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/fv/gjvpM1r8PfiXrTqUj1LxrY2FsxwNy6VoUEsnHsdVH0z75OUt2l8lt0Rwy0uftZnAGDjAGB9etODsv6Rjy6u2nYZu/z0x/Kq515LtpawKFutreVrXJrU/wCkwjp9/A/7ZtQneStolfytdGlKPLOOtt9Nvss260OoKAMbVTta27cT+2P9V/jUTW3QzqfZ07/IzQ+ABnGAP1z/AJ/zzny+fy2/4Yztbp+hIpxjBwP5VLVtiX0+em33H55/8FHfBUnjf9m/xxbWto95qOgQ6d4o0+GKJppxLo19FNdmGNe50x71ZjzttDcn0NY8/K/T5b/5lU9+q8tj+VW4gZZGVkIKnGCGBUZwAQ33VzuYKM7S7deK66U9G9kvlY7LR91Wt07btdu+59O/A3wjb6hYG98gO8c0hkZRljjhY8ejZbP04r4/PsVytx7W02/X9D7XI8JT5VLVK2ltLfej6wg8KeHNZhg0/WolS3gTywizPbBT1KKySIc8AsDnGPfn5enmFfDNOhOzb1htz36ra1j6CeWUMTdTn7NQWn3L0/I52f4ZfC7T9Wt5fDfj+zsNbtplkTTYtbsprlJVYYiaNZHuoiCWwG2lieM7WrvqZzmUqXLUy33Ev4vk+u3z03OenkGXwqXpVrTv5pJ/kfUfgDVfElhO2mG9e9adGCSmVndzs3Md33hn5eXGTxj+PHz08b78oxkryfvQV2o+S02vufQYfAzpU23WdkvdWy+XU8j+Jumprwvo/FGp39rpcVyZZIopN0quGCv9nWUMDI7BI1jWJ3k35+Urh+3B5hiaMlDDazk1ZbK72WiS1Zw43L6VZOWIrcsI9NVp3+XkebeHPEX7O2ny3Gj6Zp+qQ+JNNNw1xPqtlqxaCe0k8q6Z5jbTrCbaUsjI8MMQ/hfBNevjcPxE8K61SypSXNGyuuWyv12PGwk8hhiY0aM+epB2a2970t3O9gEPiKKeLTpEuraSCRreRGWRWVl+R12M8as+4/dIY4+dFGK8CjV9lyxr351LW6tZt7LY9qph+bmdBJQ5fNK1uz/Q/NfxzpNzo3izWdPuYnjlivpAEfiUhmDAD/ZbcxHHb3NfrWV14fUKSgkklstGrtf15n5bmlP2WMrL4Xfb566dD+of9gr4WyfCj4HeEPDt18mp3dofEusIfvRapr8cF3cQEf8ATtF9nt+/+r/EPn970+VrpenU8WorW6W/C9j7zY8DHbt0xkCumOi2S/CxhDd9P6RHvx0/Tin8kvlsaFmyb/SofrJ7YxE9OKs9NC6atKPT4vyOgqzoCgDA1ptrWnbi49v+eH+NZz+zbTfTaxnU05en4WMkP79hWe3Sxnt8v1JQ+FPYflj/AD/9amkkm9uW1lsS1aUZLRR6bb7nlHxNsY73TJo5YBPDMjxTQOMRywSIVmRzsfh0ONvy7ssOe/FXpzqUpThpyrRLS1rFU4ww+Jp4mX2mrW000+X4H8x37VPwYj8Oa5qGseHtIkgS21O8s9SS0H7gxwysLa7W32J5aSKhM82STiP3z4OVZnKOLrUKm0H7t/S71Svv5aXPt8flftsuw+KoaOory1WnK15/eenfsxeDFi8A2t5ckRy6vd3VzGpXAEAmltomVN6DBWL/AFmD5h4x8u4/McSYmn9evbl2v9y1Xlfuj6HhnByp4O0l022vr0XY9Z8VfCCUyLNfXl9PpUrrIbWxAtlmIIcJcSjzpWjHQRx7TJuctnCEeRh8w9lUvTWvTy7WVtPwPpauAcqUIpWhq59NPNPS1jktL+Cngax1a81HQPCerf2rqsd1bTC9uJLm0hF9JuupbG2uIMWs0kxZEuBie3JzDgvIT7k89xk6Ps5aQsltbTb8jzoZJlNKaqf8vr37a6drW122PqH4beE30XXfD1tdFkS1dAyzSmeYKYJSY5nZFkkkSNmiMkmXcLg/dGfmMRyOblFe9Jtvb18rHt0W1FQ+xBWgtl5aGh8Ufh/aT67eLb29uY7h4LyGGdXaIXYVXJcJ8xRpPmPyt8yo3GznTC1/YzWlraW9f8yK2HnNWmuWHlbRddEeOwfDh5NSu7lPDnhyz1O/zbahqQtfK1C/Dsi4nmitEnvWcqvzSOVmRVTI8sk+zWzGfJThCp7NWeibatvZLZavocEcDhKTfsdJbz0Wnpfp6HsPhH4S+H/DFlJdf2db287xK7eSpjjkOwbrgwiR0iLTFwVVUf5SX3fLjwK9es6kX7a2qeuy0+Wp306EHSa8rK3u7pLofG/x5+CsPizx54e8SeH1t7cxajaweIInOC9sssGLiCP/AJauq+YDH/F5wzX1uVZk8PhasKlTm5lFRSv7rvr30fZb9z5HG5PGtjaU4/ZU/PRpdEtP1P34+BsMw8EeHp5judtKslL7dvmCKHyRIV/gd9hdo+q5U9Sa+5y2UKuC59rLp0v00736n5lmdP6tj60NLLtp0b6eemx7mx49OATjivQp8qhFL7N7699jhgrRXR3enb5FcyBcAcVZRZ09/wDT7cdh5uBnA5hk7f5/xcd1038ioaThb+95bq/4nVVZ0hQBzmvEBrLt/wAfH/tCs56W+fkZz6f8MYYYcY4/T+lZf12MyQNz1wMdOmP85NF7Jil7sHLTR3S9DnvEdit3p0yAAEIe3zAblb936S5UBfZpPWoqR56Uo7aaf1oE481KnPblafZbn5LfHLwrPo/ifUZWh+0WWoxyXwRo9ykSEpeWwX+M2svzCP8Ait57cfw1+dZvR+qV4aWVRva67dtNT9PyTMPreWey2WGil2s5PX0Pnvw9qCaZcQRwgW9vbsFSH7gRdzFRs/5Zg5b93/D/AN9GvDx0PdvppbbSyffb+uh7eUS5JtJW1Xk9/wAGfXnhXUtO1HTljnaIlkGVJyCuDuLfoPz/AB8+hC19lb5WPem5SklHRLTe1vu2MfVrmz0yR47AR5ySHRdhUcY2ep5OePQc7ia357e6la3y3Oinh7K7ST8/+GMXwTfu/iB7q6bCxSAw+acb5SW4Ax2QPn6+9HsbyTXl5WNIxitI9N0r6X+R1vxIvozeW9zZoTcsYfOhD7Rk7cFB3ymM+ny55yTNeko9NraLS1/6+Zq6Xu/oaGkz6VJ5Ms9ssdwI0y7jDAgc9u24fiTzTgopRTtptv1scssNpL7PXSyOd8ceJ7a2ga3tpiXwFAU4AHGc4+uc+5rGtCDkvLtpvYORU4Nf8D8Dx7w5Zza/4o0uyj2ZvNQtrdnddywrPIIWmPo0fmHyx3cjute3ltFe0pcvR7J2Sv1XZ/0j5LMqlqOIjtptZaad1r92nc/azwpa21ho1ha2qrHBBbQQwouAEihjWKFQOyCFY9nQ7NvXpX6rhIKNCPT3Y2S0Wy6W/E/IK8v9oqaPfTp39WdCz8nsB/X8K6dl/Lbtbqc1+WUrdOm2+9iEsAf8j/JOaNvl+o+bysXdMI/tC2HT/W+3/LCTrTWjt/wP+GLpv349LX/GLOxqzrCgDl/EeFNl2x9p/X7P6VnU05em/kZ1Ps/M50MVPoPTpWX4foZ/h+FiQMB3x7Ubbadugbabdf66EU+DC656g/qD1qZfDbb00BK2m39dtj40+Kfg638Syz2ruLa5tp5JrK58vzPKkYZdWXgmGYIscqr9/K9cEnwswwlPFKMJqz1UdE90u3c9LK8yq5XiFWp/CvjV7b7eve1vmfm/8T/Ct/4O8SXtjc+VmZIr6CS3Mnkyx3Sje8bSDA2zxzIYk5iZTu++M/GY3AVMC3/Jt9/l/nY/QspzGjjsVHF2anFbf8P09PvMbQPFWp6YiqjyFB8ituwOeoH0zzXkOhGN5UdJS+K3l5aJX9T7JV5SqSlzqnHRJLqrb7afqem2utzXcRuJZPn8thiTkKxU7GIx90MBn24785QinPleln6b+R0e3hFJSrWX4L+rni2teLPiNpV/9qQwNBAx3JbQMEMYcFXDr9xjld2evGM4NexQwNF05XVtFpa2+5zTxyp2jSraP4rab9/UpR+M/iX4m1WK9h1FrVY3CtHLbLMskoCrGA83KbDhvkwTn5h8oJccvo04t9r6aL7kKniYc151lve234Kx9Q6XrDRaHZLfXUc14ttCtxMh2ia4ESNLMF6DdIzKcf3SMV5dWMISkoLbTa2j/r5nbDEUJJeznz23VrWPO9du3uJWkydu445yBnkY9P8AP48MfiXr939ehjiZwcWlp5bbnsX7N+n2uqeJ9WlmgE1zptnbyWrncTbyXE7wu4Rf70e/k/d2475P2XDlKE6k+ZaRtbpvbY/MuLK8qCoKkklNSvtG1kmuza87H6v+H43t9Otlc87N2AztwWbDbm/vKQMdRjnkjP6NHkjTjGG1lsfnkHNybl666Ja9PM2nYD/OMVaVlf7ltYq6u16dLEW/HAGP0p/12DbsrfqXtJIGpW3b/XY/8B5SfpTWj00/CxdNWkunyt9k7erOgKAOT8TEK+n/AEu/b/n27VnU05fmZz05fn5f8Mc4GHGOwH61kZiFscD/AAovbTYNv6sAYEEdBt6Y/wA/yot/w2wbbdNum54z4+0t0mF6icfxkdQDjoPqTn+VcmIgrw0tutrWuKUfdbva2vlofn9+1Fpix6PoHiHYAbLUJdMnZerR31uJIt/+61o231ySeeT8tnWH9xtbdtUfT8N4j94odmtvd3Z4Jo1ppt9Z/umiYKAoXoY96lo2x9D/AJPX4epeF4qN11s9l10R+qUaa5IvmcHpyrz8jy7xn4i8R+F5XTSdLl1Fo3KPAkscJeDKsWRpo3heQgHZE2Gk/wCWeSrV6eW4fC1vd9t7CfbTT5djgxirUpJuh7Wmvltbf/hjmtN+OFyHT+0fDKQQZHnwTrcfascq5dgiLBIuPuqsikkkbcYPrrJqlNvlx91P4Urq3bQ6cLjsGqTjLL68bKzVDDe2v3cmvh+di5qfxrtkRLfw14WnmjzJMyLHeXFwSVG7lYI1RQWJVmSfrkBMMZKWS4la1MYlD9DpjXwbi1QwWOUum2Gt206fgUvC3jvxzqmpSPdaI1npjYiRZZzJKuV3LvD4Kbey+Un/AALqOPG4PC4bDzUa3tJWSl0cXpfyR5SWIdSfNQrUY3XKquI9tdWV3FLRejfke6XOqQRWkBuCvmfZBcTc5Cjndn8FbH49ea+djTg6XLHo7dFuz0qclSpNvRW9LH1L+xjot1qzeKPEQiP2SXUNP0m1l6K7Wkc19eBfpHe2efZhnpz9/wAO4N0qGyW2i90/L+KsRGtVoxhvDm5ultt1t/mfqBb/ALuFE+6FXCjpjkn8vmJ/IV9hShyra1tvkfJJW8rdtPwJN+M1pt+gWS2/yIt4HHT9KA/rsaWjMP7UtAOOZ+OmP9Gl/Kmty6fxL5+XQ7+rOgKAOM8WHa2m9v8Aj84/8Bazn06fhYzqacvS1/lc5RXx049fb6VkZjjJ+H6Yo+Qmvl5CrLt9qLW8hcvnb8Ctd20F5C8E6K0bD7rehHOP8/8A104rS/T5C5bNWtFa6ar5/ifJPx5+Glt4n8J674ciItpL2283TJ+n2PU7SWO4sJsDOIjcqkNxx/x7yy9cmvLx+Hpzpvp6dDswVf2NeC21X59tLfP5n44+HPGb6DfG0vv3QjdraVHGWiAOyWI/3VhlBCeqnJr4DGYDV8m33W18tD9VwOOg6FNNJWVl03t2PVbpItWRLpGS4DIp3r83UcA9l+UgD15968n38NJdLaJLSx61OXtNI2XZdvPUy/8AhGNRRWl0+0VnJLBWZcHP+86Y6Hpn3616OHx7Vk58ltFst/JbHSqWJppOkmr6u2lrdbWG2ng/xPqEp+06fDBEnO4yKic5zwrvndgHnBH1Jrtq4xezt7fZdH3H7XEr3Zaf11sdAuhDRLc/ahFCkYLyMh+RVHUn65H614zlKrUtGpzJbvqv+3TDEVPZQvPRu7j0slueR654hW7uHs7CRpJriVYQsZziFSTGq8dWb5+nIiOT6+hh8FyzjJpR2atp57dzx6uMvRnGOmmnTyenzP2r/Zo0iz0H4eeEbCygjgi/sPT7yXy/uz3l9bJdX12f+mtzdSSyyfUZ9a/Qcv5PZxUVay8l08vvPyvMZSeJnzaJS00t0PqQONoH3cfh1/z/AJ7+pC6tbRL8LnDa3l+ghOBxW2yVtN/lcNvL8BmQPbH4f/qpegGnoTf8TezHT/j49sf6LN2prRrp+BdPSS8r+W6PR6s6AoA4rxecNpo9ftnt0+y1nU0t0t+FzOelulv1ONDEdOB+WPwFZbfL9TPbyt8rXDdRsAbvTigCdCMHtx06f/qo2VrW/CxPWNtN9PnE838fWgktWkx9wgjHBzjBz042lifY+uK5K9H91J+W21nvbyKStXhbTVOy0090/AX4t+GIrLxn4o+yqqrHr+rRqI+EMYvpjDsOOCEYbuOhH4/FVans61SNrRTs01ZK71V7dj9HwsG8JTtolG2mlrtaM4DSPFmt+FJlWNhNa7gDbXBzHjnO0/8ALMnccf3sCs54fB1o/wAs/RJGkKk8NJNaJNWW233bnren/G/TLeNGnt5oXAw8QQYHc4l7D+6fr6VxPLZU37nw9lZafdf7j0o5xOyjtyaWtaw/U/j/AGmzyNPgeAkAmYDeVA6gP2JycZ71Uct6Sdl22/ITzaf9aHk/if4o654jBsbaaaG1kOHdhm5mzj5P9lc7seob611YfA0cPLmej6br7tDmnjKuJlFR05d+y/Q1PAWhyyNJf3CnCqyROxyBI+d2B2IXIb13D3rDG4mEMRThDS0l02vb0NMLhpuVRtW0e3p92rZ+3/7LPiqw8V/DnR57b93Po4uPDt9EP+WN3pJSIcf9NrWS2ufczk+tfoWATWEovpyrS234+f8Aw5+a5lBQzHEpae9stNl5d+p9TswGO30+grq22/yOK1umi+W40MBjHH6Vcf8AhvIl+X+Qpbj0x+HWq/AW39WNXQG/4nNkO/8ApHTjH+iTntTjo1038vwNKfxK2lr+Vro9NqzcKAOE8acNpf8AD/x++3/PpWdTTl8r+W5nU05fL5bnF79o6/0xWW3y/UzFD/p/X+VH9dg220t+Fxd/+cCj0Dby/Aer49FA653Dbjv8vAPorfeOaUlNRfKlZNX6W7+gK6krJKy9Gr/kedfEPVtCTSrrRLzWraz1O/hKW9nFexQaw0Z2PPdWloEkkDRQB3klaJ4UgMjSEP5ccvRTjTq1qMI6VLP5adelu3foYe0hRpVHJWV9t+uv9fgfj18UvAOraB4o1Oy1iB5LLUJ5LzR9YQObPV7STa/nwylpFF1EZUW/s/MaWzncLINskUsv5xxRhcTgsylKStGrrHS1ko/y2/FH6fwzXo4vLaUYrWnzJpXSV+1rfO58/ar4Rfe0DrlTny26Fh68f3f13H3z41DGeztzbelux7c8HTelrPt12XTocbdeAdThz8oMXVXI455/DHNdn9pUbRvpbbdW+Rksp19zbd2/roUU8C3KHM06KMcqqZcZ6Y9OtW8yhy+7/kaRyvk3/wAjsPD3w+jaRS27qDuf7xGTnC9vf8D0rgq5hJyjFaX0ttvvodNLAU4Rk1pa3Zb/AOZ6xe28Wg6Z9ntYyJBH5cEcY3SmZgArKuPmfeVVf9pye4zhQhOriqbtb3lpouq6XuaYhQw+FqW0Sj5xei2vfReh+l37N3hvUPhh4E8I6DqKLF4hu4rrxF4oiwI2ttT1qeaWHT5kP/Lzp+mLptldr/FLBcsD5gRX/acuwzjgqN7fCrK3kfh+Z4qP12pGOlpeux2MH7T+h+HfFGoeDvinow8D6nZzH+ztRs9QfxHoWq6e7v8AY7/zrOxtb/T1uF3F7a508ywMj/aDGgjaYqUeR6adktOxlComrbK1+3/DH0hpetaTrdha6po2pWep6ddxLNa3tjcJc21zGwyJElQkBs5V0YLKm394qsQKySUdun6lJrpp+BoGQD0H0/wp7eX4WK28rfK1zX8OP/xPNPA9br2x/oVweBQtJRtpbm/FfgXT0kvT0PV60NwoA4DxwdraT/D/AMf3/tnWdTS3Tczn06bnCbuMD/8AV/n9ay9NDPbbTy7DxLsBPpyBlhyOcYX5iec7futj5+nKatZbW+W4J8q2t+B4r48/aD+GPgAywajr9vqWqRMVOkaGY9TuopgPuXRhZLazI3YcXDh0O4hXO4rUY9Fpb5bkuVvK34XPgn4m/tn+M/Fd6dA8ENF4J0i8mjsTqEZS613EjhJJft0yra2cYH7wJbQpMSP+PgeWwk3pUFzxb6WUVqlq9dOn69DCpU5VpovyPqrR/hp4X8D+GLqDRoJ7rWb0C61vxPq1xNqXifXdSjUPJdanq90WupUmeLzFt1YWFr50n2KGNpbp5fWdKEIxW1t11V/lf5HmVJ69ElsrJWvbpY5S8Sy1XTZtE1uwg1TRpWBa0uAQ8EijEVzY3K7XtruAMfLuEKsIpLiFZI/OZhOJwWExdD2Fej7SLVuZ7U7pJtK1nfv+BrhcfXy6tCth9009rWs01tdHzZ8RPgde2el3/iHwbewX+nWMf2iXSdQmhtdVs98kcfkW1xIYoNTVy5Nvh7fUZEVYbdJbuO3F7+b5jwLWw0p1spxfuO7lRt3s7L8dkfp2Vcb4bGRp0M10nGyXRdla17Nv0PnjTtdtp459H1i3Om6vYyGKS3vYpLeb5SwBMUyRyKcKuQYo1wQRySq/GYjLJ4Kp+8o+yrS+OVrOdt3pt+p9xhsZSq006Hu0Y25em/5DZdOglfdGBjOQVOR/9b2rn5+T3dvlY6Oa+nw9Ox2PhbQ7q8uUtbCznu7uUssFtbxSSzSkK5dY44QXYlMs5K+XHGss0hQRK1OGHniZRoYfTEzf7nyfUzqVqeFi69Sfs6VPWVu3S66d+/kfU3g74SW/w8ubb4hfEVrAapprfaPDmhTzJNb6Zeo7Lb61q7xkw3V1BITJpun2plkiuIop7m4l8+NYv0zhnheeBhGtmD/2qycUtFbe9uv4H5fxRxXTxkpYfLa3Vxl0tsnppa+u520PxV8P2kk9w2ouHUGe6vpw4tolRRI7TO53JGiB5DI33VdYs/NgfbqmoJrZxtbS1u1l/kfnzbuuafNUlfmW1r+n5dT87Pix8SG+I3j7V/Ets7xWRlSz0tSdrLp9nuS1mkXrG86MZpIRjmXd/HXFUnZ2tbX87dDspQtFNK33qxt+Bfi3428CTQz+G9dvdLePloI5jLp82773n6fdh4HD88+WXxna6clsXCyVvw6f5G8ZW0XT5H3D4A/bZjkjgsfHnh1vOVUWTVtCdQJAuQZH0u4fnOcnyJ/72I8bQcnC22hqp7dPwsfc/wAKviT4L8datpM/hjxBp+otIk7taJKItQgdtPvXMU9lL5dxCUWKU48rawV2VmCsamK5ZL526dDem1ey08tj6XrY3CgDyj4o61pOgW2l32s6hZaXYouomS61C5jtbZAosj80krIu7n5VDhmOdqPklcqn2bdL/K9jGq+Tl6b/AKXPhf4gftgeB/DHn2XhSyuvFWpIsiJcKxsNIVht2H7ZIguZ4ySxIgg2tsIMo3ITEY9Nu3T+rmPOvJfKx8N/EL9pH4o+OVntbjW30bS5GYf2VoedOt9jHlJp4i19PtAxl3KHfISibyG1jCMPi/yJk9raW8tr/kfO81xdLI8vmB/MJLs5JO5vvOTjlj/ExBZs89s6x5F5fKxByV1NIlzmOQAqS4dGCYOPMJ3bHZSuwYdcbQXZiQDWqai/d/yJa6f8A/Wj4IfHPRPij4Nj0vUbiG18eaFpyDV9MJWKTVI7ePyW1nTYI0SKdLgAz31taZOnXMzA/wCj3Nma76VW65Vptsv6/A4qsLd7fJb2NPVL210pzvZfLbOzbvClThhw/wA4YbzuXtwO9bxSh/dv8t/LocT5YaO67a2PMvEupprNq1m0hSxkuLUuofYCY7iJ0GBkO/mAPDH1a4ih5OMmKkpQV4rbXp0/QIKDeit0+/y/q50fizwj4f8AHXgy80ho7LUdVtNLmk8Pay8Eb6nbanBAk6NYT/LcQreSAxXVvDJGsltNP5pbZHjxcxpQzDB4iFfR0V+6WnVO9l272R9DkuPrZbjaLo6QqSSn6XS1VtNz408M6WLy7gs5bmK2UFmnnmAWK2hijeaaVk2ShVWNeIw5cyMIi8Sys9fkWAyytj8xll8lajz6q1rJv+tz9nx+Y0ctyyOYR0rUKafzqWWz069T1QFLWKax08tp9gbKeyP2aSeG51WGZpFa5v8AUWdXkM0ePJtrVLO0s4zIsMcrxy3Ev7HlOR4LKaUqOH/iWXtdE9baWfe+/wCR+J5vnWNzSqp19KcHJ0ujs31tb17eZxniHxubLTNM0/XtakGmaHafYNGtLm4eaQ29sd8ENvE+55hbJLFBbI0h+xW4ijEkRdi/pT5Kd+n9dO35HjRhOTW6t0Wi1+VvxPnvxN8QNQ8RL9gtw9jpDYLW/mfvLlgeJL2b+KIck2/z5Zx+9kP3OSrUWiimu/Sx3UaThfp9y/A5q1UR8HK54Bc7SQem9P4D0IXAwuDjJNczV/6sbqPy/C3yOjs0kgB+fKkZUA5UY54/OpjHl9O3/AGly/1Y14L5Iiu5SMADIX+var0X/DBtt/kfWn7Fszt+0v8ADXBcK3/CYlhv+U48AeKiu5frkgfjnNRKNrNacuyStubUNKkdLb+X2WfvZUncFAH5ff8ABSPUJ7JPg3HEVWOf/hYbSKd3Jh/4QbZjbjp5rdfXtQo+W3ytc5cS7cnTWXl/KflJdak8jMXxuIHK7sgHoPm6Y9vxo5LaaJerXqc3Nb/hrGRJeBVG5uM4Gfvc/wCPH4frcY8vku3YE/62K7XUEkUiyMY2jPfjd16D26fj+b22svkVt5W+VrmOYI33ENweRzjGc8/h/nNFreVvwuIr2t3qOiX9vqFhdXNpdWsyy2l7ZyyQz28wBCvFNGyvEw3nDI4ccgK+WxUZcvl/X6kuPlt8tz6G8LftJ63Yx2+neMdPg8TWS5SS/MhttYKnOJXmKi3uJAScvJGk0hH72dTtlXop4hw2Vl6/hY5quHjpb7rHT6p8dvhrfaZcQQw67BO6qY7e6sk8sMJVIZpLe4uF2qxEm8+XnaD5cfMSdEcTT+0v0sczwk/saeW39XJdI+OXw30/R9P2a1qNjqcUQM9nc6XqM4hvF+Yy291ZK0jxyXGZBGWjZNyvFIJFCNTxGG5JJr7LiorTda3217BTw+JhVg17qjZ9FbW+n/DGZoPxw+DHhiTxTqV1bXes3GsGwkstLsNKlhht9ktzdXkVtJeRx/ZrWedrNRG6YjCeUiLGqtL4GW4Ojl1XEziv48tNL2Tu3dXe+26ufSZhmlXMKGXUJJJYaNRNaxT72dlpp2PGPFP7SOp6u90NJ0S10xXPk2kk8ovBaWwG0eXaxwQwPMTl2EhniB2eZE+Aa9WOKlRpxpUto79Hq76dr9UeIsDB1JVqmjla2ltlppZ/fpfueLHUNQ1m+e/v7ye9uJCN8k8jSMVO7aqg5SJB82yCHbHGDhYY8nPM5Tb10W9lpY6VCFNcsOnlY3YYhEV5wf7vpnn9f/103ayS6Alby/Q3rUFXAIGPf9fzyfwxS/rsPbyt+FzWWXb8iYAU9u4PWl+H4C/D9DSjWPKsMYA+6eue/wCXX8fze3lb5WuH4fofVn7FNyW/af8AhjEoGCfGmWHGMfDzxYwH5g/n70pbdtvI2ofxI9NH5W90/f2szuCgD8oP+Cns7QH4HopC+YvxN5Jxjb/wr/t/wKqj1+XkcuJ09n5c3yvY/JJiYX3FiW+9y3GDnP8A+rr/AFrbyt+FzltbZbfqQTyeZjavQ+vQnr2xin/XYNttPwGnZsKtn5lx6Yz37Uf12Dby/AyZ5ngYIjnKDG79QKW39WDb5fLf8iKPUs7kmAOOFxxkkHOR+X5n8TbTa36ht8vluRPFFeglJXhkXjAGOvT27H8+etG3l+FhrT+v67mNeWmo2sblHEv93hicfRe5z+nrRttpb5bhZLbT9DA8/VMBWtSOduWt5RnnscHIPei3kCjG6+zb1W/+ZjyLqk1z5KQmOQtt8tYWAGe7bvrx77j9T+rbGv7uC/4H9W+XzOssfC6oEku5Z5H25kh37UwcZwB85x32dO+KLJeRlddNPLojrY7G0tYUW1TYFxkY5OR3LfOe/wB8d+M0/wCuwi9aNEi7CozuyxPGMdOO3Wj8P0Db5fLctySLE4UOMHkAcYz14o28g2HeZ5jB1YjGF46DH+NH4fhYNvK3TtctxXVzbxsrIDHk7WBx9cj8RSD8PwsfWn7Dkmf2oPhaAMAnxsTlvu/8W68WkYHvSla2nS1um5rRVqsLaWT/APSWf0JVB3hQB+Sv/BUV44n+BRYDfj4n7M9h/wAW93f0/X8bh16bW6HLiPsf9veXb8z8lJZ1+8MLgZPbpVbeX4WOb00/CxntKyAsMYJzx75x24zn8aP67C/rsQzXMv7vagXAOT9du3j8/wA6Pw/Af9diucuMsfn4wPT0pbeVvla4LTy7dDOe3bc2AVIJIx7fyo28vwH/AF2GoGhPVgevHan+H4WCwNrEtspRl8wA/KzHaoyOcgdfWl+H6CS+Xp0H22oqyv0y2SAF2qODnB759aNttLfgHL8kV49QfOFAVgxCkfw+vbq3Hr3p/wBdv+GFyr0/Q3YpJfLRmGG79vTJ/Glt5Aly7aF1UBUEHjj8+9Pbyt8rXDbyt8rXGytBbkO2RjI445OMUbbdPluPbbp+pmtKZnLKSOoXPA9qBfh+hs2j+VBll3SLj5c44PSj+uw9vl8ty5C8jn5vlB4CZ+7nr/n/ACTbbp8tw2+X6n11+w0Ej/aj+F6DGc+NSv8A4bvxaTg/Sk/hfTby6mlD+JD0fy91n9C1ZneFAH5Yf8FLvAPxA8bP8E/+EF8DeMvGf9lj4knVD4R8Ma34j/s03v8AwgX2EagdHsbwWX237JefZBc+X9p+yXPk7/Il21HS/T8DmxEZPk5YvTm2T0vy9j8uz8Cvj3EiZ+BPxkkLfwr8MfGx29OTjRPl68euKq67o5/Zz/kkv+3Xp+BN/wAKB+PJQf8AFj/i+B12n4aeMwR7YOi1UbLql80rB7Of8kv/AAFr9CH/AIZ/+PJJX/hR3xgUev8AwrPxoBjuP+QJ1NVePdL5oXs5/wAk1/269PwIX/Z7+PaSLj4I/GBgeAR8M/GmEU+uNEwP6UrpdV+Aezn/ACTX/brX6DW+APx8U7f+FGfGJlBwf+LY+NT6YI/4knb9aLxXVaei3D2c/wCSen91rf5D5P2evj0qgD4I/F9w46f8Ky8afJ04IGiZGc/pUtpbW09Ooeyn/LJW/utb/Iz5/wBnX49BNv8Awor4wOpONq/DHxqSue+Boh/X8fdXXe36DVOcfsT0/utb/Ijt/wBm/wCO8bBj8DfjGOoOfhp43UbSO2NE/mPzpx5V1S/AOSeypzVv7rX6Eifs+/HSFv3fwI+My4fgH4V+O8D1O7+w8Ae/Q1V490vuQvZz6Qmv+3Wv0NA/AX4+qrFfgZ8Y8AE4Hwy8bk89AqnROPoKTa6NL5oPZ1FtCatt7r6/IZB8DPj7xH/woj40KQNwL/C7xuij1GToYH4VN13S/Qfs5r7E1b+69L/IjvfgD+0FKibfgZ8YcE8qvwz8alh3+YDRDgcHnHf3ouu6X4B7Of8AJNf9utfoEH7P3x7Ty93wM+MeWAZiPhj41+Xthh/YgwfY4PrxRdd1+Qezn/JNf9uv/Ivn4BfHwsqD4I/GHy8jAb4ZeNFCnsT/AMSXgc9c01bulb0W4vZzX2Jaf3Wt/kTf8KC+PqTgL8FvjCowAcfDXxn5YPsRouP1p2ivtJW80rXGoT/kmv8At1r9D6i/Yx+EPxf8M/tM/DbxB4p+F3xG8OaHp/8AwmIvNZ17wT4m0bSrP7V4A8VWVubvUNQ0y3s4PtN5c29rb+bMnnXM8MCbpZEVpdlFpNdNmu5pRhKNSPuSSSe8WkvdfkfvRWZ2hQAUAFABQAUAFABQAUAH+RQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfL1l4u8eDRvD3xZn8WTzaH4h+I+g+FZPhydI8PR6FYeGvF3xHtPhrotzZ6vFpKeK28T6bNqml69ql5d+ILnRLwx6lp1podrHJZ3MAB6N4F1fXr3TvihKkkmsalpXxB8a2Gg2l9dMsISxgs20vSlmkYLa2Xnt5QAZY4UldxjmgD51PjvxaPDNrqulfEj4p6n8aWgspT8Kb74aWVl4cn8USLF9p8IajpR8BwX2geE0vC9lP4vPjUnT7BP7bPivU4G/wBOAPoH4x6xqWj2HhYDW9W8KeEr7xK9p488W6Fbxy6l4f0EaBrVzYyLcyWOpro1nqXiO30XStQ137BN/Z1reOqz6a9wmq2IH9djy3RvFniV4LFdO8U69r/g0fHPwdoPhDxbqai11LxL4WvdAtbrW9PmuYNN0lNf0Sz1+S/0+x11reUavDAY5LzUWsjf3QH4H1tQB8/6hB45s7S5kh+Pmjy3aXWqaTaWn/CH+EDJdeINK0m/1q70GKNdQMkmrW2mabfahd6dGrXtvp9leXksC29tNIgB12h+NtZb4X+BfF0nhvW/F+ueI/DPhS/udJ8LQ6PBcSajrWhW+oXFxnW9X0XStP04XUjrJPc6jHFbCWIHKbmUA5vRtb+MPhu81XU/GnhE+JtG8SajFqemaX4G1HTNQ1X4cQ/YbLTB4b1GLWZvDg8S2DmxXWrnW9Fe6vYde1nWLJdKk0GzsdUoDb5fqe69Pb9MUALQAUAFABQAUAFABQAUAFAHjdt8GdMtdYs5f+En8TyeENN8UTeNtL+HckmkDwzYeKJb+bWUvFuk0lPEk+nWOv3E/iPTNCutcm0rTtZeGS2t1sbHTtPswP67CeFfBAv9L+Iuj+KLHU7Ww1r4neI9atFtdV1XQrq60+WXTprG8t9R0K/sNRignkgY4juohMitHMjxsyMAchb/AAR0L/hY+qxS23jf/hDV8EeH3sCfiV8RxZ/8JM2u+Jl1cJKPF32hrn+yl0XzY3cwLEYmjUSPKWAO98e+GdU074T6/wCGfh9pt7qWqRaW1voem3GvalJf3Dy30c06f27qvinRdRe4EclzJDJd+LNNyyx2/wDaFvDgKAfMfg34c/Eyw8Z+ENSvvDfxc0+w03xFpt1fyy6h4T+wGz8xoJxq63H7W/jd5NIiSc3WoR2XhbWdReG3ZbCyuLkxwyAH3Dq41b+zbz+wf7OGriE/2eNX+0/2aJyRj7Z9j/0rydu7Pk/PnbjjNAHy+PhR8ZPt+n3suo/C6VLD4meJviU1s0Xi1I7m68T+B/FPge60iRkYOlnDZ+Kbm8jnQidp7aFDhHcgDb5fqeu2Hw10nWfCWgeG/iJ4V8GapH4Zjjs9G07T7fUL3RtM0+0tYbCwjtTrbSX3nx2UKQSySyOXCg7mJY0AedeD/gB8O4/EPxUOt/DTw/8A2ZL4809/B4u9Mga3HhwfDD4cR3Q0tSW8mw/4S6PxUZI1CA6mdRmKlpmeQA+k7a3hs7eC1tokgt7aGK3t4I1CRwwQoscUSKOFSNFVVA4CgDnHIBPQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB//2Q==)
(서울=연합뉴스) 이지헌 기자 = 서울대 공대는 17일 교내 엔지니어하우스에서 `훌륭한 공대 교수상'과 '신양공학학술상' 시상식을 열었다.
훌륭한 공대 교수상은 에너지시스템공학부 홍상희 교수(교육상)와 기계항공공학부 이우일 교수(연구상)가 받았으며, 신양공학학술상은 기계항공공학부 안성훈 교수 등 6명이 수상했다.
교육상을 받은 홍상희 교수는 1979년 원자핵공학과 교수로 부임해 교육과 연구에 매진하며 불모지나 다름없던 국내 핵융합 및 플라즈마 분야를 발전시킨 공로를 인정받았다.
연구상을 받은 이우일 교수는 1987년 기계공학과에 부임해 플라스틱 성형공정과 관련한 연구를 통해 산업체에 많은 기술을 이전했으며 이 공로로 미국기계학회(ASME)의 석학회원으로 선정되기도 했다.
정교수 승진자 중 업적이 뛰어난 교수에게 주는 신양공학학술상은 안성훈 교수 외에 에너지시스템공학부 주한규 교수, 재료공학부 주영창 교수, 전기컴퓨터공학부 김남수 교수, 전기컴퓨터공학부 이경무 교수, 화학생물공학부 안경현 교수 등이 받았다.
pan@yna.co.kr