVStX1N20u23mJBhUw0mZ0rUStpSE5UQChIJUrbORlOcHaARWJwoui0JDkU1KXROuSk22mYDynRLLcWjk9IUkaiEJAKj1lCR1dWOR4WcQ27Fatt66mEzzU61PIm1PvLcJShXvaznGAvRgpAGBnTq3PTnKstun1Od5MZkC7gBKvG0I1f0gnP6jj5YlZPi3S56fNJl6dMGa5VTQK1IQ2QlSkqUFKVg7oJCQckZ7QQA+W9Y1w06y5S3p2osJm5CmOSjDzb7r2Hlgp5XU542ycAfpPZgRKK4OX0u0K9bkxeCJg1cyOC7q1JDLbKVjUSQEkNqTjSScA53wK60uKDNzM00N0l9bk9JLmiprGNTatLqAhR1AhRRsexxPyw5mLocYmJhtbKW0tOSSAlYw4nl1aTqGrrH/zmAjp7hfc9WtRdsVSryji0zMxMtzu7iwpxHi6EKSA2UrUoApPUNQwTgdCt6mOUShyFIenFTS5KXQwXlpCVOaRgEgbZwI56jjYmpXJSqLRaOvkpxakTDj4zyRCEqA8U4B8YZzDdnipKASMvMUqYW/NSsq6txrAZS48hKgNSjsnxvhdW2IC8gjn8lxjo1RnGJKUpM+VzDrbSdaQjClpUpOc7bpbX1E40kHB2hjT+JdEqNvzdfaZeSJN1LLssvCXUKUUgagcaU5UPG+DgEgkYJCviMRYsyniLO3sipzDZep7UohIdyhZClkpU3jGACjBzk77jtVVzjXSqAwHZ2hTijyy2Cht5pZCkhJUchWMeOMHt3i2eqxLtPl5VrW5Pe+YUD4jIAKlHH6UgfKoQHO+G3C257Hu+cr1Rr6qoxVWFJfC3TllwEFOBjCgd9xjGwxFDclgzVXpFJpklPsM+D6gqbWQ3yaVIVymcJTnxhryPKRnbMa1Qv6vyl616hNUiXXSqHTZedcmyrCkrdDuEkFQ1btDYAbE7jbPmpcYKVTKkikO0qZVMvz5kJdIdbw6sKWkkeNtug7dcAhp/BqtU7mLbU9SnGpKbemEJeaU4Qgyhl0N5IyoEYUrO+STlUUlK4ezkpZLVrTtUafWlCkFIaSGUanSpRT4urVoUpOrIySTgZwJ+0OMFeuOnys1PUmSkFTEtOvEL1gIU03LrSNz2F9SFfKjs3hRV+Plx02TamJe2WZtx9lgpbShaSh1TaVL1ZPwSSpKcbe9qOVCArnOHFXVMNPNVGXaQzc6q2htOcckoAaerZYGoDs3jTv7hTW7rVUOZ11sc7pT8mHJn4RdU082nVoTjQOWztvlI2PWGC+KrUg26ajSH31pnpmXSmTAOG2lIBUdR3PvgJA7AceSMT/Gmhyz70s7Sp0LllEOKGC3gEBakrHiqCQQTvnGcA4OAeUS1qhTL0rlzvzjbzVXk5NhKMnW2plTxx5NOHUgY8hJ649Vm0pmrWbWbdNSU3O1mXfQ5NjPiuOJIGO0JSMJA8gjHRuINMqtSqFHelX5KdpqA44w7jUvZROjGy/gK+CT1HODtCib4wUyTkVT66NNKbDcu6kIeaUVpfB0YwrrGlQUD8EjtBzATrfBavytSmaxJVeSamJhCl6AtzQh5fJgqG2wQlpOkYwe0DJJsKLZdZl5OpSNVrZLM6tzDcscJWF6talahqSVaupJ2IODvs9tW4Za67ekbilGHGWZ9oOobcxqSD2HG0NoDkkjwZqcparVBcqFPedaZmMOLaOQ6qYQ40ArGdCUhYxjfWdjk5dVbhtV5yyKTazNzPPO01dNWpUwBoc5qttR3SArfRnfO+OyOgwQHHLd4IV6kVmkVCcudp1ulVRc4C2ghxbPJISGyceMVLQpSiTkBWkEgCOxwQQBBBBAEEEEAQQQQBBBBAEEEEAQQQQBBBBAJbV/FJ3/Epz98qHUJbV/FJ3/Epz98qHUAQQQQBBBBARMm/Smbzu5FYclkyz7dPZUmY06F5ac8UhWxyAdoeSjlnyFLkEyKqRL059aXJENcmlla1HIU3jYklWcjrJ+WOY31SqdcN23FRp240UsjmL5Cm9QcBl3kJPwT1KUD+oxoTNl0Sbt2jUh/iO2p2kyoltK2SqXWUL1IWEgJUDsAfG2BONwDAduUunc7LSly/OUIDxSSnWlJykL8oGxGf0wulbktJ6vO2/JVSQXV29Zdl2lAup6irVjq60k5+SOe1KlWnV6vKXBOVyiidzICdbEmpTaxLu6zoJ8bf4IznAz17R4k6PYlJ4jTnFSocQXVTS5Yy4bUEtyzbRI1Ap0deENDVnPi/KYDp0/P0BySnU1GdkVSssjM4HXU6GkdeXMnxRsevyR9lX6FNyxm5R2RdYSA4XEFBSBjIUSOrY5z8sclctCzHaddlMevVlbV1SDdOdAl1Dk2w4+pR8YqySJhQ20gaRjEbthUOyrJo9YoaLqYXL1QAakNnKPFKThKklAwCMDBG2SDkwHTXmKHSQ9XZhqUlAwweVmlBKAhlOVHKuxI3JjTmbqs5gzCpqtU1Jl0NOvlTifESsam1K8gI3B8m8LK1dVoVyhVKis3JLIVNSzsmV6VK5NS0Y3AHZqBxEFP2lak5MT84m+mG3Z6mt038WJCEck02tX6feEKT1Y3ByDAdjNNpynkTBkJYutklDhaTqST14OMjPbGrTKjbtaD4pM1ITnNXFyr4ZUlfJLQspUhQHVhSVDHlBjRN7WoWuT8PtBWnTrAOQcdfVjMR1kU2x7IrFZqkleMw+mrTCXi06vKf5NCcqAQBnKVYxgAHEB0lVOkFvNzK5NkutEqQsoGUkjBI+XBIjTrFUti2pNU/XZ6m0yVX72p6acQ0hWxVpyrAOwUcfITGt05tLz2x8yvVEXxUatziLbqqEzdsvKBKHltkpXgvKaU2gqIGdIDiyQOs4HVmA6XzORcSDzVhQIGPewduyPr78rJtGYmXWmW0Dda1BKUj9J6oTN3vaaEJSa4wSABnSrf/SEV51G07tpbVPF0S8spqYRMBZaWsEpChggFJx43YeyAtkolJlBeQll1D6ASoAKDiezftG8ak7b1CqTrL0/R5OYcl162lOMpJQrOcg48oB/VE9atetK2bZpNu9JWZnwXJMSfLFspLnJoCdWANs4ziGnTm0/PbHzK9UA55rLbe8N7Aj4I7ev548P06nzLfJTMjLuo8U6VtJUPF6tiOzshT05tLz2x8yvVB05tLz2x8yvVAOeay2c83bzqKvgDrPWf0xieplOmEBp+Ql1oBBCVNgjY5H+u8K+nNpee2PmV6oOnNpee2PmV6oBzzWW5XlubtcoDnXoGrOMdf6DHzmUnjHNGcb7cmO3rhP05tLz2x8yvVHgcQLNLypYXBLF1CUrUjfUEkkAkY6jg/MYB+2220gNtIShKepKRgCPUIenNpee2PmV6oOnNpee2PmV6oB6pSUJK1qCUpGSScACFrVy28/Tn6uzW5FySlSsPPofSpDZRnUFEHYjB2hFc1xWvcFv1ChtXO1KKn5dcvywbKigKGCQCMZwTHMrfsG3qRZtUseZv+XmZKfmm3WnlNOl1tpCjpQd8E6QgZGOog9kB2OYvS0ZWnoq0xc1MRJOKUhD5mkcmpSUlSgDnBISCSPkjLN3VbchMU2UnK1JsvVg4kELdAMzsD4g7Rgjf5R5RHGa5aMjUeGUlw8p3ECSljKTi3zNOtOOFbYcUptONjtlOd/6OBtDK6aBaV9Kt6Zq16U0TtvqQJgtShdbdWEjIUleRjIQcEZwTvvAdm5VvlAzyieUKdWnO+PLjyR7iXTdFnJn0z4r7WpLHNwgNgJxnOc6dX6s4+SNhd/We2UJXXpZJcVpSDqGo4JwNuvAJ/VAUEEIenNpee2PmV6oOnNp+e2PmV6oB9BE90/s0vGXFwS3KhIWUb6tJJAOMdWQfmj305tLz2x8yvVAPoIQ9ObS89sfMr1QdObS89sfMr1QD6CJ/p7Z4cDRr0vrIKgnxskDrPV8oj105tLz2x8yvVAPoIQ9ObS89sfMr1QdObS89sfMr1QD6CEPTm0vPbHzK9UHTm0vPbHzK9UBktX8Unf8AEpz98qHUT9lTktP0uanJN4Osu1GcKFjqI5ZUUEAQQQQBBBBASdAx0+u3bPvdO/driR4xcTLwses0+TtqhCfYflHHHtLC3F8sVpS0hIG2/jHGQfFPkh5K0R2qcQ7qdbrtTkdDNOTolHEJSr3tzc6kneHnRB/vjcP7dr2cBz2e4uXI3P0pAkpOXkKoxSnUzSiDya5lxpKkHOMkrWG0lIwS4DsUERe8SgOgla2H4sf+ojIbOdIwbvuAgY25drs6v93E7xGtSYbsesrN319eJY+Kp9rB3H/DgMjfEOecv56gNyiXaW2p2WS41LOqd5whtCylW2kAePkjPWgdcaHD3iRc1zXvPWvcVFap5lqcic5MIUkpWeTJRlXwiA6M46jjIGYrV2m+lJWbxuLAGdn2vZxpUegy9bp0rW6feFxFmbZDzK1ONJVoWAdwW8jO2RANreA51XNh/tNX7lqHOB5BHL3xTbTaq89Wr6rzDa6sGUATDWpxRbZBwC3vgHJ+QGPtUumzaPPSdPn+JVxocn5ZE5LrAy24yv4KgsM6erfGc43xAdPwPIIMDyCIFx+kN3PJWl0+uBU/UJdUywlMwyQUgatzyfakEjygGNoysgH6pLKvu4kuUdKVzaVOtjSkthYI968YaSOrO+3XAWmB5BBgeQRyqm3haNWp07V5K/7pVJSLDTzjqglOeUUpKUhJaCtWU+TG4368a79/2XJUKTuCqX5d8hLzz65ZlMwxhZcQNShsyQRj+kCR2ZyDAbHE3ihdNm3DJyFNt/lqa68w05MqYc3UsnWNWNISkaCVbjfBwYZNcRKori69YblPaRTGJZ50zRaXkqQzLuDxvg49+Xv/AGcdYMYnZ+jPUtyqS93XPOMolUTK0NuMlQbcWUIBCkADUUq68ABJJxCc3/aQcWz01u3WibYk9JUyFFbqSoHSUZAGN8gHcEAggwGaW4q3Ctu+ZvmMu+KGy6/SpRuXc5RxCMjW6TjAUrGAQCQFH4ODDDg3xIrl/LrcvcNFepz9Ocl1NJXKlpK2XW9SVJJUdW4V2D/UR4tes29edsPXVQLyueYkxyoDZcZDrpQPGATo368bwpm78tClSqqhN3Zd8u0ZNmdKyGvGaUgLPUjfQgknyhKtOrBgOx4HkEGB5BHMbZuG37tdmUUi9bqKZSoKpby3FtJSiZAJ0E6O3HX1ZIHaIreiMx3yuH6w17OAocDyCDA8gie6IzHfK4frDXs4OiMx3yuH6w17OAocJ8gibkQPdErGw/2RT/301HvojMd8rh+sNezidkrUmDxAq7fS+vjFJkDq5drJy7NbfyfyQFNfNcm7atSpVumyiZmclmSZdgoUrlHCcJGE7nr7I5fJ8ZLxnLGTUaZQWp+vMVFElMS/IqAILCl5CEEqB1hKN8DJiruWcpFrOqlqnfFycumWE2GkPM5LZdQ1nJQEga3E7kgAZJIAMLXK/RJdLKhcd3hT82mRSgKlwoulBcxunHwQdusnYAnaAWPcV75kLJtW46zSaZT3avqROiY5RCkOq2ZQlvBOSSnJJwN+zePd0cXbit666VQVsUxErMNSb83NPuaUsIWlRdKynKUjtBJHwT15EN7smLZtWflafX7puPlHJd2YZUORWlKEJKl/7vI2ST1Y2hPI35YlXYmHmbzupUrLModccWhrTpU4hAGOTyMFxtW4HinPYcB2ROlSQoYIIyCO2ImqTdZkaHeM1bic1NucUZX8HL3vnIM48QdfzgRit1dMud+clKZfFy8vILKXmnHWkqADjjYWBye6StpwA/2TH237TmFTteHTC4BipEbPtb+8NdfvcBLSXFW8ZbhlTbqqtDRK1KZcfU+3UklhsICFraTkAHKhye6UntHXFrTK27clIs+uzMo1LTE7MJdeYbcLiWXDKvakaiATpORnA6o1JdFDerztqy/ESs+EJVKNTCZlnxSQohA97+EEp1FI3CSCdiI91u05hM/Qx0wuA5qBG77W34O9v/JwErxI4s3XZ3EmnW3TaRJv0d6SbmJl54LQUEzKELVrxpCUtqKidwBknqj0eJt1H+EC1w55qwijqkDN5Ok8okp2WHMdeQfExk568CL02a6o5Vd9wE4xkvtezjGLGSl0vpumuB1RyVh1nUTjHXycB6Kg3fs2s/0aIydk5/3zvYOuIG0b/wCItQptyJrdJcl5yTnGZOQfmJQssK1OaFr3G+NafFyScdkUTdpv9PphvpfX9qOydXLtZ/l3Nv5OHps1zQpPS24Ck5JTyzW5/ZwEVwf4g3heNClahd7cjKPTNUmpYc3ZUhIbbQFIR4x61ZJztkJ6t4YUHih4UuGtW9WTKUVxsLcpIeeBempdKVEzAawPevFPjE+TyiCjzFHrU/JUyQue6gahJioMrXySUFO2Afe86gMdmBsM52jBUq1RKfVHaRPXRdqXmptiTJUWQlRd1kLBKPgDkl5PXsCAQQYCrpc3MVGp0afnJXm78zSFuutEEaFqU0SnffY+WGlw1Jyi0OfqzEkZpyUl3HkshQTrKUk4J7BtucHbsPVEDbrcpdtYYqFKvC5eSRLTDR5R1oKyFNKBGEEYUlSVD5COrqitNoTBGDeVw/t2vZwEbR+J1zT1qytV6Pcq4qptU/nOn3uaSVYWtCEklJSQpJ1eLsCCrOIfWxddZnZKmTNxsSsgp6j+EXEpXrDx2yQrACcAglIBxrG5xu0FnvpGkXhcIHkD7Xs48izHEhCU3dXwG9kAPNeLtjb3vaAl7a4nzNakatKVJMnTq9TlF4UzlOUfSyVJ5PlUBI0a9SQkZJOfkjpScFIJSASOqJ42a6o5Vd9wEg53fa6/2cLLmlpO06S7Wavetypl2iAQ262pSiewDk9zsT+qAeWr+Jzv+JTn75UOomeHpZVb63JeeenWnJ2acbmHiCtxKnVEKJAHYR2RTQBBBBAEEEEBKW//AD+u3+7p37tcVcSlv/z+u3+7p37tcVcARL8T1LTYFcU2jWoSiilOcajkbZ7IqIl+Jq0N2DXHHFhKUyqipROAACNzAbCqzdCgU9C3dxj8fZ9caVFcuCg0mUo0nZswpiSaSy2V1Bkq0jYZMM5u57ZdlXmhcFOUVtqSEidQkkkdWc7fphBw/qNHoNuIkKlXZFqYMw+8tDlTbe063CrAOdkjOAOwAbk5gF/IVC5GqzT6tYImWvCyXgHJthWhaW2SMas+TB+QkRhvKyX71SwJ+y5mXVLPsvNrYnpYKSGwoBAJBwk6twPIIWXsJe76VV6PRrkpLYVWOWcUuohpRCG2SAlSVduD1jybjrifvKSvGrUyg1aj3bJydYZYlJSclJOrMIZaRgl1Y5RakkoISB8LJ8oEBaTNmOTN7N34uy5rwq0hKEE1FhSUoA+CkHOkZ32xvG23RblbqM7VDSau67PoKHmnahKKZX4mgEoCBnAAwM48uYTTzlTPE+k3FLXRTHaRT5fmrhcqDRW6FJwtZSFJAyTnt8ZIONsFpL1d1VUuGdfuCUl5eqtJEu0iqsOFhSWQjUlJA8Ykfl6f0HJgNOj2NPU6iVehT1sT9SZrSFtzTj9Qlw5oUpatKVpwoJBcVpGcJztjeEyeDTD1pSdm1K1alNSNOmnJqU/jKXQporWFqAIGd1Akk7+MoZwcQttOk1VVs3JTqjX00ubmZZuXpxma6zMFXJuOqSVONuEgKCk6k4GMq3Odk05Qb4q3Dqj0aVuOmUiryFQfXNJFcCUPMr2QUFLqsBKT1HrUjOkBUB0ekWRM0KhG36datSaZXLIlXHPCkuXXEIdU4jUSCDgrWNxuFEHMYEcNpFMzzxywZx17niJ4rcqrSlF1K1rOT1kFTiiQfkAwABC+jM1NdpuSNx1yiOz71OZl0NN1VPJy7qH1qUQsqJVqSptW+xKMHA2hJ0Kqzk+490/pDMs5VZaa5EVQLKWW9acajuSElJOetRXjCQlIDoVKtw0OgG26Rw7XKSY5TRyVRZC2y4oqVpVnI3MKZrh0zPUxyiztlVB+QcabaMuqqsaUhKSnYgat0qWDvjx1YxmMNgURFnWEq2ahxBptUmVc55TlJxBS7rOEeOcqThIG2469omazZU9UqE5ISV6UqTn/AAexJpmE1j3tZS0UainOQpKuTUCMDLewGowHQqXbztEW4KVYDks3MVJdXfaTUGdLs0oAaz+jAOPKBFF4aunuW59fZ9cc+sehsWm5Pc7vmnTrk7cLlSbfM+k8hJlOzOCrcnKhgbb57BHS+ldsd4qZ9bb9cBq+Grp7lufX2fXB4aunuW59fZ9cbXSu2O8VM+tt+uDpXbHeKmfW2/XAavhq6e5bn19n1xOyVZub3QKuoWc4VGkyAKefs7DlZrfris6V2x3ipn1tv1xOSV0W0OIVXWbgpuk0iQAPOkYJ5Wa+WA1a7QJ64aimqztmziJlDQZS41UmEnk9QUUHbdJKQSk5B3yIXe5+gUxdFTZdRTIuKQVS/hZkpwlsICd9+oA56woAgiPl+NKuOrKfpl5U5mSVIc0LaKk22pLnLNuh4ZCkkjRjSoEKGQdiYRu0OedpaWzdFvJqDM81ONrRUE83UQzpUhbZyS3kqGAQoZCkkEQFTdtqu3rMNTFeseccDLSmQ2iqNISpJz143PX5YQy/B+jSsm7Is8P58MuybsiUmrtHDbgQFEZ/pYaawezQMduc/FCQeumrSc9bV4UeWDEk/LqLlRShOpwKSFYTuSM5G+M9ecRFUix7uptOnGFcQ6GuZfp620rVVNWJhK2XGsHZQTracKjk7OdWxyHVbYoc7aTk3MUyyJtcxOqy88/U2VrKda3AnPYkLdcVjyrMZberNzidruLNcJNSyRz9nY8g18sLOHhFAnatN128KSWZ5ZUzKoqCXEoUZiYcLmTjBKHWkYH5oQ9t26LaTPV4m4aaNVSyPwpG45Br5YBKxas/L3s5fLVoTiZtwKJZTUWUtFakJQVkDrOEDr6snywzrdaucz9DJs1wYqBx+Hs7nm723XCCUnam1xTfq716MLoLoUcc/lQzyYaAbZ5PHKbOKcVqyN+skYSKmuXTbJn6Fi4aacVAk/hSNvwZ75YDd8NXT3Lc+vs+uDw1dPctz6+z642uldsd4qZ9bb9cHSu2O8VM+tt+uAlW6zc3T6YV0Oc1eB2Rp5+z1cu5v1w/NaukjHQt36+z64VN3RbXT+Yc6QU3T4HZGedIxnl3Plh+bqtcgjpDTDt1c7b9cBHy1u1uRTKop9Cq8smTlmZRoN1WXGG23AsDOM+NjCt8EHqjFN2Xz2quVmaseecmXZpqaJVV21AFBcIQAT8DLq9vlAGAAIW20mYtmfkKgK7R5sop0vJTaF1Vs6lJKUkoJTlOkFSvheN1YB3jHW6dMVGtOTEnd9El5LwsxPIHP2y5tyuteQB1BTWEHPwTvANqDJVK1a0xT6RZL6Gly0w6UrqLKjkqaSN/IEpSkDyARWeGrp7lufX2fXETw/dkbXnWpGtXXSn3VtTDgUmdSoAe8JJyT1qUlSyPKsx0DpXbHeKmfW2/XAavhq6e5bn19n1weGrp7lufX2fXG10rtjvFTPrbfrg6V2x3ipn1tv1wGr4aunuW59fZ9cKbmlatdlJco1WsmY5BwhWW6iylSSO0H9BPzxQdK7Y7xUz62364l+JM5I3LasxSqDddLamlqSRmeQgLG+2oHbcg/qgG/D1oy9vrluY8yDE7NNJly4F8mlLqgBqGx2AimiW4bZFsJQqfbnVtzMw2uYbXqS6tLhClA9uSDFTAEEEEAQQQQEpb/wDP67f7unfu1xpcSr7qFlu0QSLVOcbnZ1LU6Zl9SVtS+DlaUJSc4ONyQB8udt23/wCf12/3dO/driqwOuA5BdvGWt0G+5KkSdFQ5QFvSiJmoOHSlCHseNnsHjDBOBkHs3FzxLCV2FWwQClUqQQeojIiielZaYbW1MS7TqHRhxK0BQWPIQeuJrii2t3h7XmmnlMqXJqSlxABUgnGCMgjI+UEQDmekabLScxMinySS00tYLjQ0ggE5OBnET3DqpS92285Up+m00vMz01KFUuxhtQadUhKhkdoAOxI/wCg9Ksm5yDnizcuPllad1fVoXUC3J6r0tuet/i9X3JEuOtNqZkqclGptxSFgDmo/ppUPl64DTuao1C2KbV5627Rk6pMLraGSHMIQ0lSGRk4So7507DYkGFt78QqvZy6YuasWl8jMtSyJ0JWlRl5l0ElpKiEhXwSAcDPWcYwfszT5q2Zas1Cv8XLkZlhVg2SJCQdKlltnB0iVPVsf1R7uGWospMy9PuXjLVg++luaZamqbTySCcJV40psRk9e4GflgN6cvJTPFKl2Wm2pFuQmJMuzbi2wXW3VJKkpGBjYpwdyCCTnCTDGSvC3qhXa7Q5GUo869TkpVJpl3WFLmDyKVqb06tRUCT2AYxvmFE1SpRN1yNuTHF+sLrM+0ublkcxpqlKShO6tXNdjpGRnrCTjqjZYtBuXVUZBjirVmDT0/hraafTEBCVICskc1GQUqG4z14gEdJ4hV2pWzcVeTZ9HW5RWUAJYQVt8qHHEv748YthPwB14+ENWyKtcb52hWBSrtetOivOT869KqCm1N8mhGEha0FIKNaiCkZI0qQc77O6Uu1ZOm1Gp0XjFVWJGVYbfmnpelU5tKg4pQQnaUBUokHCevxh5YwNGyZK3mKkvi/UpKmzz6gltykU5Gp8JBIKOaZ1BOOsfJAM6VxIlqxZc5dlPoEjMCWoqagzycv73MOKW6nIJ3DaOSGo+RWfJlbPcS56XdZYkaLS5x2ZqctLeJKJ5Nhp0LCUFQWSXFaCdwnAxsc5hy1TJNmlOTzPFytt0+WkFzbihTqclDUsSckjmuwUUqwMb4O0aLtSpcmkrd4u3OygTzckhRpEikOPFPilH4J4wAGNQ2HVAbljXbWbg4av3RcVryFKqWJnTqlUhhnkzpBWFKB6wT1gY7RErcHGOrUxE65S7SkZtqXpsvNtrckwgqWplKxlKSoAOKJQkAncbFUVFDnZe6LSmbuo3GS6JqkMpc5RQpkiFKCBlQDZlNSuvGANztGjUa7Q6Vy6anxnuOWVLyzE06hylyAKWlJC0kjmnWhJCiOtIO+IBlYl1Vyurn13Da1PlBLXE5RmGky2lbzSUk8qM+QEE9mAqOl+CqX5tlf2KfVHL7dnJW7H3hReMlzPLk5xUg4tdNkEBEwAcoyqVG5CT+nbyiKroTdH9bVy/Vad92gKbwVS/Nsr+xT6oPBVL82yv7FPqiZ6E3T/AFtXL9Vp33aDoTdP9bVy/Vad92gKbwVS/Nsr+xT6om5KmU33Q6unwdLYFIp+3Ip/PTXyR56FXR/W1cv1WnfdonpKzLmN/wBWbHFW4woUmQJXzWn5ILszt+LY2x/rAZb+vNi1qx4IkaLS15kRMhx4Np985dtJaGogai2pakhRAJ05IBzCFziYE01FSTK0gspnmmXhzMB5LK5flEqDJUFFRJSSgHVp1FIVjEObipjVCdWmu8XK6H+QDxQqn01a1NqcS0P/AMLvla0J/X5IXLnJEcmV8VLs1uzaJdCDRZHWp8NlYAHNM5ShJPyAQG1xUvpViVmRkafRqW+3MST8wtDjAKypIVpCQDq3UAPgkdeSIi6Px3mpulTtSnrapSFS1PVPobTLDSpttbJdJVqynCHHAAU7ltW40kRaXO3K23VZeTuPi5cbc0/LOutLVSpBwckgErGsShxsCcfJCmQrdrVJl9Unxlr62GWkuOqNHkAgIU6lsZzKflOpOD2Lz1ZMBV8N7oZvSbq7L1FpzktJOK5Ccl2U8mv8Ifb5InfK0pZQs47HU7DtfW7S6aZ6vg06V2qeB7yn8w18kTNt0x2t86lKBxfuIGRdW2+yKfT2ilQWtBVpMqMpK21gKGxKTvtHq37MuZU7XQnitcidNSwSJWn+MeQa3P4N/wDOIDclbqkn+ID9nOWqhtlJLLL5ZbGpaGg64s7/AAMLbAAGrJJIAIh5XKXTBUKF/F0r/tE595T8Wf8AkiYatbXcr8o1xbrBrTbSC6RJUzldCgcJ1c13OEZ05yAASMER6rdl3OmfogPFe5FFVQIBMrT/ABTzd7cfg36v1wF54Kpfm2V/Yp9UHgql+bZX9in1RM9Cbp/rauX6rTvu0HQm6f62rl+q077tAZW6ZTfdBmE+D5bHgZjbkk/n3fkigVS6YEk+D5QbdZZTt/pHO27Mubp7MN+6rceoUhk6+a0/JHLObfi2MQ+VZN0aTnizcpGNxzSnH/8A1oCdtm+JWo1GkIq5thiVn6QzOuBK0JdDjighPinqClnSnGflIOAc9Yrz1Hr0zLvu0lcm1U5SVDKKWnlQHUqVyYJcGtRBQcgZHjeKY0KHTpK4Kmin0jidcbr/ADBqbS54GkEIDCjlCdZlAAcjOjrHXiPhm5WYqz1Hb4v3RMzktUG5F1CKXIL0Pq1YUTzTZIKFgr6gUkZgGHD2rJu+daqVSo8i04hqZZAbYSE4BYUU9u6SpSD8qD1dUdC8FUvzbK/sU+qOXUClztx1hiboXFq5FsJl5lsq5jINkKC2idjKjYhQUDjcEHtir6E3T/W1cv1WnfdoCm8FUvzbK/sU+qDwVS/Nsr+xT6omehN0/wBbVy/Vad92g6E3T/W1cv1WnfdoCm8FUvzbK/sU+qJbiTVWbOtWYrdPo8g482pKQXWAUIBzurGNtsdfbHvoTdP9bVy/Vad92hTdFFnLeoz9UuLi5cgkW8BwGn093VvsAgSpKvL1dkA/4dzHPLcE4ZQSpmJqYeUwBjkypwqKf1E4iniX4dtqbt5YVV3qpmem1iceDYU+kvKIUQ2lKeojqAiogCCCCAIIIICUt/8An9dv93Tv3a4q4j6LNykvxAuxMxNNNEtU4gLWE5HJr8sU3hOm+cJb9sn1wG1EvxPWpvh/XXEtqcKZRRCE4yo5GwzgZh94TpvnCW/bJ9cTXEmpU5Vi1oJn5Ykyx2DqfKPlgNuYuGozLDks7YlwaHUFCsLlQcEYOCH8iFFnpesuhN2/TbLud6XaffeQp96VWsF11bhGS/1ArIHyRVztQkXJN9tmoS/KKaUlOl9IOSDjBztCax5ydlKAmWuKalGpht99LSedJWvkOUVyRWdRBWU4zg4gI6qU5F8NVan1iy7l5BFTUvQy9KpBVyTONXv2+Mf6xpVPhzJVSi0mlPWlcvLUlEu23OFMip5SGkkFGovbJUTkgbbCHNzytWrtNq0ta10StPmU1tDi9RCg4gIZ8i0kafhbHfTjthNxDpvEFEzTJ60rpdnDLNy0lMtpmUIL4wS5MkFxKQQQMjBJztsDANH7Yadvhm/E2dc6J5hCWW0ByV0IbAxoT7/sntwNtztuc7ErT641UqlUZujXLOeFUFuYZelaYG1p0aEglLgWQABtq3jVmze/us02qpqTLltycpzZzTNNjllqT4y1JBGBnBxg7gYOMw2TVa8alcLzhmJWSnWcyijNS7pl1pZAJShLhVkqHwR279sAlpVoIkaRWaPPWlcs4mtoLTzv4G0423qWpKEFL/ihBWdOOqEMzwhkZ+zpCy5237vVKUybdmpVaFyYWguL1rBKn1asqKuvsUQABgRntWkXk9a1wom67VWqg/KtsyCqjUWg86W1ukZWgnkwsKTkaQoZO57J9VM4rT/DWjSVvzk5TKxJVB/njbtWCOVZJ0t6VOK1FIScnqypBxsoGAs6RY0pSrXdtVVpXXMsTEiiRfecdlA64ELWtteUvjCklxXyHbbaCYsWnzkwxNT1n3XMOS0xLvtFbkl4oa1YRs7uCVnJO/VvtHu3jfabUe8MTTKawulIZlm+fIVyMwl1zWVLCxkqSWjqz1JI+Q6lFN61O06vRanOz8lUBVVrLpnWW1OS61FWGHQpQAAIOcfJiAdUO3abbNudGqFw7r8o0gPci8DJKdaLpJVpKnj2nqO2Inp7hTbtRafam7HuxXLyrcosh6TB0hsNrIw91rQAD5MbYj7czfEus8N6FTadPIlay4+y7PrVPtl1hOUqABGN0k+U40blQJMF/wApxPnLgpdfty4WW6fS0Sz78i3MIKn1p/lBjUnXsVDTlOfL2AKGiUGRt0zCaTw/uJlqcqy61MI1yh5SZUAAc8vsAQDjyiKnpRVO4le+lKe3j7RJzk5yqvTVSl0yj8ylco0p1OpCeTSFnr6isKIHrht4TpvnGW/ap9cAo6UVTuJXvpSnt4OlFU7iV76Up7eG/hOm+cJb9sn1weE6b5wlv2yfXAKOlFU7iV76Up7eJ2SuWpjiBV19B66SaTIDTqlcj32a3/lv/nEXPhOm+cJb9sn1xOSVSp3uh1hXP5bBpFPGeVT+emvlgENyUVVzVTwvM2hcrUxzYyZ0iQUlTBUFFtQU6QpJKdwdjkwsNjS5pS6H0Yu4yS3GnNClyKlJ0NhAwsu6grKQoLB1JI8UjqhlxAk7krNWV4DrCW6cuQ5sUtTjSCH+XbcDuFKAUAElJScagVDIzmEDlvXiqlp0zEsioNTzM0EJqoVLOJ5DC21Zc1hAUVYIOoK0q8YAgg7va2mr8m2JqrWhdTQYYXL6GHJNGpKs5yrltQBzuAcEbHIialeDtAlJF+QZtK8A2/IuyJJdktQSvRleeVyVDkWsZ2BRnGSYoeJ9JuOuVuRnLXqTfINyMxLvJFRSyhSlpUBkagSRkEY7QMkRrVO37skqVX5ChXIqZdekZLwc89UUJPOG3Zh1xA8bxE+My38qcAk4MA3tGl9EH52dlrNueam584dffXJ6tHKuuhACXgMBb7p6s+N17CNu3rmqYna6RY1dOalnZUrt7w1t/LRr8OWK/S5yrP3JVmESsy4VS0q5OoeUhZmH1leoE4BbcYSE525M7CH1u1KnCer+ahLb1M499T+Ya+WAlZS3WpG+X75l7KuNuYmVqdcYSZMNqdU0lsrPv+6tKevr3O+NocVu5qoZ+hnoNXRioE7qld/wZ7Ye/QrkJy9k8VZx2bq0uu3FbtqSpCW0shoaG8FZKl8otZK0hJ8UA7YiqrlTppn6F/GEttUVf71PxZ/5YA6UVTuJXvpSnt4OlFU7iV76Up7eG/hOm+cJb9sn1weE6b5wlv2yfXARLdy1Pp9ML6D13PgdkadUrn+Xc3/lofm6KrjaxK99KU9vGq3Uqd7oMyrn8tjwMyM8qn8+78sUJqdNIP8AGEt+2T64DnFPoE3SX5Gap9Auxp2nyrco0TzA+IlQ1E5c61JGk9m+Rg4MY5i0ZN+r1Ksiyrmafqs3LzM1yZkU6wzqKUZDucZWo5+F8sZaCxWaNPUepT5mZp2VpTMpMgVNpaFvKWlKiQV58ROVZxvvvkYhPMW7frtw1OZ8PyqpJ+4GJ6WWKgApMuA6MadQGlALXi4ySD1jEA4tltdoVdmnU2ybiW2uXmHTyipPV8JlKQMPAYShCE+XaK/pRVO4le+lKe3iV4eS8/QZxqUuSrMOTCmplxJM2lzxSWATnJxqWFrx2auyOg+E6b5wlv2yfXAKOlFU7iV76Up7eDpRVO4le+lKe3hv4TpvnCW/bJ9cHhOm+cJb9sn1wCjpRVO4le+lKe3hNdyXrxorlEqFk3G02tQWHG1SepChkZGXsdRMWHhOm+cJb9sn1xLcS0z9atSYkLZqrKZxaknCJtLSlJ32CtQxvg9fZAbfDlpEvbZlmpF+TbYnJllDD5SXG0pdUkBRSSCcAdRMVETHDtMyi2w3OzKJiZRNTCXnUqyFuBwhSge3JzFPAEEEEAQQQQEVSqVS6hxButyfpsrMqQ1TkpU8ylZA5NzbcRR9G7d8wU76q36oTW//AD+u3+7p37tcVcAt6N275gp31Vv1RN8SLdt9Fi1lSKFTkkSxwRKoz1j5ItoluKCXF8P66lpwNrVKKCVFOrScjBx2/ogN2q0i3abTJypdHKc5zVhx/QJVHjaUk46u3EJeHs1bt72yzXlW3SmXFOusutolU4QtCykjdI327MjyExuv0e9G2XHX76lQ0lJUvNHSQEgb/wC88kLLXl6zVqQiZte+5HmCVrbSGqCGUpWlRChoKgQdWc7QGhNOUigT9TaYtSlzPLTM88AphCSFMyjS0pHi4wTt8kJvdGpHRsVZPC1Tz2pTYdRINiVW4mbVL6Qs+MCQgrGRgDAJ3GWkvI1eVnqoavfdMbcTOzC0F6jIUdCZdoukZXsNPX8kZnpdE1bLU2/xBohoiC24gKoqEtoKHQEHRrGkpcAG42UN4D7M3LbTHEmQsNNoU8omZUuvPGWbKmV4ykEAEY/on5SOsbwzbm6Aup3HThZkkpVC0FsolkHnOphDukeLsoFeMDO2D24hdM0VwXVKyc1fFG8PTLapmXCqM3yy0JThSgeUycJ/0jJKWQ7KzE4uQuagMTEsC3NOM0JlDjQUgEhSgsKTlBB3PURATVD4jUyp0ep1ad4e0eW5hyDaUNlDqHXlLcDjYcSjBUkN40gZCusAHMfKjxRtiV4ayV8s2PS+dT0yqVak1tJwtSFFLikq0AqAIPYI2qXRrapcpPqpN+2yiVbCJmbW1SWlt5cLiUqKuUIKle+DY5OT5d8cxT7Tct5VyzN72uaQ9MrWZhVBa5NUxpwo41/CwjyZOIBZfHGG1rVepqJCyaPPonqc3OrJbCNC1uaAhJ5M6twr6PZmK5VyWz0wlbZRaFO5NxtPLPGWSFIcUEFKQNGkj3xOSVA7jAMKZ6RoNP8ABCJu8aB/HQZbpoTbqHOXSSA2E4UdsubdgzmKLmVSlawzTfdFozVUU0pDTPgpoPFA0kgDlMkfA+YeSAmqRf1Fn7luCgTdj0ZgUdE0tlaEJXzjkSnJzoAHwhnrxv1xuXVedu21d9GtJNmUyaXOqZE4+lpoBkOEhOE4z2E742G2ezJJ0qny1bq0pIXxbzVUlWFv1IN0NoOJaWSVqcOvcEg5/wBY2aS2bil26xSeJFEnGpRKHkvopTZ5FICghRJcynYrxnsJgNKnXNKTfFOqcPpiy6Ay1S5cTanAkKdWwU5SsJDeMlSgNP8AZUcnYQitXinRrlcu9KrGo0s1bbDrqH+SC2ytKlYbdIR72vSEkp686h2GH1YodNk+QvWtX7b7Qbd1s1BylNjLnZhXKeMdhjr6toY0Kw5xpLlboVz0wCsNoecmEUZJ5yg+MlSsueN15GfLAJrEvm3Luspu6HrZorU03OtS83Ipl0BxlDrqW0bEfC8YHyHBA3jpXRu3fMFO+qt+qJ9mzLllmWpeXuqnNtML5RtCaIgJSrc6gOU68knMbngS+u/Ut6HT7SAadG7d8wU76q36onJK3bfPEKro8BU7ApEgQOaoxnlpr5I3/Al9d+pb0On2kTslRr36f1ZIvaX1ikyBKvBKdxys1gY5T9PzwCWuX3SqTU6vJLsmlNM0uc5IPrlUqC2C22UvFIAUEF0utlSQoJKEkjBJDKi3DTKjW6VT5m1KK1LVOVlnkPNSqXByrjK3FNKI3bI05SVDCgF7gpwcTk9T3JhmYVxAozrrqWnW3k26ley3FJb8YKOCV6sAnPWYYUKnTFQm3UUC8qSX6eOTUpq3kI5LOcpCtQ3yTkA7E74zAJLkvCWoFZq9LVZFFV4NnW22yZdOXZZckt9Lp7B47TyD17Iz8kJK/wAVZWjodfa4f0F1ht6qs61JSAoyryG0ZwklIIWVKVggYx2iKR2vU+puMpmOJVJmVvAvNcpburWEJJKhk76QT+jJ+WPE9XKNS3VtzvEuhsrbbM4oGgJzpdCSpYwrclLiCrtAWCrYwGxYlZ6WVKWRNWjb8vKPSbsypIlsPoKHS0UqBGkK1pVkZIAxuYprdt23jPV4KoVOOKngZlUbe8NfJE3J1ZhmbZl5LiPSmnVYlmVN2+EpKS5oCUrCtOkuHGxxqOOuGFv0W9zO10JveXTipEK/ihJyeQa3/lIDHK3HakzxAmLGNmSyOT97bmDJtgLdS3yjhwR8AJU2ARkkk5AGCXlcty3hP0IChU4ZqJB/BUb/AIM98kKG7aqJuZ6ZavSkmuoYSXVijt8sGlZAz75sDo/5Y91ui3wJ6h6r3lyTUDj+KE7Hm72/8pAVXRu3fMFO+qt+qDo3bvmCnfVW/VCvwJfXfqW9Dp9pB4Evrv1Leh0+0gNNu3bf90CYR4Cp+nwMycc1RjPLufJFB0bt3zBTvqrfqiLbo17dPphPTaW1+B2SVeCU9XLObY5SH5ol9d+pb0Qj2kArn6na8jfcnaD1t0pph+Qdm3Jt5htCQ4lxpCG05GCTyvl69I6zE5WL0pdMuN+htWnQphLVQlpYKaYClaHC+FD4IGsFnGPKSN8ZL6cp9Sn643b8/e9NfqSWeXQ05QUqKUBSVfCK8DxkpVjOdgcbRgneWk5tSJ2/qUiYNQZlVaqCkq52Ua28nV16TkK6gD1iA17EmqPeVQaqU1atMllIZfa0JlkYI94WM5HWOU0n5UmL3o3bvmCnfVW/VEFRGa1Va0w/b1+yDkumXmkFTNFShIXyjZVtrHXkHPbkHfOYqfAl9d+pb0On2kA06N275gp31Vv1QdG7d8wU76q36oV+BL679S3odPtIPAl9d+pb0On2kA06N275gp31Vv1RN8QX6JZltPVuWtWlzLqFBCULlkBAyCcqIGw2/wBYYeBL679S3odPtIWXFJ1unUl6auW/acmnpxyvOKIhaOvbKdZz80Ax4cPsTVspnJaTTKNTMzMPpYSkAN63CrTgeTMVETVgB9NDd5xPtzqzPzZ5w22G0uAvKIISCQBjHbFLAEEEEAQQQQEpb/8AP67f7unfu1wg4wcW5nhmulS0lRhPP1RxTSOVKkI1/wBBCVAYK1Hsz1CH9v8A8/rt/u6d+7XDeu2vb1ztIl7hpEtUGmySluYRrQCe3Sds/L2QHPa5xnVReJ9Es2ZlmWaZU5dtx6YcbcDsu6tLhS2sdSSSlHX1AnMVvFB0M8Pa68ELcCJNS9KBlSsEHAHaYoVU+RXMtTi5NlT7AIbdKAVoBGDg9YyNoQ8S/wCYda/9Mf8AqIDEb/R1dDbq9GH1wut6526BR5eki17umSwFannKYdbilKKio+N1kkxYVRbxpk2JJWZgsOBkJWEkr0nTgnYHON4muFYuiXsyWYvRTpqiHnwtbzgUpxHKKKFYySkacYSSSPLASS6qzXqjUH3bZuhCGpubaU2KTr1B6VaQc5VtjrxvmE7tk2ougsU0WbdTk806lxc8/S1uFQ5yp9xOguYAUpax2/0c50iKavKrKq6U0hVbDQqswuZVTdBTpEs1hK9RwCT1HfqOBnBC2fa4tCy5Vyk1p1rliyhTUzJqcn21Lm8qOUr2ShBCfGJ8TJVgiAJyTYmeIMrf6aDdbb8m3yLTIo2yW9OMagoHtPX2EiMsi5Nt1Ct1Cq0KvTqq6gImUC3i3lIaS2lOoOlWkaQceUnqjenJ3iKOMUgpJf6KS8oWHghvxH3igkrOM4AJTg+UEZwdtuWuS7Zyq3Oy1T6jJSbjeaVMzchltlSZdGpRAc1kFYVhIRnO+dwICRoVvs0mjXDS3qHcrrlfZ5sXWqDySWGQXNCUthenKQ4QFY1HA1E4GNGq2pM1WwZCxlS11sClrCZSbaoitSWeshSFOFK1nGNRGwJwBkw3tpfEWbtm5pipVWuOTqZZtqmhyWVLOuPIU7ulKk6QlwlHjZyAfG0gCF1UrfEKY4TUxmnpuJFfRNBiohLbiZpbuCFBpSkEFsDKtXwfFAycmA91m0abXGLaS/SL0k3bbbbSyZOllKAtKgpS0JUo6VEpHXkAbYjcnaLLTl3yV6Lo93Ln5GZQ+kLo3iKSEqSUlKVgZKVZyP6QyQeqMdyni1PMWDNW+1MzbTKWXaopM0uVMwdSDodbXhSfFSSoq8pGN4eVWf4mDiBTJuVbmm7eRNhqcaS2lYLS0lIUQCVHC0jxgdgdRABMBKSVouS1wVuvzJvd9ytsTcu8nwQUENvDCU5SvJCOtPyx9tKxaPasvWZAUu956Tq/NwW5mlBZaSySUpSSSMEEg7Z+WHcvWuJbt0XM6KRV0yb0jNNU5DxCWkOoGWlpI7VHYfPvHiwHOMctTazSrhQ5zxlmWRIvzSuWSs5IeXrC05IyDjIPkGIDTrNt0+p2PK2OzQ7rZlWH233CuhJcDhSkDTpJ2BIB3JPZnEWtu3Q3b9AptCFrXbMCnyrUtyy6XhTmhITqIB6zjMTlfVxYVwzlWBMvdIn5hvLlPYKS20UAq1pLijsdQ+EDkAfp6PaS59NrUhNaWsT4kWBMh1Xj8poGrVufGz179cAs90BHc26vRh+1B7oCO5t1ejD9qKnlG/zifng5Rv8AOJ+eAlvdAR3Nur0YftRMJvbl71riG7VultT1FkmwpNNJUg8pNeNjV8u36I6hyjf5afniVTMql74rz7DfLON0ORUhtJGVqDs2QkfpO0Bzhdq0smVLNIvNnmORLFFIGQnlS6ltatWXGwrBCVE7pyCCTFNb07K2/WKhWW7bu512oIQhxPgkISdBOkqCThSgDp1HfSACTgRO8y4uIEkXmqm+WWUNzYTOpTu1MlRcbVrGvlG/FKFJB+CQobpi3shi6ZW4K2mu85VT3OSVJuTL4UpJ31NgBRBSNiFYSfG0q1EaiEa5bdtqqtKrDdsXq2/RhUhLgU7xDz0KC9QzuE6zpHZgRpVyy7fr7inpygXilxVN8G6kUZAwkoaQtfl1lLCAD1jcdWAGbNK4g0ifkkzZrlQZRLz4dVLzoJUoLKZc5UsJBLaQcFJ3V2GEtepHFiapa0UCbuhufbpiQOXfZQ268tSCoDDhKSkJ0pySRrUpSlYCSGzL2dQpS4JOvy9CvJCpFxp1qXTSAGSpCvhqRnBWpOEqVjJ0oPWkGLC379Smdrp6H3QdVSJ2pp294a694n00XiIxcUrNSrtZTKqq5M3yk/yoRKAy6gUArCTlReSfF+DqwMhMdHtxxvn1f8dP+0z2/wDAZgIGWl6dK347e7VqXMFurceUz4DTqLimkt6uUJ1dST1flY6hiHdbv1Kp+hnofdI01Anemnf8He6t4JKev73T5mXmik0FRIQpMsrkksJaBRhZVjlC6tWSAchGMDGTT11xvwhQfHT/ALRPb/5Z+AXe6AjubdXow/ag90BHc26vRh+1FTyjf5xPzwco3+cT88Bzdu/E9PZh3ohdG9HZTp8GnP8ALOb4z1Q/N/oP/wDJt1ejD9qM7bjfuhTHjp/2Mz2/8d2KLlG/zifngOZ1KpOTlxtXLK0e75aYYbDTafAyVJSgqSXE7nJCgnGD1HBHVGpWWabXJ5ydm7bu8cpUmajoTStvEZDRb+F1EDOesRS1J2vyt+M1FiTqD9KTKBpxLcwgtKWpaQFBBUMFOSTkdW4O2DPtW9fk1c1fNTqM6ulLq0k/TiidLRS1rWXsBC/gBBQnSesjJGYDWtSoSFm1RmnSVrXY6hcu+4S5TCFdbKEjAPUENpGfkz2xZe6AjubdXow/ahLw8l7lk51pq7nnFThamVJ5V0LVoywCcgnYuBxQHYkjYdUdD5Rv84n54CW90BHc26vRh+1B7oCO5t1ejD9qKnlG/wA4n54OUb/OJ+eAlvdAR3Nur0YftQhvaqSt6UF2iP2vdstrUFpdRSiopIyOoq32Jjo/KN/nE/PEpxMRcczacw1aTjvPypOAw4EulO/wTkYOcdvVmA9cMwwi1ksy0rNy7LM1MsttTSNDqUodUkah2HAiria4fJnU29pqa0rnBNPiZUkgguhw6yMfLmKWAIIIIAggggJS3/5/Xb/d0792uKuOfy0vdD3ES6jQapTJVoM07WmbkXH1FXJubgpdRgY7MH9MO+ZcRe8dveh3vvMBSxL8T2m3rArjTqAtC5RSVJIyCCRkGPfMuIveO3vQ733mJziNJ8QRY9ZL1w0BSObHITSXgesdvODAUc/ZtmycjMzqbQpzymGluhtMsjUspBOkbdZxiEXD6Wsi+7e8Npsenya25p+UdZVLpOlxpZScEpBI28ghtUG72lJN6Yqd1WuxKJSeVW/SnUthJ28YmZxjfG8alDlLkYadpFvXNaKW5BZQ6xLUlzDKySSCBM7HOc/LmAn5mRtS3apMtqsSnTUrMVV0TDwabTzZpLDSlLII3AGSeryDcgFSxfXDaZtGVuZjhsl1c3KtTKGWpJK28re5INcqkFPKbKOMf0TFJTrZu2p1KoTk5U7aefkqopTK3KO8ShXJMnI/CduofrEZpug1OTp7FrTVwWdKygKX2ZI0t1seI6lQITzobBwp+TJA7YBbMVjhmzxHkeHXRKmGZnJUzC1lhALKsZSlQ7M9W++SBg5zDnwfY/Obhlug0mpVACSoplUkP5YS7hOE7Hx8Y3PbGlNUiYRcyahM3TZbddCkNBRp7qZjKxhCCOdZ3GcDt3jxKW083NInqfcdnJm6qh0NTDUg9yr4SnSsoWJrUdKQASDtgdUAgpl02rVKHXayjhNKy5oco1MusPpbCt1OBzJCceIGzkdZORgbE4qteNmUnh1Tr6e4b0hS6soc1lwtsJU2RstSykBO5AwfKN/JRUyzJqi0yo0Gn161m5Me+z8uZGYWBryslwGbOAvJJz8IZ64XucPpJm32qRM3FaYo781z1pl+WmeSW4PG8UKm+oZzpGw68QCe6L9sC2m7OdmrEorIujk1OiYRpVJoK0JUojR4wGo77ZwOyKOaqvDiVviTsg2PJuOzqy2iYRLtlKVaAsAjGdwFH9AB7dvVSpbUg3S01u6LHGlLYkVzlNcWtxKSlKMKVNErAKk9p3Ijecs+pLnm3l1OzkzjT6Xm1JpDqXEO7kFOJkEE5PV1jOciASi4uG5rVepRsyjhuiyj8yH/AHsh8tDK0AAZBxv24jRsy9eHl3UeqVM8PKfJuUtlhxTSkJUHFPA6EBWgYORpPXg/6t5a2ZRuq1BErXrFFQShxU8lNNc5RKFjxysc62BHXnsjaoFrOB2aftmr2MtUxoXM8zpK1pXvlClBMzjPkPzQCqp1+xZSyZe7pHh3Tp5x55MuqTaQNaVkA4HvepWAQcac/wDWLOg2xZVbokhWE2jS2ueyzcxoDCVBOpIOM4GcZxnELqhYdeq1NYo9RftOYkpcpU0wuiPFCSkYScc56wAMfoHkhlJ0a+6dKMyEjW7bYl5dtLTTaKM8EoQkYAA5z1AQG70EsvutTPqyfVB0EsvutTPqyfVGDmXEXvHb3od77zBzLiL3jt70O995gM/QSy+61M+rJ9UTsnY9nniBV2zbFNKU0mQIHNk4yXZrPZ8gh3zLiL3jt70O995idkpPiD7oFWAuGgaxSZDJ8EPYI5Waxtzj9MBPVu5rNpc/VZNPD2loapE/zV2YeY97U0Wm1Jd8VJKUla1t6iCkFvcjOzGkzFsz9bpVOmbBo0tLVSWYebfLOoKccZU4WgQnCVJCRsrGoEkfBIjYqNPQmecfqVwWKqbZd5u6pyjOKW2sAOaF/hO2A6FYO3jg9oj1SqYWKhKtUeuWQmbDSFS/IURzUEKSsowRMbApLhT8mrHbATV6XhaVmTlWl5vhvR1ppVSlZEkgBTjcw0lbLoAQdivlEY8rZMM2ajbxmpelTXDejtT89PuScskhHJHSypZJXpOcLAbOkHfJHUYczb8zM1F+QnbvsZyeLqWXmXKStTpcbRrSkgzOSUoXqx2BWe2PEnT35CdRSZG47JamucrmEsN0hzWH0pGpeBM5CglwZPYFjywGrablr1+ss0icsShNCakefy8zLpDjb6AopITlCSCMtnfscHkMO7esazlT1eCrYphCakQPwZGw5Br5IwW/LVeaS2u2rlsxxLDDamzKUhwhDK0+JjTM7JUE7Y2OPkj7b8nxC57XdFw2+D4S8bNIeOTyDXV+EQGjJz3DKevmbsVq0pETUrhvWZRI1O6C4saSM6AnR4+4JVjs3cVuxrNTP0MJtimAKqBB/Bk7jmz3yRgbt24ekTlRRXLUNYS2FrPgp4uoQsaNWnnO2oN4zjfRjsgrcnxD5/Q9VxW+T4QOnFIe2PN3uv8ACIB70EsvutTPqyfVB0EsvutTPqyfVGDmXEXvHb3od77zBzLiL3jt70O995gE7dj2d0/mGujFM0CjsnHNkYzy7m/VD/oJZfdamfVk+qJluT4g9PZgdIaByngdnJ8EPYxy7nZziH/MuIoG9x29j/B3vvMAjflrCZvqUshNoUsuP096eceLKAEaFtpSjGNyeUz8mB5YnmarQJu4a1b8tw3ozTtIqMrKBUy3pDrby1oSsFKDuSgkDq0kZIO0UE3Tqlck5LMzVyWXUJrkUzEuk0pxa+SDiVhafwnOnW0k5G2UDyR5KJuVnpoKuuxWpxU4yJkeClBwzJB5LV+E514BxnfYwCuyJS0LzqDVRXZVLldDL7fJhhJBSeQcQdwN9LgBHYQYuugll91qZ9WT6okqRJXGK6yi3bitLkBLzWvmlIc0B3lGyvITM/CyQTFNzLiL3jt70O995gM/QSy+61M+rJ9UHQSy+61M+rJ9UYOZcRe8dveh3vvMHMuIveO3vQ733mAz9BLL7rUz6sn1RPX3IWXZdvO1sWTTJtaFBCGuQSkEkE7qwcDAPZDrmXEXvHb3od77zC64ZG5jSXhc9yWkKdty3O6Q6GuvbOqZxAbnDVcg7bCZimSaZWVfmph9plKQkIStwqAwNu2KqJqwUTKKG8mbmJZ50T83lyVaLbShyysFKSpWBjHaYpYAggggCCCCAlLf/n9dv93Tv3a4q4lLf/n9dv8Ad0792uG1cuq3LaLPSCtylP5wFFrl3QjXpIBxnrxqT88A1iX4nuBqwK44oKIRKKUdIJOxHUBuYazdzW9IVCXpU9W5KXnJv+QYcfSlbnV1AnPaPnELOJX8w61/6Y/9RAaF4VClXVbNRt0pq0vz9ksl3wTMK0ZI3xp3jQtNmiWtVKxU211l81V9b2k0mYAbCnnXiPg7+M8vfyAeSKHiLM1mTsqrzdvCaNSal9UsJZouOleoYCUgEn5uqPVszlUmazcrM9zrmzFQbTJF5lSEloyrJVoJA1J5QubjO+RnaAmETls3A5VmKpLXFyaampQTLNT0vq95a+FyWknq6jEnfVgU65KnKVSi1WtSnMJFEkxLTVLm32wlKwoZUU6ySRgqJJ6iN46bJuVtt2tCiSkk86qpryZp9TaU+8tY+ChRP+kc+4mXfxct24JF2k05ZpzdNSZpUnJuTTRmS6grOyCsJSkeTOFKwCeoMc1bDU3xElbxMsGpZt1iZfQikzhmHXmxgELKMBI7E9RwCY2kWbbrooqKhNVt9qlsTkstCaO+nlG39edJ0ZQQVAnBOdI8kbFRuC/XeJcnSZWrfxS9MS7xQzJnQhgDK0LcwSFqznBHURuI8yFc4pTHRVEpLzWp+XqQmjOyS0pU8nVyJf2SW0jSnHVq1Z3xAZZW2bSbkbgpT8jVDKVYspYKKbNpeaaaSjQlTmnJ0rTkb9WB5YXV+yLbnLXlrfoaKnJqlEvOtuu02dWTNuONrU6pWNRzpWNJOPGHYAIctVjiOmUulc3l+dYclZCUYkpRaUtvqQjLranMhSCXApWxxgjVkGErt2cS3LKlXJNqot1On8q3UXXJTUZhxHIpXoAQcYW6sADP8mo6lAZIKa3wrt+46LZNMqk7Vi5aim3X1CmTykTbqUk5wSMDlDqwezbq2inmKLIKu1V0Srs4AqZamRLuUObKUrQ2hBX4uApelKgCoEDWTgneEV4VjjZUqLYk3aTb7UxVNCqoCyRyTeOUy4NIIXhIBAxuVDG4MVdQuy85C9E02alJ1ulGcl223pekuvIdSptGtGpKVY8ZzJcUUpSG1duRATEtZbMpeVx1Vmbm/AtwyL0qZbwI+HZdbowpSSG9+3cnqPVGzwmtQcNKlUZh+u1Woyk7LMNNywoT7fJLbKsq1acnxdIA+Qk5JJgk6/xOYvu6aPOzs2Q1IzLtKRzVBZdcCRyRTjKgBnJycEgj5I2+CN58QbjqtXp180irS/NJaXcafmpBUs0tSioKCCUjUcpycdQx5cQHQOmNK+KVb0XMfYg6Y0r4pVvRcx9iHsEAi6Y0r4pVvRcx9iDpjSvilW9FzH2IewQCLpjSvilW9FzH2InZK7qYOINXc5rVcGkyA/2ZMZ2dmuzR8sX8Tcj/AOIlY/win/vpqAgKxZ1CqlSqFQRUK5LLqM0ieUtukzIdamEjQXELxkZbShBScpUlOCDG/SaPS6dV6RWFzdWL9Jl25ULZo0y0p5pLZRybmBhaT4qsKB0qSSkjUYwV6e4qorVUTT5SeflOfh2SabQUBUsptLegO4wlaXG1OeMCkhwgkZSQwt2avxdw0ZydZqTkg/JsInWn2lMlh9LS9bmcFK0leykHSc6FJJBUIDRXbFueH5652VVZNRnKv4TDq6PMq5NBlEyymQNOwITqyMZOM5wI8SdtUiQraatL1GtYTPKnvGor3KkkNAp5QIBwoteNtvq+SM76eJibsqFRVNVDwK3XVS7Mq2zqUuVVIt6XBtkNpmNQyM7kk4CY9Sk1xMF2oXUJafXIioPNllDelhMupDGlWsHfR77jIIUdXUcQGSx5CSslbaJeeqsxLiQlZJxCqJMBS+QQpKVZ07Z1kkY7BDi3rupaZ2vEylV8apZ2pkx+Ya/sRo8MajeZcbk7xlasXXqXIr5R9ghCHw2vl9SsABRVoyPLFTbn49X/APEz+4ZgIOSodKk+JMzfaHqvyT6lPGXVTp1ai4Wkt9agQlIAVgJAHjdW0Utbu+lmfoZEpVfFqBO9MmPiz39iNKUr19Hio/RZiSbFDUlQSsNOKSlpDSVJXrwEhanHMEEkEIwACCTUV3/aFB/xE/8Atn4DF0xpXxSrei5j7EHTGlfFKt6LmPsQ9ggIJu7qZ0/mHOaVXBo7I/2ZMZ/l3OzRFB0xpfxSrei5j7EYmv8AxCmf8GZ/fuw8nStMm+pta0KDSilSEa1JODghPafk7YDlshRZGk1CmVenzdSTOU2RRJAqos1odAWo6lDGPgOLA8hOc9kK69w8tWuXBUK8qarkuahOMTS2mqVMhOEIeQvs+Erl1HUMYIG0OLYuK6UTtJnam3cExJOS7pmQ9TnGtOp0pbyhSQrUMpBBwcYIBTkxq3TVOJAuGoM2pMVR9tmqSbXJO01bbKW1NvElLpTpcbKyylRSTgAkkZgNu0PA9n1rmrZrEzzlp98qVS5gYwGG0jGn8ltOT5cxbdMaV8Uq3ouY+xEzw+fuiZqy13Sl9LwEylnlkFCuTHN9WAQPF5TlQk9qcYyMR0OARdMaV8Uq3ouY+xB0xpXxSrei5j7EPYIBF0xpXxSrei5j7EIL5co96UByiL8MSpUsLS6KTMKwQCNxpGdiYvIlOJsxcsraUy/aqJhU8lSfxdvW7p3+CkA5OcdnVmA9cN2peXtlMrKcsWJeamGGy+2pDhShxSQVJUAQdvJFTE1w/M+bezVQBOmafMyBjAd5Q68Y/tZilgCCCCAIIIICUt/+f12/3dO/drhXxW4SU/iiilpm57mxp00iYOpCnEOpSrOhSNQSQT5Rn5RDS3/5/Xb/AHdO/drirgObXRwnmqpfFv3rRanKSq6SEtzUs7KhSJlIGM5HjZAOwzjxU+Teg4oNIf4f11l0EoclFJUASNiQDuIqYluKPLe57XubaOV5mrk9edOrbGcb4zALrst2zrUt2fuN+izcy3INcqppuffClDIBwSvHbGKiUC16vVqrS3LanpXwY4lAdXUHyl3JVjqXscJCsb+KtJ7cD3XZLiFUqRNSFeRZqqe+jS+HXJlCSnPadsfPGrRade8jUam9R3LPXNTDuudSmbm3Shzc4KSTozknAAgJe5anw04bTyk3DSaitqq1l+WbUxMzCy3olEOZIC98kBP/AMXkEF33fw2tanUGrJtuozUpX0MqYXz99BRyq0hIUAs4OkrUezxMZ3jam7Wui6ZucYuWRsuZW1VHhLJfcmUnWqVQF6O0nRnq3AyYzVKzqgmUkaRWZSw1MsIZTKMzkzMrwhpY0BIcJyApaR+tI8kB8q1Y4e0y62rSFq1p19yoS1PMwZl9LGt3G4UXN9IOTtBKV/hbPVuuUOTo1WfdoLDz76m35jSeRUELRlSwEr1HCQfhAEg4Eb83b93dJpa4px6z0VRkCXlyqbmU6QojDaU/2iOrtjeWi+Z9dQlC/ZLq3QkTraX5gqSAkY1Abp2xATMndHDeoUKuVuTtWtHwG2HFsrm3QpwYGcEOkAgkg5/JJGYLYujhncFn0+8n7fqUnLVSael5VBnJglaUFWF5UtIwoJyN+3thhL2fXZFqvzSZeyORrYHhVTkzNKbcT4xwrJwke+q22HjR4Zsmp1KiyEhJUywnqdTXVGS5u9M6WHQkoJQpJ2UMEbHYjyiA0rquTh/azdvvTFo1fTX0pWhL8+7LraCupBC3MFwkgaM9ahkiCo3dwnpt6ixJqkVFqoc5YlFKdn3EIC3UIWkA8rk7OJHV17Rs1yy6xM02n06upsrkmJguyTszOzXK8sskkpcWdRUSc9fWBjqEfKrw4qdXrstWqpTbLdqktMNTDTipycC+VQQUKICtz+kHIgLz3PLS83v/AF6Y+3B7nlpeb3/r0x9uNXPFn8m0vnmYM8WfybS+eZgNr3PLS83v/Xpj7cHueWl5vf8Ar0x9uNXPFn8m0vnmYM8WfybS+eZgNr3PLS83v/Xpj7cHueWl5vf+vTH241c8WfybS+eZgzxZ/JtL55mA2vc8tLze/wDXpj7cTsnYNq+6BV2jIP6U0mQUBz1/rLs1/b+SHH/8WfybS+eZiekzxU6f1bCbU5TwTIat5nTjlZnGPl6/9IBRVK/YFPnqrIi3ZtXgiocweecqb6WslptxKtQUQkEuKQNWBqbIyMjO/S12jUKzTKU7bMzKpqksxMMPOVOY0r5RpThbQc4K0gJykkEhWRkA481Si1Mzbs3WEcPw84oSzxmJqYAUQdfJrBOD/KA6T+UNuqPdLptYlZ2TTSl2AZlCEc2QicmVkpCVFBSnJzhKl6T2JJxtAaS6naQuuathuzZ9Qlqkummb8JP8lyiZRMzv422UrAA3PiqO2BnWF18Onrql7Wk7bn3nH5hxgP8AhJ4IISWEhY8c5ClzKcfIknyCGz8tVVzc1KPTPDwTS6iJyYbM4+lwTgZCdRGchXJJAx+SOrEfXKNWG603NuscPkVRyYWtpRefDpdKEatIznOlLRwOrCT5DAZbDas2+GC+3bk1J/gMnO6VVN9ZxMIUoJ2UPg6CM9sMre4f2oqdroVIP+LUiB+Gv9XINf24U23Qa7KzTc3a7diKdlpVlpPNpqacCGNJDXigkY050nG4zgxu2/7qvPa7oTaefCXjZMz18g11f6QHyVY4dTd2TNotUyf5xLYQXTMzOhTukrUgHX/RTpJUdiVAAkgiN6t8P7UTP0MCQf8AGqBB/DX+rm7x/LjRRbV6i5V3CiTszwuEFSl8pM6khaQgq09mUthOf7P6YyVs8Vuf0TWLTz4QOnBmevm73X+rMBQe55aXm9/69Mfbg9zy0vN7/wBemPtxq54s/k2l88zBniz+TaXzzMAqbsC1Tf0w1zB/SKOyrHPX+vlnP7cPH7BtRlhx5NKmnShBUEInn9SiB1Dx+sxMtnip09mMJtTlPBDOd5nGOWc/1h48jiq4ytt0WjoUkpV40yNiN94CcoDtjVur06grt2elp2flZqbKTUH1JbQy4lG51gnVqyNuoH5ISVa7+HFHrVTo8zbVQzS6jLyDjgqTxCg4264pwAL6kpZVt2nA2OQGchbFXdVIy9O6DvPSrCxKqbn5px7kS4kqwrUVKTqbSOsgacfJGSatGqiov1CcpvD9M2/OsuurW7MAmZ3KNidlHWo6f6Wo5BzAfLSptmXjWudMUWalxLNPsKQqoPqz/IOIVnX2ocScdhyN8Zi19zy0vN7/ANemPtxG0WRven11tq3kWXyS2ZpbnIOzK08ryjYWCd9xgDHYABtiKjPFn8m0vnmYDa9zy0vN7/16Y+3B7nlpeb3/AK9MfbjVzxZ/JtL55mDPFn8m0vnmYDa9zy0vN7/16Y+3CG96RZdl0B2tv0SamtCghDKKg+krUcnGSvbYGGmeLP5NpfPMwsuSSvqo0d+VuZNk+D1Y5UvuzLaBvtlW2N/lgG/DY09VsJdpba25R6bmXmUuKKlBC3VKGSok538sVUTPD1udaoDjVQRJofRPTaVJlNXIgB5WAjO+MYimgCCCCAIIIICCk7gptH4h3UzOqmApxmnKHJyzjoxybnahJAh904t/8ue9HzH2I07f/n9dv93Tv3a41uIE/fEnOUZu0WmOSfmw1MFzHjkpUoJ36k4ScnY7jfrgGvTi3/y570fMfYib4j3pQXbHrLaFzuTLHGZB8do/sRO1vixdlH4mKt+cpRlKFzuQlnJpaNSGi6BklwgJSkk6d8+NpwRqEX/ErHQOtH/yx/6iAV3tV6JdVqVO3GZubYXPsFlLq6bMKCDkb4CN+qNe3qhSqPX6xWpieecTUtAQ0zSJhAQErcVk+KckhwA9hKSrrUYob+qFXpVm1aoUEOKqEuwVy4ba5RRXkbBODmMduVWvz1y3DKVWVUxJSq2BIAo2KClWpWv+kSRnHYCB1wHKr9oshxGmgZOv1GneCqzMzOUSs2grUuTQ2n4CNwCrcHrGR2xhumxJG5qFb1KduSdZeoDUm0h9uQmklzkl5WThG4ICDp7SN+wxVViocQJXiBT5O2GSaHM1ScVWXeSCg2luVaU2M9adSvFzGav8Q7wkJJTNNtxTinqWl1mZKHlqbmC02rK0pbwQCsjHXlPUN8BP1K3KNUuJbV5LbWiWbmmJtbhROqmHHGsaMILJQhAx8EHJ68jqjHLW87LV6rT67jK5OuyTrM+0ijOt63SEpQdIZ3GCskgp3wCFZyGh4q8RWGaGzLcPn6g5PKYZmnOTeRzYqykqcGjA3SVHGwCh+tjPXZxGrVDlZmiUZFOmxURLPF5PiqSdOkp1blPjeNjB2IykgiAj6VZMpI0i76G5WnhL1ptLVNcTJTqi0nKv5VOhKSQA1gp32O4j1QrIlrcsO37Spt0THOaRMuTMxNOUycVzhTiVa8atWglSicgYHYIbXjxXvW2r9bpDlCUzSBLU1U1MBPKJZU8+tDiyrGEISB4yjkYTnbrjI3xAvCV4wztoVqotsSKJVyak0pkQGptGkqQhsletbmDuUgjLathkQCO9rUTW6LbbdDelZecoK0tc3XT5osuSyVeK2FuNOHITkElOValdW0Y69ZLs/wARmr8pN0uSaFT8pNvyppUyoaGktoUhJ5PbKG9vlPZD7g/fvEa4LqnKNfEs60luVU42OYFlGtKwlWF9vWNt+vOY7LAIOnFv/lz3o+Y+xB04t/8ALnvR8x9iH8EAg6cW/wDlz3o+Y+xB04t/8ue9HzH2IfwQCDpxb/5c96PmPsQdOLf/AC570fMfYh/BAIOnFv8A5c96PmPsROyV6UIcQKu7rndKqRID8Qfzs7Ndmj5Y6DE1Jf8AiJWP8Ip/76agObVi1KXUarVKlK3JPSy6nOJn+UFMmS4y9pDatOEhKkKaQ2goWFA6c9YGGNEp1NplYpFYcrD6XadLMyjxl6XNo5y022pAQtJBSoZKVBWNSTqAOFEQ44iXBekjVVSFusPCVVIA8siWW5iZ5ds6SUpUUpLWsagDpznBxiEL9zcQjTm5pErXEutT7PKShlCHlsKl9WhKwgo1hRySfFJSUkpJEAP29birinbpYqD/AIQma0ak2tylzSktsqk0Sy2sYxk6AvV5QB2RpN2ZQW7yl7sNyVFzkJpyYLS6U/lesyytyEfCK5bc46l47IsL1rN4SN40yQoiJkU16SfcmXkS5cQlxKHChJwnZSiEgHOxxscxHV66+MsnNVJ6lUudflUW+JhoiUzpmNEoUlII8ZZK5wFHX4idhjcHXD+XkbHW214XdmZbwfJyToFImUrUZdCkhQOnABK84+SH1vXrQUztdJXO+NUsjEg/+Ya/sQxsxdadmq47Vp6cebbqKmJRuYaSgJZCEqCk4SMglZGdx4v6Y3Lc/Hq//iZ/cMwEHJS8jKcRpm8TWqguTmFqdLK5aeUvPIpbSjGNAQk8oQnBGVZwDkxR1u9aAqfoeFzuE1BRP8Xv/Fnv7EakneN1u8U5q1ZijtClgENuJdKiltDQXyp8XYrU4lIBOMIODnIiorn4/Qf8RP8A7Z+AwdOLf/LnvR8x9iDpxb/5c96PmPsQ/ggIBu9KD0+mHNc7pNHZH4g/n+Xc7NEPJi87fel3WfwtXKIUnC6dMFJyOojRuI+t/wDiFM/4Mz+/dihPVAcUodFTQrklrplqwOcsyfNFS6aVNhlQU6ta1Y09Z1kg4yn4I8UmNm7aDRrpnJyYNcnZVEzVpaojk6ZM6kpblVMKTnT8LxtQPYQIfUO8K2xM0x64W55UvM05C3yiVXhp0uFOpSQ31klI2Vt1kY3icue6OMclcVal6LImYlJaoyiJICUVpcQtD2W9RHVkMlSs4GSARnEBv2U/RLPrCpVyozsyZlD7+oU6YASMS7YGCnrw2CT5SYuunFv/AJc96PmPsROWBU7jqlXW9crLjbzYmW2eUb0Eo/ByrbA2DhcSD2hI646FAIOnFv8A5c96PmPsQdOLf/LnvR8x9iH8EAg6cW/+XPej5j7ETl/zlDvS3HaG1PzsqtawtK1U2YUnIyMEBG43joUSvEupXDSbUmJ22GnVzqVJGWmuUWlO+4Tg5OcDq7YD5w0Qw1ayJeVeddaYmphlDjrakLWEOFOSlQBBOIq4muHzs69b3LVNoNTjk0+uYQBjS6XCVD9RzFLAEEEEAQQQQEHJUGSq3EO6nZp6fQpDNOSBLz77AxybnWG1gE/KY+3AuwbXmpaTrleq0s9Nkcik1ecOcrSgZw5tlSwN+vfyGGFv/wA/rt/u6d+7XGvfVJs+oT0hK3HMKafqq0STLaE55XDiXcK2JAy2E5JA8bHWRALJqrcNpW7pexnq7WzWJpoPIYTUp5Q0nqKlBeB+uMnEez6S3Y1ZWmarBIlj11eaI6x2FyPdWtmyZ7iZS7imrgLVwyDYk5SXS6kKCCC4UYxnCkoUSM7j/VtxPLieH9dUylK3BKK0JUrSCcjAJwcfpwYDWuimW/atBnbhnV3A9LyLfKOIYrE0VlOQDjU6BtnPX2R4otOoFam6hJNmvMOU94tEO1uYy4kKUkLCUvEhJKVYKgM4jLXWbqrdImqTWLWoipKaRybyTXHUZTnqyJfaMVLlLkp8/PT8ha9FVNTSgJhaq86tQwVKCd5c6QCtRA/tGAlJiq2ha13tWnUDcjk5cNUfRJlmqzJQOTYaUsrPKgjAOc4MPp+dsKmSLk3N1mrpebk+emWFami4pOgKCU++6SohSeo9o7N40ZWn1io16aq1Ss+3XKhT6i+JN5ysuBbPKy7SF6DzftTtGWdsqoVBltc1adLUhpgNIcFxPpw2EJTnIY/JQnf9PlgMjda4Y81kZmZuuoSpqKEKYbfrk2lSiobJ/lNzkEbZ3BjO2q2ZypyUhTBcE/LzqVlE4xW3y0kpSVEEF4KO2NwkjKk77wsVw2Ewaa4/YFFmPBK23ZBTlwTCuQKCVJKPeNtyT8sb1Otedo75bk7Jt9p10TBKDXXcr5bRyp0833KuSRk4zsT1k5BBa1+WFddm129peUu6XlKC++xMsOVOZW+vkutSUtvKBBHy/pgk7/4YTVpUi+Jpy6ZOTrBUmW5aoTesAYyokOkBO43zDWm2gZakVOnUqy7ZRLT+tubcZrStentbLgls4GOonbeNdfDiXqFGk6S/YVuzVPlFqdlUeHHClBVjOkiX/sj9QgK+k2/btapsrV5CfrK5acaS80oVqaOUqGQch0j5jG10MpHxus+mZv2kLaFLXhb9IlaLTrapRlZNsNMh2vPOKSgfBTqVL5IA2GewCN/n9+92KL6Zc+7wHvoZSPjdZ9MzftIOhlI+N1n0zN+0jxz+/e7FF9Mufd4Of373Yovplz7vAe+hlI+N1n0zN+0g6GUj43WfTM37SPHP797sUX0y593g5/fvdii+mXPu8B76GUj43WfTM37SDoZSPjdZ9MzftI8c/v3uxRfTLn3eDn9+92KL6Zc+7wHvoZSPjdZ9MzftInZKz6UeINXb53WMJpEgR/HE3nd2a7eU+SH/AD+/e7FF9Mufd4nJKevn3QauRbVG1+CZDI8LuYA5Waxvzf8ATAU3QykfG6z6Zm/aQku5u07KpaavWJq4VMqcDQDFVm1qKtJVsOV32SYcc/v3uxRfTLn3eFNx0u47mkkSVctKiOMoXrT/AB26gg4I2UJfI2PZATtRvThrTadRqpMT9yclXUPrk0CpzfKKDSSVZRyuQdsY8p3xFwxaVEmWG5hqcrRQ6gLTmsTgOCMjYuZERr9gPTEvJS0/aNKmG5EPiVD1xvkoS7u4kHkMkf8A+NuqKuSdvqSk2ZNFvUp1LKAgLerjq1qA7VKMvkn5YDa6GUj43WfTM37SEtvWdSVTteBmqx4tSwMVibH+4a/4kN+f373Yovplz7vCW3p++hO13TbVGJNS3zWHBg8g1/5eAXS9bsR++pmwTOV9udl0t4eXWJkMuuKBPJJPK51ADPVg7gbpOHFbs2kpn6HibrPjVAg5rE38We/4kJ6faFTkL4nr1lrbpiq1ONpS+F3E8oJbxhICDL+KnZRHZkqhpW5++zP0PVbNFH8YKxisOHJ5u9/5eAddDKR8brPpmb9pB0MpHxus+mZv2keOf373Yovplz7vBz+/e7FF9Mufd4BG3Z9J6fTDfOqxgUdk/wC2JvP8u528pD/oZSPjdZ9MzftInG56+en0wRbVG1+B2cjwu5jHLub55vFBz+/e7FF9Mufd4BXMU+35e5pW2HekHKzcuuYbe8MTPJnQdx/K5J6uodo8sLnJy2GbgmrddYuhL8s/KMFZq8zoVzgrShY9+zpBbOdu0YzvjaqFJuCoVhFSftqkt1BLadC2rheQsJSTuAGPIpSSfIojtjXNvVFVXfqotGhCfcfZedWK+9qC0KK0DHIbDUScdsBqWw1bN31xM3T3a80iXZfYWl2sTOrOWFpUMOnYocSf179UWPQykfG6z6Zm/aRJ0aUuKiV9qXolq0NDbsvMOrCa26sFetpJ35v2BKUgdgAHZFTz+/e7FF9Mufd4D30MpHxus+mZv2kHQykfG6z6Zm/aR45/fvdii+mXPu8HP797sUX0y593gPfQykfG6z6Zm/aQlu+WtqzaI7W6g7X3m21BIbZrE1rWT2DLoHUCdz2Q35/fvdii+mXPu8LLilbkr1Kdp1etShLk14K9VcdRg/8A5ubjH/8A2A3eHapNy3S9T3HnJV6cmXmVPOLcWUKdUoEqWSonB7TFPE1YDbzNBcYfk2JRTU9NI5Bh0uNtgPKASlRSkkYA7BFLAEEEEAQQQQHPpe67dt/iJdMvWaqzKOOs05aErzunk3BnYQqvp3h5fE5TZ2YvlMoullSmOSKvFWopOvHUVAoTjOR17b7Vdv8A8/rt/u6d+7XFXAcYq1L4az94i+2L5abqyHg62XEKW0jCAn4AxnAGRnO++8PeIvEWyHbGrDTdxyqlKliABq33HyR0qJniV/MStf8Apj/1EAgv667Rumzqrb1PuinImZ5jkm1PlYQlWQckhJO2OwQtsWsW5a1WuGcn72p8xLVadcm2EI1lSNbrjh1Ep2wHEoABIwjO2cC24gVepUCzatWaPp57KS5cZ1I1gqBG2O2PtAnalMV2uSk3OuPsSbrSGgqXDaU60cphKh8MBK0DJ7Qf0QHKKuLMuq/ZC7Rekqy3b1SnHDLHWBMKclWktkkDbSoZgrk7NVKVMpLcQaY0w/TEyUwwahMhtSuSbScANeKCpLh1DBIV8pApr9ue47Xt2uTNpSyHqpMVtDDGsZCctNEnHbsNxtsTvG5cfFBq3k2jzqdkW3Kq6hVTaUSS3LmWcXyidOSByiUAEg5zjtzAQaTWQxRJaV4wyVPap5YROIZffcEy0jOoJBQAjYhIA28UHrjLSwtF2U+5qzxIpEyuQbW0gFbzmpJbcQCtJSApWXM5BQEjWMK1ZFJWL8vgcSJC2KaulJp05Ny7iQCVOmTGnlVKUcJSo52R8LHUD1wspPEXiT0puqjVdEq09TJaYdkJVckUImlIyGgyeU1qBOlRJBBB/o7QCG0Lcti1OHl1Wcm9adNO15+YeSV620lbgA1lSNwO3Tv1bk5xGjL2rTJSw6BaVMvyjycxRn1urmAp3D5JSAtSUp0lWkHIIIzj9MPOG3HS6bjodwztyS0vKTtOlEuyyFS6mmy4olKRkklepWwxjOkw5ubihfsvw9o9YoVuGYrs6VJmmQypCWSGyrASdWo7p6j2E9QIgKS0L9oFNtmm0+47qprtSlpdLMw6wpSkOKSMax72jGcZxpGM4364ce6VYveWV/5vVHP5vjLcrVHt6pN0yUaRUpWWVOzD6C3Ly76nglxBcUsJQrQHMIV42rGerBcTV91+V4utUWYWlq3XJZhlsHk8LmXQtSVlecgEJ0pScaiDjMBUe6VYveWV/wCb1Qe6VYveWV/5vVEVct78RpSzKfW7dpyZye8OKlJgLZAQqXM6ZdIIJBHiqSoEZ3SCdsxlvjiNelAuWmyNOoizJvc3M2OQ5ZbSCSpw+KcZwkpABPl7MELD3SrF7yyv/N6oPdKsXvLK/wDN6oj5fiTcj/FmXs8pbFMVOOy6iJZWpWlmYXgq7MFts57ckdojq0BM+6VYveWV/wCb1Qe6VYveWV/5vVFNBATPulWL3llf+b1ROyXEayBxAq7puOV0KpMgkHxtyHZrPZ8ojpETcj/4iVj/AAin/vpqA8+6VYveWV/5vVEhxPrNrXxbzdGp14yUsoPh1ZU44gKSEKGNSRkDKh1f/XqsTF8XFUbdbpTlOZQ7zmostTWpOrRLE6VrAzkkKUj54DjNTosnVaLbVJHEGQlPAQnG3QJt9xL6HdkEq0pWcJO4Pygk5jrtK4jWczTJRmduGSQ+2yhDiUPOOgKAAOFqSFK/SQCYgqfxLvaZk5pDs6yzMtShW04/LYYddAypSFpHjNjUjfSCnOFDKTnqln1SYrNtU+pzSXg9MNalh5tKF5yRuEkp7OsbHrGxgNL3SrF7yyv/ADeqEtv8R7IRO10quOVAVUtQ+FuOQa+SOgQjtz8er/8Aif8A+wzAcipS5GW4zVK/X73km6XMoS2lKH1FxxKUABKkFGkIyTt1goyD4xi9rfEex1T9DKbjlSE1Ak/C2HN3h5Plj1J3xWXuJMzaUxSg3JjLbKtXjYQ0HFPEgbhRcbQE7Y0k5JOkUVd/2hQf8RP/ALZ+A0fdKsXvLK/83qg90qxe8sr/AM3qimggOdN8RrI6fTDvSKV0Gjspz43Xy7nyQ/8AdKsXvLK/83qjI3/4hTH+DM/v3YooDltXuigO3lKXRTbjoqm5WWLBQ4XEuOajggnSRgAkg58owc5Cl+boK7unbgaumgpl5mdkH0tpDiVlDDjilKUdB8chzGM4OM5T1R2eOc3DftfpVcqUsae+JWSm5BqXaZZy9NIcS9rCSQoEkoGB4vVjIJEAisOt2raNVXLT93yMwZhMw+ktlZSlOJdA60jxlcmVn5VHc9cX3ulWL3llf+b1Qh4e16uV+rLmK63pcZ5yy0dGjKPwdRTjt0rUtGf7HljokBM+6VYveWV/5vVB7pVi95ZX/m9UU0EBM+6VYveWV/5vVExxHuC0rxtd+iU+75Bh5xaVAulYbVjIwrCScb56usCOmxJ8Tq7W7dtGZqdAT+FIUka+T18mDnfT274H64A4YKljabaZOeE6y1MzDSZjf33Q4UlW/lIisia4fzE1N29zqeY5GZemn3HmsY0OFwlSf1EkRSwBBBBAEEEEBKW//P67f7unfu1w6qVw0SkOhip1SXlnFN8oEuLwSnWlGfpLSP0kQlt/+f12/wB3Tv3a4nOLVm2VXZ6TqlxXczQ6hLNhcm5MOpDOhpxK1FSCU6hqKM+MMYHywFy9c1EYuFm1HJ4CqzEuZpuX5NRy1lQ1FWNI3SrrPZCvii3y3D6us8otvXKKTrQcKTkjcHsMSV0WhZcxxFplyVK9JGUrrTsnLy0s8oKLjiSrKCgr61h1OkDGFBJ8bOIruJxWnh/XFNo1rEoopTnGTkYGeyAV3BbkjbdGm67VL3u4SsmjlHeTn9SgnONhp36407ekaPc1Rq9Mpd8XgXqLMmVmtc+AA4CRt4uetJ68HGD1EEuq+3XLio83Q6nZ+ZWcbLboTU0JJT+nTtGpQaPP29P1Co0uy9L9SWVzBNUQrJLi3PyfynVn9eOoAQEzVJCjWXS6/X69e11JlZeqaDonwVKy01vunBIGT+hMPZqkUWR8D84v+60JrroYkVc+2WstKdAPieLlCFYz27dcK6pbz98s1SnXHZYmJdisc4CPCSAnWlprAI04UP0xvVK3qhNopLDlFnJNFI08yRLVttnSrk1N6hhG5KVqHk3gE9TqNl0q6W7Wcvi8HKq7Ny8opLUxkJcdxpysoA2BBO+Y8yNUtCfqlWbbu2+UCjy6nXp1xag2ttAKl6To1YTpPwgMnYZh8/bNWmbil7kmbbmHn5UpLTK6kyWgoYwsp0br2+GfGGTgiFsvw5lpO5K1cspZRZdrzLjNTZTU2i2+FnUoqygqGTk4BA3O0Bq29XLJuanVGr0jiFea5Wlsh+YcVMKR4hGRpBRlX6hGxcFRs+3LZlLtqXEa7E0+d/F1c+0rcOgq2SpIPUD/APTeNa2+EtNtNioSdFs2ZZbqsuJaYSqsoVqb1EkDKNs5wezqhk9YEvNUaSt6dsVU1I09RVLsvVdKw34uNI8XYdR29cBgemLJZlZF1ziRdXJVRlqZlgJlZ5VLriUJ6m8ZK1DIO43J2BMeZp+2ZW/mOHj163cKnMSomg4ai2GgN9Kckaio4OABGF/hTIzUpTpVyzHlu0hCGpJ9VVaWtptKipKcKQUnr6yknYb53hrM2Y/NXM1dyrMKKmyWSl5FQZB97SpO/ve+Qog5+TGIBFM1+1pSjy9Zqd135Kyz9UFLw9MeMh040qICT4pKkDI3BVggYVhnXXrXt2qS1Jql/wB4JfmnGWmymd1J1ukhCSdOxwCd+zJ8sbE7YiKpTGaXV7E8IIlplE0y7N1Jt1xtSXUO4BKNgVNjPlyfKY9Vqx269My8zPWCEmUCAwhmqIbQ3ozp0pCcAjP+ggNRMzbK7vashF9XoqpurUgJE34iSEuK3Vp6iGnMHyj5RFT0APfa6/SP/bE+3Y6mrvavdFmzAqbTq3grwynQVKQtBynTjGHFYH6PJFb4Xuvugj0ij7MBpdAD32uv0j/2wdAD32uv0j/2xu+F7r7oI9Io+zB4Xuvugj0ij7MBpdAD32uv0j/2xOyViE3/AFZrpndI00mQVq8IbnLs1sfF6tv+sV/ha6+6CPSKPsxOyVVuj3QKuoWmgqNIkAU+EEbDlZrf4MA16AHvtdfpH/thdWbdptCEmanfl2IE9NokmMT+rU6vJSNkbfBMPvC9190EekUfZhVXpKsXG3Lt1Oz8plXkvtaamgFLiSCFA6diMYyOwnywEc1X7TepzlUTeV8iXaljNqVztJHJeNvkA/kEHyHIVjBxX0u0GqtTpepS953chqZbDiErqKcgH9CSP1gkeQwlk7HNPfmJqStWZZmJvKn3kVpAU4rAGs+L8LCevtySckmKKhIrVu0mWotJsttqUlUaGkCpIwBkn8nyk7DYdkB66AHvtdfpH/thLb9hlc7XR00ukaaljIqPX7w11+LFP4Xuvugj0ij7MJbfqt0Cdr2m0kHNSyf4xQMHkGv7MAulpG1pm5pi15fiVcS6rLhKXW01NOQspKuTzp+GEJ1FPWAQe2Nit2EUz9DHTW6jqqBG9R6vwd7q8WBm255i7V3k3aDqZ9YVlIqyA3lSEoJKdO5wgdfaSe2N2t1W6TP0PNpIGKgcfxijc82e/swGz0APfa6/SP8A2wdAD32uv0j/ANsbvhe6+6CPSKPsweF7r7oI9Io+zASbdiE37MNdM7p2o7KtXhDf+Wc2+D1Q/wCgB773X6R/7YWN1W6On0wromnV4HZGnwgjq5dzfOmKDwvdfdBHpFH2YDS6AHvtdfpH/tiHn7jsim1Wdo83xBvFMxIzjMk9+GbBa0rVqzp+CkNuZP8AZ2ztnovhe6+6CPSKPsxIVWxZas1aYrNSsJL05MvsPuLVVUblpK0oT8H4OHXAR26oDUt+lUy6q6iZpV63dol2ZhhfKT4CgoKZUCMJOykrSofIRnB2it6AHvtdfpH/ALYQ0ORqltV9uVpNmhCH5eYeWFVNCiVamU9enqCUJSB5AIq/C9190EekUfZgNLoAe+11+kf+2DoAe+11+kf+2N3wvdfdBHpFH2YPC9190EekUfZgNLoAe+11+kf+2FF00em2jR3a1Vb2vAsNkJ0NT4UtRPYAUjsBPX2RSeF7r7oI9Io+zCu5JSrXRSnKRWLMCpdwhR01RCVAjtB07dZ+eA2uHKWE24TKz8xOsrnZpxuYmF63HEKdUoKUcDOx8kVETXD9ky9BXLmSEmGZ2aaTLpcCw2lLqgE6h17ARSwBBBBAEEEEBKW//P67f7unfu1wt4icK2OIE5KzT1XekhLlokNA5XoXqAO+MbnbHX8mRDK3/wCf12/3dO/drirgOd1fhM7Vbhk7hNxuNuyk3JzGks6tSWVsKUnJV/T5Ab74z2kZh5xOcQ1YNcccUEoRKKUpROAACMmKiJniX/MOtf8Apj/1EAuv6rUW4bPqtEpVzUpE5NsFtlS51KAleQQSoZI6oWWSqn27cFxVKoXnS3pSpzBdlWhOpWpGXXXCVE43w4lIHYEAZOIqL6q01b9tzFUp7kgy80tpIVNnSjClhJA7NRzgZIGSMkCEnDS8K1dczV5etyMo2ZFzQlUuk6AQ66jGSTqyltLgO2zggIXik47ddGn5C0bgkFzKa7yimzPNtNqRyDYKlqK0qwBq2TkkkRpXZbNcrU9YU7Rr/oMv0eZbTOKnH21OkjQvCgnxFAFsJGN875O5io4lX7U+G9vVqv0qntvFNZ0OLcYU4hCSy0AMJ3yVEY7Ov9BW3ZxcuehVixZTwStLNdlm3qohqSLq2lZbJ0lOoHKS54o3Ax19gbK5ivyPEaWr6Lwos9RJidcddl255KTKpUylvJClDUPEyAnJyo7dZhQmUuB6avSXmLppXNLqlalLM/hzCUMOkKbl3V4KlgKQUnxCSDnUM4xZscUlu3+m0HaQhmVXNrabmXW1N8q2GUFJTqxqJcUpJIzjRjr6tOT4pvP1C6ZGaErKGmOrMmXghPvTTnJuAjUSpeoKA7B4ucZgNaoU1udve27mTf8AR2pejyhYWwHQoFWgDKsrGrKs9QHUCeqNOn0uYleJq7scvejuU8iYUUOT4K3FrICSQNhpRlKQBgAbnODDEcQ73l7htKmO22idk6pJFypTUjKqebDoGohpeoAgDG41Dc+SPcjxMr0xxPctKYp0mxTEF8lfIlTiNPioSVhenUpXjY07AlPXgwGnwzpjVoVp2drN3UV9lyUU0C3Ui4QolshOFADA0rIP9rq646V0wtTvHTfrKPXENwu4hXDd9bep9bbpYbTKKfSmWYUhWym8K3WrxSHCP0oO/YOn8m3+bT80Ap6YWp3jpv1lHrg6YWp3jpv1lHrhtybf5tPzQcm3+bT80Ap6YWp3jpv1lHrg6YWp3jpv1lHrhtybf5tPzQcm3+bT80Ap6YWp3jpv1lHrg6YWp3jpv1lHrhtybf5tPzQcm3+bT80Ap6YWp3jpv1lHridkrttccQaus3DTtJpEgAecowSHpr5fli45Nv8ANp+aJuRbR7olY8RP+yKf2f8AGmoDe6YWp3jpv1lHribvWryFaRS00W6qW0qRqDM67qnkoDiUHBbODnBSpR/SkeWLrk2/zafmiava5XLXbpTktKMuicqLMtMa/wDdMKOlTn6lFA/+KA5ZIW3MMyk3Iz120R1l2VVLMLbqoQ+hIB06lhGlSxqIC9O4QnUCSrPTbUuCj0u3JCnVi56Kucl2Qh5Uu+hLalDtAztt1gbZzjbEQlP4sXHOy04lKKSiblpbWEvI0NLd05IS5qKVI3QQsbeMArScgdPtKpiv23IVhxGVzLWpWpjkjnJB8XJx1dhI8hIwYD70wtTvHTfrKPXCW3rttZM9Xiq4qcNVSJH4Sjccg18sWHJt/m0/NCS3W0c+r/iJ/wBp+T/gMwEDJTlRY4szVcevhhygPJKsKnZUNhAaCW2EoSNZAWpxZJ7cHUc4itrl3WsqfoZFxU46agSfwlGw5s98sacrfky9xHesx6hluX3bZeVjUVIaDi3OvBSQ42kDYg5J68CgrrbfhCg+In/aJ7P/ACz8B66YWp3jpv1lHrg6YWp3jpv1lHrhtybf5tPzQcm3+bT80BEt3ba4v+Yc6Q07SaOyM85RjPLufLFB0wtTvHTfrKPXGm0237oUyNCf9jM9n/Hdii5Nv82n5oBSbwtXsuOm/WUeuOT3XQX65cc5U6XfFCp8u/Oyj6SioErw2mYBXjqyC8hWN8lHWBiO28m3+Qn5o43XOL1zU64avSJS323OYVqWkW0GXJK2FtPKzqzjUtTSQkYGNQO+YBjYczTbYqy5er3bS31vpmHkFE4lQSnEunrON1KQpZHlWYvumFqd46b9ZR64k7AuOoXTV1zdVlGW1y6ZlhHJo0gpxLrx1ndKlqQflQeqOhcm3+bT80Ap6YWp3jpv1lHrg6YWp3jpv1lHrhtybf5tPzQcm3+bT80Ap6YWp3jpv1lHriY4jztKuq1n6RRrtpTMy4oKHKTiUpWBnYkZI6wersi95Nv82n5oleJVxT9pWpMVmkyrK5htSUguI1IQDnxiBjI2A6+2A9cNQlNrobE+idLczMNqmEK1B1SXCkqB7ckGKqJrh9NPT9vc+mJfkHZiafeW0f8AdqU4SU/qJxFLAEEEEAQQQQHNzbtXrPEa6Hqde9ZoiG2KclTUi1KLS4dDnjHlmXDns2IG3VDXoLc/9b91fVqb91jYt/8An9dv93Tv3a4R8Tbyva1p0OW5TZaZkUSbin1vJIDbuhxSFFQ7PeyDt2jyiAadBbo/rfur6tTfusTvEWyLlasisOL4s3Q6lMsSUKl6dg7jrxKg/wCsb87f96S16P0OSstVQkktyiEuNuOJDa1rw64pXJadABON+to5xqBig4lfzErX/pj/ANRAaD3D64ZhBaf4s3O4hXWlcrTCD+oykCLAuRvPJ8W7oTnrxK0wZ7PikWsEBz5XCqpOcty/FC5Hw88ZhYek6YscppCcgGU22SI2U8Oq8lLKE8V7mCWAA0BKUzDeBgafwTbbbaLiCAhn+G9bmnGXZnincjy5dWtpTknS1FtXlSTKbH5RGNPDCqIcDyOJ1whxKlqCxI0vIKzlZzzTrUdz5e2L2CAiugFx5Sr3W7oyjZJ5rTPF/R+CbR8HD64UrLqeLNzhZyCoStMzv1780i2ggIpNgXGlWtPFu6ArGMiVpmceT8Uj10Fuj+t+6vq1N+6xZwQEZ0Fuj+t+6vq1N+6wdBbo/rfur6tTfusWcEBGdBbo/rfur6tTfusHQW6P637q+rU37rFnBARnQW6P637q+rU37rB0Fuj+t+6vq1N+6xZwQEZ0Fuj+t+6vq1N+6xrN8M641Un6uji3dYmphluXcXyFNwUNqWpIxzXGxcV88XkEBGdBbo/rfur6tTfuseHOH1xO4LvFq5146tUrTDj/APSfIItoICH9zqvadPurXLgAjHM6ZjB6x+KdsZE2HcyEhKeLt0hIGABLU0AD6pFpBARnQW6P637q+rU37rCa37HuZU7XQni3dKdNRwSJem+MeQa3P4L/APOI6ZCO3Px6v/4mf3DMAiHDiuCaM8OKlyCYKdJe5nTNZT5NXNM42EaFase5kz9EB4t3SrVUCATL03xTzd7cfgv/AM5i7crNMaqrVEcm0pnn2lPNskHKkDrI7I1K7+P0H/ET/wC2fgEnQW6P637q+rU37rB0Fuj+t+6vq1N+6xZwQHLm7IuXp5MN+61dGoUhk6+b07JHLObfiuMQ+6C3R/W/dX1am/dYYtf+IUz/AIMz+/diigIzoJc/9b91fVqb91jyeH9xElR4tXQSSCTzWmbkdR/FItYIDmy7DuNu55ZtHFm6E5kn1ZEtTQf5RvP/AOFxvDboLdH9b91fVqb91h49/OuU/wDQP/vG4bwEZ0Fuj+t+6vq1N+6wdBbo/rfur6tTfusWcEBGdBbo/rfur6tTfusfF2DcjiShzi5dKknrCpamEH/9JFpGjWK1S6BIOVOsTiJaVaxrcXnA+beAU2DJzFPoj8nNVOZqLrVRnAuamUtpcdPLr3UG0pR8yRFJCK0HWn6fNPsuJcbcqE2tCknIUkuqIIPkh7AEEEEAQQQQEpb/APP67f7unfu1xPcUeJ9YsqqMU+lUpM2hbTK3SWVrUnlH0tggAjIxqyezb9BYSVdkqTxCupqaZnllbNOUDLyLz4xybnWW0kA/IYeKu6hrOpcjVVHbc0aaPy/m4DmF3ccbrofEejW3K2234BnKjJybtQXLPL1pfAAKFJ8UYWttOdxlX6Y6TxK/mJWv/TH/AKiMy7uobmNcjVVaSCM0aaOCOo/ycJL7uSTqloVWnyFPrT0w/LlLbaaRNZUcjb+TgLuCEXTOkfFqx6ImvZwdM6R8WrHoia9nAPYIRdM6R8VrHoia9nB0zpHxWseiJr2cA9ghF0zpHxWseiJr2cHTOkfFax6ImvZwD2CEXTOkfFax6ImvZwdM6R8VrHoia9nAPYIRdM6R8VrHoia9nB0zpHxWseiJr2cA9ghF0zpHxWseiJr2cHTOkfFax6ImvZwD2CEXTOkfFax6ImvZwdM6R8VrHoia9nAPYIRdM6R8VrHoia9nB0zpHxWseiJr2cA9ghF0zpHxWseiJr2cHTOkfFax6ImvZwD2CEXTOkfFax6ImvZwdM6R8VrHoia9nAPYIRdM6R8VrHoia9nB0zpHxWseiJr2cA9hHbn49X/8TP7hmPnTOkfFax6ImvZwlt68KSmdrxMtV/GqRIxSZo/7hr/hwGViwZqRu5y8JOrtrm5qYVzhL8vqAlVJQC02dWUnLaTnJGVK8XfZ1XPx+g/4if8A2z8YumdI+K1j0RNezhZV7pp8xO0dxmRrKky86XXSKRNeKnkHU5PvflUkfrgLCCEXTOkfFax6ImvZwdM6R8VrHoia9nAYmv8AxCmf8GZ/fuxRRDouaSF6v1E0+s82VS2mA54ImsFYdcJT/J+Qg/rh30zpHxWseiJr2cA9ghF0zpHxWseiJr2cHTOkfFax6ImvZwGZ7+dcp/6B/wDeNw3iMevGkdKZVXNqvgSL4/2RNZ/lG/8Ahw26Z0j4rWPRE17OAewQi6Z0j4rWPRE17ODpnSPitY9ETXs4B7CC97TZvSgu0N6bVLFagtDqU6tJGR1duxMeumdI+K1j0RNezg6Z0j4rWPRE17OAw2HIs0uhrpkuVFqUnJhhvUcnShwpGflwIo4n7Kmmp6lzU0yl1KHKjOEB1pTah78rrSoAj9YiggCCCCAIIIIDiPE23eIVx1yty/Dm4Z+lTrFToT80ZN5lpTsonUXRqdbX1AZ0jGrqOQSDxvjjw7/hiXbw8oKOH15XG3OOSLzlaExOMSk2XVrUUISlhCU+KlKcgDIKhgnfH6nt/wDn/dv93Tv3a4qsQH4mvOifw1hd1n3NSpmsytEkpWkc/p8o81MOOutsjnLbicZ98U6tJcPVgk7JSY6K5PfwmJz+EnUpeVpk5KWQ5TTLtzvNU805QIylA1O6gsKJw8EEasgpUnAT+lY+QH4v4TWd/DFpl1XCm/5yrPU92gzMtJuLqYeSZvlgvxBnCFKaUUpVjAVgbYwL66LQ/hC1DjcxcFvTqqfYLXghLcumbcU440heHUrYKgEqGsrJPY0AdQURH6S7MQQHEqNIcZ5njXcjNRqE2xbE2zMIZmBKaWW0BltMslsqWfHClurKkpBJCgrbQE864BcI+OPDuhcQZDiBcdfuAOMGVoipicW7MuuErW0ttQc0NlKlpClFOPFGCAlWr9ZwQCGlyNwtOUiZrE6HnJel8jPlt0hDk0Q3lYbCcHdK8HIxnGDnbYNz0sEgtVHb/wDpsz9iG0EAp6T0v81UfRkz7ODpPS/zVR9GTPs4bQQCnpPS/wA1UfRkz7ODpPS/zVR9GTPs4bQQCnpPS/zVR9GTPs4Ok9L/ADVR9GTPs4bQQCnpPS/zVR9GTPs4Ok9L/NVH0ZM+zhtBAKek9L/NVH0ZM+zg6T0v81UfRkz7OG0EAp6T0v8ANVH0ZM+zg6T0v81UfRkz7OG0EBxniu5xQnrkoFyWRIVd+gUdaXZyWkEJbnpxxWsBLaH3UN6AQ2Fl1BISslG42hZeg8cf/tWKr779yrsmZLMwphQXzGVcDAbLICVp1DcrK8KTrAGD1x+oI+QH2CCCAIR25+PV/wDxM/uGYeRF0+7aNSKzcElOme5VNSCjyVPmHk4Muz/SQgp/1gLSCJv3QLb8tU9ETfsoPdAtvy1T0RN+ygKMkAEnqEc9tfjPQrprk3RpaRmZcSa5sLfc8ZK0MKAK0aAcg7ncjsxnMP8A3QLaPbVPRE37KFcpWOHVPnE1CQpM3LvpDiQtqiTachenVnDW+dKfmgNdHGGjzdoVC7KXTJ2bFO0Kcl0srSotrPir1FIHwBqI609RjZszijTrxlJCYl5FbCp4zaxqVlKWZdSQpzVgZB5RvGOw/JGrSJjhpQ6ZN0enU6qJlJ/8YQ5TJ5zWNAQBlTZOAlKQANgBGal1Xh3RZWRk6ZT6iw3TS4ZbFJnSpHKElY1FvJCickHYkDyCA1kcbbWbk7km59idlujaHH3kKYVl1hIBCwSAkE5HikggEHqhpbPEukXXSDWaXKzHINTTMo9r0+ItwgbYO+CpOfkP6oVMnhaw3VWkUif0Vv8AHQaROHlN1KH+723Wo7dpzHunTHDakvOvSElVmg6tpxTXg6eLWtskpUEFGkKydRIGScE5IgKZE0zOXNKPsFejmUynx21IOUutg7KAPWDv29Yh5EG1d1tSlellyrFVRLIlZgKPgicIC1uIVjJb7fGMOPdAtvy1T0RN+ygKSCJv3QLb8tU9ETfsoPdAtvy1T0RN+ygKSJiWvymTN9PWEiXeE21KuzId20K5PkNafKCBMtEeXJ8ke/dAtry1T0RN+yha1XbAZrrtytyNQFSeZ5uqY8ETmeTJTkAcngZ0IyR16E56hAPLV/FJ3/Epz98qHUT1jzsvUaTMzsrynJO1GcKeUaU2rHLK60qAUP1iKGAIIIIAggggJS3/AOf12/3dO/dririHlazTaFftzKq8zzVMy1IKZUtCsOBKFg6TjBweuHfTm0/PbPzK9UA9ghF05tPz2z8yvVB05tPz2x8yvVAPYIRdObT89s/Mr1QdObT89M/Mr1QD2CEXTm0/PbPzK9UHTm0/PbPzK9UA9ghF05tPz2z8yvVB05tPz2z8yvVAPYIRdObT89M/Mr1QdObT89s/Mr1QD2CEXTm0/PbPzK9UHTm0/PbPzK9UA9ghF05tPz2z8yvVB05tPz2z8yvVAPYIRdObT89s/Mr1QdObT89s/Mr1QD2CEXTm0/PbPzK9UHTm0/PbPzK9UA9ghF05tPz2z8yvVB05tPz2z8yvVAPYIRdObT89s/Mr1QdObT89s/Mr1QD2CEXTm0/PbPzK9UHTm0/PbPzK9UA9hHbn49X/APEz+4Zj505tPz2z8yvVCeg3jbTE5W1vVVtCXqhyjZUhQ1J5FoZG24yCP1QFrE/et60exKOms1pSg05MNSyAnrK1qwP0AbknyAx76c2n57Z+ZXqhbX6vw8uen+C63Py0xLcoh3QoK+Ek5B6vKPmyICdrvHqiUmyKJe0lQ6jUmK1MplksMJ8dlWDkr22wRj5SRDa5+L9uWpPSUhUpab1Tj0m0FhIwkTGvScZycaN8A9e2YxFjhSqj06gmZaMlSkJblGy46eTSkpIGTufgjc7/ACx8q0pwlrc1LT1QclVzMquWcbeGsLywrU1k430kn5zAek8YKW5e7VkM0adVMKnjJLeJQEIw0pfKYzqKCU6Qcdf6DDumX7Qqo9XGmROoFvrKZpa5RzCgM5Le2V7pWMAZynq3BKd0cK3akzVw/LNzjL6pnl2ytK1rIWDqUBlQ8dRAOwO4j5Lt8KJVmYaYfaSqabW089y75ecSv4WXSdeT5c5+WAvAQRkdRj7ETMVi233luov+oMpWchttaQlPyDLZP+sY/Cdu/wBY1V+mj2UBc47Y+xC+E7d/rGqv00eyg8J27/WNVfpo9lAfOJPF2h8M1sNVSmVCccmGi8lMqhKvFCgk5yc5yfJDNd/U3w5SKDLMOzExVGw6oJScS6VI1oKzjG4Svt/omJOvW9wzud5uYrt1TU480AlDjmjWADkDPJZwDkj9J8sY562OG1QmXZ569as3NuqYUZhmZLbo5H+TSlSUApSAVDSMA6lZByYDrEEIU3xagABrjJwMZIVv/pH3pzafntn5leqA92r+KTv+JTn75UOoRWc+3NUyYmmCVNPVCbcbUUkakl5WCM9kPYAggggCCCCAU1tM4qZp4ZLwly8oPFo9RKFBBVjfTqx+vGdsxxO8rb/hB0ylUqQt6vTU7MN87XOPSzo1uJW6koTrWAE6U/IT14ONo/QMfYDi7Exxhl3LZepiqnMSaWKfz9Dkq2pbjICuX18qtBDpzknYghGxwoGrk5S+2eIU5UJt2bmKFyKFMy/OkhLRPKZwkNgOE4R4pV4uQcneL2CA5bbM9xBlE3WKrI1Ndacb5alyziCuWQg6igJdzyRUFLwoagcIHi9RKdA4oO8Napb7jddRcElMaEueJyk3LrBCSh34KfL4p1JwAdyTHaoIDhN7TPFyWsCl1O1Hazy8rLKRNtraDsy88t9CUgJACsJSlZyU/AI3J3jxd1H46zdw0KbolXnhSZaYpTz6G1JRyqUthMwlxHwiFLXqxsPEO+BHeYIDi1OXxkkuJhdq3P3aA5UplKEjStoS5aAYJCMEEuZH5IA3x1l5QKfxcYpFTl56rMuVN2WbDLroALDpO2FaShYSknV4m6hgEiOmx8xAcYt1njNUaFUJScM3KT6azrSp58JUuRUnYpWpJTjOfFAChjcAxS2O5ecnw7TSaomozlalqc64zNuABb6gpaW0KLmPfSEpJykDcR0OCA4daq+M8rQ75RU26i9UnWpV+lNvKStba1thtaELACPFLZUcZ3XnyA0FJd4mVGxKKqrCbp9SbnJ1M+pTWXhLtqfDB0t/CJQlogjrJTscx1GCA4bfkxxpboNFqFBem2iqRl25pLMuVuLecCivKNSlDQkYJVjxiMfJXqnOLCLycZp9OlH6FiUaW7No0KGM8s43hzcnxtiOvRsRmOhR9gOAUFzjwOITZrEvPppC3KgWSD+DpUWn+SSpOSooBDZBURupOPIKm25jiq9Trkk66xPJeRyIoT7rLSAVhITlRSsqIKgFK1pA+HjYgDq0fMQAM9vXH2CCAIIIIAggggCCCCAI+R9ggCCCCAIIIIAggggCCCCAIIIIAggggCCCCA+Yj7BBAEEEEAQQQQBBBBAEEEEAQQQQBBBBAEEEEAQQQQBBBBAEEEEAQQQQBBBBAEEEEAQQQQBBBBAEEEEAQQQQBBBBAEEEEAQQQQBBBBAEEEEAQQQQBBBBAEEEEAQQQQBBBBAEEEEAQQQQBBBBAEEEEAQQQQBBBBAEEEEAQQQQBBBBAEEEEAQQQQBBBBAEEEEAQQQQBBBBAEEEEAQQQQBBBBAEEEEAQQQQBBBBAEEEEB//2Q==” width=”602px” alt=”104 學測數學級距”/>
今年時事、生活相關題目偏多,包括溫泉分佈、纜車對環境衝擊、臺灣島的板塊地震、外勞政策和老舊公寓都更、LED產業等都入題。 雖然 111 104 學測數學級距 及 112 學測相較過往改革不少,但主要差別在於作答格式,試題內容並不會有太大變化,因此多練習歷屆試題,熟悉單元題目並加強理解力,對於備考新型學測仍有很大的幫助。 學測五標對照表 ; 頂標, 前標, 均標, 後標 ; 110學測, 11, 9, 6, 4 …
104 學測數學級距: 國中教育會考數學科完整試題及解答
112 年新型學測考試天數為 3 天(舊學測 2 天),考試日期為 112 年 104 學測數學級距 1 月 13、14、15 日。 級距:以各科到考考生,計算其原始得分前百分之一考生(小數以無條件進入法取至個位數)的平均原始得分,再除以 15,並取至小數第二位,第三位四捨五入。 至於今年五標,數學科五標(頂、前、均、後、底)分別為「11、9、6、4、3」,皆比去年下滑1到4級分,其中前標減少4級分最多,頂標與均標減少3級分,後標與 … 【甄戰一點通】國中影音教材線上試聽專區點我線上觀看 110會考後 為了讓未來會考落點更精準,各位可以幫我們回填以下資料的表單, 以提供未來學弟妹作 … 大學指考地理科圖表題多,必須熟記地理位置、且有清楚概念才能作答。
- 104年統測級距; …
- 考生可以直接下載 112 學測簡章電子檔,也可以購買紙本簡章。
- 【104年基北區國中會考分數級距人數初測】.
- 老牌私校 則需要53級分起跳。
- 國中教育會考今年共23多萬人報名,人數創下歷史新低。
- 大學入學考試中心今天舉行記者會,公佈110學年度學科能力測驗成績統計資料,包括各科級分、人數百分比累計表及各科的5標「頂標」、「前標」、「均標」、「 …
12/17, 110學年《學測4568》數學科解析本p.65 第6題勘誤. 12/16, 110學年《學測1000 素養X混合題》數學A … 校系採計更動:個人申請和繁星推薦兩大管道約4成校系參採三科,以國文、英文、數學這三科佔多數。 110指考競爭激烈:因為學測五標相 …
104 學測數學級距: 科目範圍異動
級距, 5.38, 6.23, 6.03, 8.33, 8.27. 大考中心學測成績查詢系統與網址.110年學測五標、原始分數級分對照表、普雷110年學測五標、111年原始分數級分對照表、級分人數百分比(202…| 健康貼文懶人包. 109年學測五標; 學測級距、各科原始分數級分對照表; 各科級分人數百分比累積表; 2至4科不同科目組合級分人數百分比累計表.
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” width=”608px” alt=”104 學測數學級距”/>
國立臺灣師範大學心理與教育測驗研究發展中心. 針對有選擇題與非選擇題混合題型之數學科題本,將依考生在整份試題的作答反應,推估其 … 110 學年度學測成績今天公佈,各科頂標分別為國文科13級分、英文科13級分、數學科11級分、社會科13級分和自然科13級分,數學科頂標是近4年最低。 5標分別降1到4個級分,數學科難到爆? 大考中心今(24)日公佈110學年度學測成績與各項統計,各科一級分的級距 104 學測數學級距 …
104 學測數學級距: 高中學測懶人包
【時報-臺北電】學測成績25日公佈,各科5標出爐! 特別的是今年國文頂標與前標都是13級分,仍須滿級分纔有機會。 臺北市高中物理科諮詢小組分析,試題難易適中,繁瑣計算、艱深題目不多,「五標」應該和去年差不多,此外,高三教材考72分,比往年明顯增加。
110 學年度大學學科能力測驗成績今天(24日)公佈,去年難題太少的數學科, … 大學入學考試中心公佈全國學測考生各科五標分數,今年社會五標和去年完全 … 表1 105 學年度學測原始分數與級分對照表考科國文英文數學社會自然級距5. 104年統測級距; … 國中教育會考今年共23多萬人報名,人數創下歷史新低。
104 學測數學級距: 學測五標
2至4科不同科目組合級分人數百分比累計表- 2科. 自低分往高分累計自高分往低分累計. 對此,大考中心表示,這次數學科難度確實不符預期,未來將設定學測各科滿 … 制就是以該科成績前1%考生的原始平均得分除以15,作為級距計算的根本。 學測才剛落幕,各科考題答案公佈後,緊接著就是估算自己的級分數,分析自己能上哪些學校、哪些科系! 運用學測落點分析工具,查詢自己大略的方向,是許多考生在過年前必要的功課,為的就是能夠放下心中的大石頭,過個好年。
坐 標 平 面 上 , 直 線 1L 與 2L 的 方 程 式 分 別 為 2 0x y 與 3 5 0x y 。 小 華 準 備 向 銀 行 貸 款 3 百 萬 元 當 做 創 業 基 金,其 年 利 率 爲 3%,約 定 三 年 期 滿 一 次 還 清 貸 款 的 本 利 和。 銀 行 貸 款 一 般 以 複 利( 每 年 複 利 一 次 )計 息 還 款,但 給 小 華 創 業 優 惠 改 以 單 利 計 息 還 款 。
104 學測數學級距: 大學學測落點分析、各科五標級分預估!
歷年大學學測 … 大考中心分析考生選考趨勢,受五選四影響,報考自然與社會科人數逐年遞減。 110學測國文、英文科選考人數接近100%,數學科選考人數接近99%,社會科選考人數 … 110 年大學學測即將於下星期三公佈成績,今年數學科試題究竟是不是舊課綱(九九課 … 年學測數學題目偏易,全體考生前百分之一的平均成績當然是100分,除以15後級距 … 大學學測今(23日)第二天首科數學,大考中心分析這次試題特色很 …
因應十二年國教,國中教育會考於民國103年上路,教育部規劃數學科加考非選擇題,英語科增加聽力測驗,但數學非選擇題及英聽在103年不納入成績 … 三貝德升學王提供歷屆考題下載,國中會考歷年試題,模擬考,100年第一次,100年第二次試題PDF檔105年新店高中考場重考國文試題答案數學試題. 105會考級距,105年、104年國中 …