再访广岛 【德】麦考·帕默 著 郎伦友 译 第十一章 第四节(下) 11.4.2 在幸存者身上观察到的稳定的染色体畸变 图11.3 在原子弹爆炸幸存者身上观察到的外周血淋巴细胞的畸变 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fm3q37MXxX8CeO/jp/Z194u1STUNGQ6brSyt5txcCPEbRHqWUEgYrH+Pfwb+K3w88Q3Wh+F9T+LGreLYtNs08NSx3sjWE4Z43uPtLhdqTDM2CzDgAYr6+0b/gpn8NtZ8I2V9ayakzXXis+EfsCov2mxvBLJGGkXdxGxjYg9x2r1rRvjf4N125vo7PxBpUv9np5120d4u2LGB87Z4PSgD870+DnxC8c6x4u8Otc+OvEUN54k0S5uZLizns4dKVLwNKsZkGJmUAkyJx0NeleO/hV8W/C48Q+H9FufGtxY2PhrXzpt2bstcy3MlxG0I83GMgbgnoOK+xl/aF8DWfhxdYk8XaHHo8s4iW6N8piaQkDbuz15HHvVq4+L/heXUrHTU8QaS2oX3+kw25vQsksfXcoB5HIx65oA+NvDvwk+IuifGGTVLZvGjWVh4m+S1S+KwtZHRPm2jH3ftJP/AAPmrv8AwTM1PxdbfFHXofEFv4qt9O1Lw7pxhh1XTp4447xXmNx5ruArzldm6UYDcccV9IeJf2uvBfgzw02rf2xZarHHei0kTTJEmNqTx83I4z1Pqa6XRfibaeJvHs2l2MlxdQW1ulzPOuGhcSZARTnllxk/UU0GrJ/ivpl/e/DfWLfRVk+3zWjiMo/lyMSOFR+gPoe2K4T9lb4deNvhzYaxD451qXXNQmvRNBeM+IvJMagIqEkqAcg88kE969dS4WK32zOuyE7izcKF7flUEN5BPdzLGVl3YbGdwq1USJlQky7qVxDbaZcM+1RjvVPSdfsV0tD9ot4+5y4FWtXtI5tIn86NplI6L3rN0HRdNbSmxYMuRz5i7sfTNZlDdb1vT/7V0lheW+fPI++P7prSh8QafM/yX1u3yYwsgrO1jw/Ytqel4sof+Pgn/VDj5DV+Pw5p9qd0dlbhgv8ABGKAMvwPqlnFpJLXiqGuZiN0g5+c1PrOsaeL3T1N9DxcH/loOu01W8D6Va3GlSK9qvyTz4DxAfxnpVjXfD9ib7T/APRYv+PjOBGP7poAvf8ACQ2TSx7ry2Xk9JBWdoXiDT47q52X9q26U5DSDjmr8egWIljH2OHqf+WQrP0Pw7YC6uP9Dt/9aR/qR6mgBvjzW9Ol8Pzbr+NfnX7so9RWrFrdlsXF3Co46SisfxxoVidAmAsY2PmL0hHqK14NCs9i/wChxDJHWMUAZOi6xpo8Ra0v26Ft2zOZBxxS+OfEmnQ+GrhvtVtujKDmQf3hUWmaBYr4k1g/ZbcfNH/yyHpR8QPDljJ4bvP9Dg6p/wAsh/eFAG4muWLW6/6ZCo2LyJBWNomt6fF4t1bbfQsxVM5lHHFa8OgWKWy/6JDwi5xGKxtH8P2P/CVas32KH5kTH7oc8UAaeu+I7EWUhF5a/dH/AC0HrRYa3p/2eAi6tQsnzSfvB1qHX9AsWs5P9DhHyD/lkPWpdO8P2KWVrmzhxt5HlDmkwKUep2Z8Uwzfa4mZo5Adrg4GRitC41uxGnMpuocqrHg9eD0qjN4esYtctXW2i3tFKhAG35SRngVx/hbxbfa98Sdc8PyeDrjT9J0q3L2upzA7LokDIHHue/ariB1nhHV7Oz8N6SEvImXyussgLdKdcazp/wDbtlJ9uiaT5+BKMYyKb4M0Wzl8PaWrWatth/jiHpU154csY9fs/wDQoF+V+kY9RUgaE+u6eFf/AEuz8thzlxWf4f1uxWxbfcW6rDLhcyg1oT+HLFo5P9Dgx6eSKzvD3h6xFhOHtY3HmYwYhwaAIfFviTTWksE+3WhZbxDgSDjOa2X1uxMO37Zbc/8ATQVheLvDemmTT9tlbq/2uMsfKHNbb+H7E9LW24Gf9WKAMHwDrNii6x/p8Tf6bJwZRU3jLXbF49M3XkKbbtAMSjnrUfgXw9Yomsf6LD/x/Sf8sh7VL4u8PWLQ6b/okP8Ax9p/yzHvQBr2+uWQZf8ATIW4PWUVm6LqdmuqXRhvPORhu5lDIDzVybSLK0gaRbGKR442YKIx8xAJx+Ned/s2eKrr4k6Vql/qfha58MzW9+0KQTqR5iDowyBVLYD1qwKyJ5i/xAduKsVXsHUqyqu3aSMdqsVnIAxRUYuAyMR/CcHJoS5Vow3TJxz3qgJCMivBf277GWX4VaNJHeGNV8T6MGUj73+mx17v5uc14F+3ppt5N8ItHZbwqi+K9FLKsQJIF7FxQB6h4e0SSx8VaxI1zcSx3LqRE+WCdenoK+Nfjt+y142+NX/BUS48SWN54i8L+H2+GD6YNRs5TGpuhdlhFn+8V5+lfYXhvSrv/hONcmk1G6MbSRlUkj2ooAPCnPNN+NHxX034G+AtR8S6osj6bpMX2iZ1OScnbgZ+tAHwj4W+A/xQ8L/D+/8ADsKeKrW3kXw1bSXFrKVlu2F6wvXJHYxY3+orDvvBXxM0LUNd03Qx8SI/GkNzqVtqpbzfsMWjmc+RLBJja9wIgm0KxIyRivriz/4KKfD7V9W+GFtbSXkq/FK0urvTbhCot7BLeISyC4Ib5DtPvXo8fx+8InwbFrcPi7Qf7FNx5P2z7arRs2TlM+uQfyoA/P74PfDr4g/F6Twyt0vje50/SfG1zeprE9rNp7lf7JkiASCQb4k8w4ychmyR1ru9G+C3xM8RjS9F1a+8eQ6bceGvDVu8kV0yzSTx3UhuvMbHUpt35+8OK+y9Q+Mvg/TdXsmuPFWjwzakA1mr3qqJU6ZUZw3IPNT2Hx78J6vqGq2tl4i0m7uNGU/2iI7gH7BjP+s9OhoA+DLn4XfFr4K6VqFxbt4+1K2uNJ8TwXJF0001qgvE+xyRhRlmWLOxRzjgV7l/wTJbxNa+HvH8PiK7164s7TXY/wCyG1KyltXlgNpEW2RyfMF8wvn/AGsmvXr/APaj8I3HiPQdNt9WGpR6xb3F3He2cqtawiF1VzI+eMFuldR4C8daf4y1HXbS0gvI/wDhH7tbN7qcfLcFo1k3Rtk5XDAZ9c0AeUfDDwN8UtNv/E0zeINHsbG712eS1jvrB7qTyWI2YYOAPyrx74J/s8/tKeFv2zvGGu6145huPBeoQONPiulae1jfIxthEmV719n2muWWoLceTdWz+TJ5LIrjCuvUH3qs+vW5u/KjmtpJ8kOolBManuR7V0QxWhz1MvlUadNaHk/gDwP8Q7L9paXWtc1iz1Hw7JoP2aMWsBt4VufNz/qyxOduea9ovtNmup2MNw0Y8scYqqNftPtSW0c9uJnj3+XuGQucbvzp1zp99cvmO+aL92OkQrGVTnZvGlyK1rMoxaBcHxC2byRSICPl/CpdW8PXEOluf7QuPlX35qlBo+qP4hl26tIu2PvAPapPEeias2mzr/bDjKj/AJYDjmpGXtH0KX+z7X/Tbj5VxVWPw/KNcOb+73LngA4/Gm6To+rR2EX/ABOH7f8ALuKhi0TU18QSzSatI6KMFfLCgD1qkrA9dS/reh3J0mQNfS7c5+6SaTRtBl/syNvt1xmQhmzng1zfxE8e6X4B0do9Y8YWWhtKwZWuyFJHpz61peD7a/1DSobq3186ha3jiaNktxtCnBAzScWtRKVzW0TTZrDxXdtJcNOsiDbn+HFbkX3I/rXOeGbC4sfF1/8AaL1rveuVBTaI/YetdHF9yP60hk1FFFABRRRQAUUUUAFFFFABRRRQAVi+O9DtfE/h640+9ikmtbxDE6xsVY59DW1VHXZTFHDjP+sHR9v/AOugD5/1L9lPV/Dl9I9h8a/GHhfTROHFrDFpyQ/dxsy0W4/ic16R8GvhJZ/CTQbu3sdQ1HWJtSumvLy9u3BeeZgMkgYAzjoABX50ftzeLtYtP2ivHmjzafP4w0ex1+316ztRfBYxO9tHbfYXPIi2BjcAN1IHqK/R/wCCmgXnhj4Q+GdNvr2fUL6DTYRJcyKVe6kC8lwefzoAzP2ktb8SeGfht9u8OeHYfFE8Ewe608hfMeEA7/K3ELv9MnFfD3gr4GeNPA3jWz+JGm+GfEGoeGND8ft4oexvJYf7Uu0fTTanytpCbVdsYYg/Kfav0cFibohpG2tGQ7rnhfbFOs9P+zRqqxxpwT5QHynnrQB8s/8ABLn4T+LPhp4T+JmqeK9Lk0e58e+OtQ8SaRbTlDJFaThCgfZkA8HPNd1+3B4V1C//AGafiLdN4g1azhbRJv8ARokiMQwoyVypP5mvbkspGk+do02twAOq9q8g/b+1HUNI/ZF8dGxsV1CZtInV4hMIwiY+9z1xQB1fwt0e6vPDsONWvv3EduANqDH7hPauq1qykvrO4VWWMsm1fM/v9ice9cN4D17WrLw032bQ/tW2K18kG6VfPzBHnHpjn8q3dZ8UaxpNnM39imZrd4ljj84fv97YOf8Ad65oA+G/iN/wSz8ZXd54O17w/No9nrkfj5vEHiW3lkbydRgSWQwSLgZEiI2ABgHcc5r5T+MP/BP74yfDHwn4l8YeOxZ6fpC6CmkXGJ5HtY5P7WW4TasOZDGUwMnLbzj7tfsw+v65ELwf2CoaOMNE32hRvJGSv4dM1R1PUL6/mu7NtDjW3RRlvtCnzDwcYI457mgD8f8Awp+xz8TP2ufhj4lv/AWiwadZyeLfEqMySyRXEAu7WKOBtkp2bS338Dgcrg16v4X/AOCcHxy8G+MfDOp6dpHh+C60210VL+e7vJXt7k2NqIZXkAYsJN3+rCYUgneM4r9LZtR1TTPD7fZ9CWMrAHkiWdEIf64xn3qbTta1a7ihc6J/rLcO7C5XcGwPlJ759aAPy58Pf8EuvjR8RvGepNqS6loNvq3g99IkvftEP7mY6j522JVyMGPncwLc4zX13+xH+y544+BnjedvEMdhb6Xo+j2nh3TriKd5Li9gt9+yRgSV3Nv5PGa+g9L17UtRuYbObw+2nbojI7pcrmHBOB+P9adP4k1uJPtE3h9I47dGZv8ASVyFA4pNXAk+JmgX3ibwHqGnWcO661CB7cCVtq8jGXI5C/TmuP8A2ffghe/AbSr6xk1S61uPUrr7RJe3LBrhG2AYIAA2jGBgeldhZeMNXu9OtphoW4XBxg3K8A9DUMPi3V21RIW0P94ybt32teBnFLlNFUaOk1mF5NFbbcNblRyYxk/rWVpWmXFzYN/xOtQcOduNiDb+lQz+I9cu7OeL+wWgXeU3i5Xp/eqtY6/rdraJ/wASdm/fBAWuR8w9aozNDUtAuv7Ts/8Aicah/rdo+VMfdPtVxfDV4rf8hzUT8ufux/4Vh674h1z+07Nl0PcsNzkH7Qv9w1zPwq+MfxC8V6z4th174dnw/Ho9yItGmOopKuuW+4gTAAfu8jnaeRQB2Hg7QbqbTmb+2NRws8o5VOfnPtVi/wBLmF1Yk6tfN+8OPlT0PtWV4P8AF2rPp915ehSPEhkdXMoUvJu+ZMexyM98ZqfVPEGsQXunx/2Gw2sXH78fMcH5aANgeHbzzVH9tajzn+GP/CqOleHbqSWVf7W1KTbLnlY+OfpRL4r1xYlk/wCEeb5Yy20XK5yB92qPh7XNXRXkm0dovtCO53XKnD54T/6/tS5kVYl8beH7mLRJC2u6jHtkU8KnqOOla8mg3lxEu3WNQi6fdEf+Fc34n8SavP4aQ3miLb+Y4WfFwrNbjPH1zx09a0NN8U607xpJ4dWBXm8vd9pU4QYw/wCPpTJIdE0a7Gu6tGuuatcMhTO5Ixs47cU7xvol1F4fuS2takoUp0WPjke1U7LxBrQ8Qao66QzCSdY8C4X7oyM/jUnjrxDrB8N3edDXh0UE3C8jIoA6BPDl88K41jUhuUfwx8fpWXpWlXbeJdTh/tnUmaFUz8sfcfSq+q+J/EmleGtXuLXw/LdXFrDutYjdL/pJA6D+7XP/AAh+IPjDxLpd3qGteD/7HvJAALdrpWbjjk0Adpqug3kVrIW1jU9u3nCx/wCFOstAvHsomXXNSYeWG+7Hz+lZ/iLxNrh064A0EN8gK/6SvzHIp1p4h1xLBF/sH7sA6XK9fSgC1Jot0dVgU6xqSsYXI+SPB6e3Wpk0a6gsw39rahMu1s7lTng9eK81+MHxZ+IHgzW/D/8Awjfw/wD+Ek+1EpeR/wBopCbSLI3Sgkc4/ujk12o8Va/KkazaBxNaNK0iXK4SXkeXj6c5p3sJNMs+EtEum0HTyNa1B90QIG1Of0p99ol5Jrloo1XUofkfosfzcjrxVbwrrurf2Jo6f2IVjktd00nnD/R3x93Hf0zRPrWsNrOnsNH/AHjRTMy+ePlwwx/30OfaoUrjNZ/Dl8qMf7a1Lj/Zj/wqno/hu8a2mYa1qWGlyMrH/hRB4o1qe0t/M0FY/tDMJF+0qfKAB59+n61T8N+JNcazVW0BY1a4KMTdKdsfGJPx549qoCbxDod1byW27WNSO+4UD5Y+P0rT/wCEcvH3/wDE61AbTj7sf+Fc/wCJ/EOrmKx3aSist+FAEwO9cnDe2Rzir+o+JteiMnl+H/O/eD/l7VaAKng7Qrt11TbrGpfLeSA/LH7e1P8AFmgXSrpu7WtTXdcpjCR8/XisvwL4k1doddMOjee0eoyLjzQvp3qbxFr+vGGOV9F8sQ3EZRTdKfN4OQPTH61XKSpXOjg0a8Me4arqTLg8lY/8Kq6TaSJffLrF1cc5ZZIwMn8BUN94k1y3mkWHQfOAQMuLtVyTjjHan6Dq+rf2vKJNLCQMFDOblW8s854oiUdXabvL+Y7j6+tSN90/SoLGZXZ1Gcr1O3H696mkcItZyA8b/aO/at0v9nW68P6I2ma94t8WeLJJP7E0TTIl+0agIsNJ874jQKpz87DPbJrziT/gppot/wCGNGvtH8K+Kta1nVlv5pdEtxCtxp8djKIbvezME+RyAcMc9s1Q/wCCmU3xouPD2j6N8JvBs/iCHWorqPV9TtdRSy1HSowo2fZ5W+475YAgHHFeP+HPhT8T/hP4P+GfifQPhDeSXum+FtZ0TVdFvNZhkuTdXUsTC4mlwBJJIUZ2IHJNUB9ufCH4waP8Z/AGk+JPDOoJqGj6ojNbSyKQ28MQ6n/dIYfUVwP7eNjLe/CfR7hby4t4x4p0YlABsk/02P2zUP8AwT4/Zo1D9kb9mbwv4K1C4kvbjTY55J5yOjTTPNsAyfu78Z9q539s34N/ZfBljrC+JPFE3meK9IP2SS6/0df9Nj4C46c0Ae9aFbeZ4s1do9QvG2yJugdRsj4P3TjvXDftl/BrUvjr+zxrXhXSvLW81DyWQyHH3Jlc/oK6zw54Ml0rxjq9w+oaxcR3Do8ccsu6NMdQoxwK6jU7+PTbP7RMNgyASELH9KAPzO/aD/4JUfEXw18c/D+ufDaPQ18LW+n6ldanbSTyfbP7UvbcxTyQg/Iu4BAq8KCOgryXxd+zf42/Y01DUPGfjq1mPh3VNZ0GO2Gohriacw2siS5jt8qrq3CkAKRy2TX7JW5FwOny4zytZ92LXxBdSWUkAZbV1f54tyk/iKAPxP8ABv8AwTe+Pvxq/ZL0TT7PTLjT2utKa2tgl0AsY/tc3WJi5LjMXTZ6gdM19SeH/wBiP4xeEPEOvS+HrP7JZ3OoTXsq6hKjSiN1AzZFeGm4PE+U+771+hl9NHokDXBEwjhAURopwcnGcCtCFSB8qgIw3fdoA/LuP/gl78VviTrOste6lqHh2xa1eSxmupoxdalcsQwiuBGCixHnf5YBzjFfZn7Jfwd8Q/D3UvH15r9tHZv4s1mC/t7dJS/lxRWcMB38kDLRkgL2I969usNRW5v57dYypg5yyHnPpSahJb6fbtI3mKuecIe9AHkXgX9lx/C114ikGvapEusa5PquFZWVfMx8oyM4GK84+Hf/AATfi+Gn7SPiD4gr4x8SXH/CRRPDJbTTBo4yxByi7eOlfVSQ+VEmPutzwtMhuo57qRFaTdDjOUPes/ZnpUM3xVKLjGWnoeUeDfgBP4U+N/8Awkq6nJcWv9kf2eUlbLZ8zfuxjFep32ltey7luZodsY+5jn86kvB5SecBuPTG2s+/8PLrH7z7XfQZQLmNiKqMbHHWxFSrLmqblW30yb+3yv8AaF9/qTncEx26cVZ1TRJJ7Ns6he/Mvov+FZMHw+xrbf8AE31ohISvMpwOnTipdT8BCOyb/ica0oVevnf/AFqoxNLTdElSxtV/tC8+Zc9F/wAKqt4fuJNTDLqV9sJJkTCYdR26dKr6d4JZNPt/+JpqztH8qD7R/rR6niuV+Jc9v8N7Oa+bU9YmvG/c2ds0+FuZ2HyxKcd6q1/eE5WVjzH9tHxHNc21n4bt5Ly5ks7qK+1C7aGNikBbaI8kfe3FTj0r6J0jQ5o9LgEd5dKoVQg2ooUYHoK+Dv8Ago1rviT9j39kHSbqz0/xL441jxF4lgGo3EExSa3VudzHBO1cBcGvtL4f+H5fEvgzR9Qku9YtG1C1jmeFp8mIlQcdK6sRFKnFrzOTDVOacl6HQ6NZyWniq68yeaZWj+UuBx9Mf1rbi+5H9a53wtoS6N4mu2F1fXPmp/y8EkLj+7W/E2Fi/wB41xnYWaKKKACiiigAooooAKKKKACiiigAqlrKh4fmWNuCV3f3u1Xax/HGrzaH4fubu3tZL6e3jaSO3jKq8rDoAWIH5mgD8i/25PGvi74a/ts+Pj4T8TeO5PD+s6naXesxaR8OrTWbDRboRxJtnuXcMGMaqeRwGBr9Y/h7qsOu+DtJuItQTUo7q0jeO7QBVmBUcjHA/Cvgz43adqg+Mnjy+8K6n8RtN0vxPqEM+tW+iahozWl3L5EaM589i4wqhSBjpxzX298EPDuneFPhL4ftdGVYdHtrGFLSMMXAGMDJOTQB2sMUcStjbjoWJyT9aUyeS+W+bsOOTXn37QPxtsf2fPhnJr+rQ3V40c22C0soy8t5IclYk7BjjGWIHvXBfDD9uXRfHmjeK5dY0XV/BeqeEE8y80/WWjMqpsWQMGjZk5DAAE5yaAPfBkyq27cucMAP0ryP9vLWrHRP2TvHrXlxa2qy6LcIryvgkkcAVvfs9/GjSv2ifhFo/jLRY7q20bXreO8iSddsy7ufmH5dKwf210N3+yl8RBIm5f7EnMZkUNGOO3egDovh1run2HhdfO1K0XbHbFiX5gzBHj8T/WtHxd4p0+LTG2ahD8lzAWbfnGXFQfClRc+HYxNHazeWluIwicj/AEdPve/9K0vGEKrZruig/wBdAWwn+2KALB8X6XEZFbULWTyQXk3N91TzWfpvi/R21jVIGvrNmDCUbm6Jgda3GhtwZGaOHd/EFTqO1VdOt4ZNQuv3cILSYyIx02jigCjqvi3SRpsv/Eys/mAlG6Tgp6fSrGn+MNLeCFlv7RVkj3fKwwRVjVIoP7PmwkGPLyP3f8P5VJpsULWMO1ItuwYxH0GOaAMe38T6fc+L1lXULZo5LQgAt1IbrTvE/inTZ/DF1JHqVnG1xbsqyF/kHFXEhh/4ScJGF2/Z8r+7H976VN4jhgTQ7n93DGViby28scHHpigDM8MeJ9Ng8Mae0upWUnmRLGr7vlZgMEioP+Eo0k+MlZdQ0/Y1tsC7xnOc1paGsJ0KxY+SysFCny/4u/akVIm8VR/Lb7TCQB5f8WfpQA4+NdLuYGjF9a7VJhYGTq3pUen+LdLhsEVry0k2SGP7/wB05rSnS3W0mYLGuwHcfLHDevSotKjhlslLrHuzziMc+h6UAZuteLtNGoWv/E0so/KnywZ/vfKatWPi7S5ZriRr6ARwEI6s3+rb2Poak1a2hS8s90cJUz4fMY/un2q2tqnmOY4bfLYyCn3vWgDC8O+MNLgsJlbVLa4eGWWVjG2Nq7jgH6VJr/ifTZ9T09v7WtYfIm84qX5ZdpGP1qx4TtkTTJWZYebiUjZGORuPB4qfWLWNtQ0/akPMxHMY5+U8dKAIZPFGm2+3dqVupmzMpL87etclJ8avDej+LItLutXsWutQ3SW9sJBvkQH5pR7LkZ+td1JBmN0kitWZiQnyfwd8/hXlesweJLj412n9neH9JuNAQf6Xdyp++tgMYC+xGT+AqoqJMpM2LH41+Gfif4OnvdD1zS5oxdfZBOzho964JB7Zrsrfxbpf7vdeWq7TsOX6n2rJ1Lw1p+iaDMmm2dnDFdThxFsVI2bjJ+tdFFb26W3+qjRtwHCZ+aqmktiYM5vTPGmkwavqGdSs3aaZYkCv91jnGam8aeLtNl0KaMahYLhlVi7/AMWRxXH+PNf8Waf8W9JstB0nTNQ0GWZRqc08e2S1bjaUxjPG71ruvGMMP9gz7Y4SqyKJC8YwOR6VmaFg+LtPa2Vvt0EfkuF+/wAHpWbpPi/TZPFGrN/aVtJGoTIMnCcVvWkNv5O1lX5iDzGP8Kz9OhVPEeqbkhEfyYAjHPHfigCPXfG2k2lgzSahZ/ucFxu6g8CpbHxZpcFqS2oWvzDf/rOi1NrqW9pZSSSRwswUbh5fGM/SrNpBCbCNmjh+4Cf3Y6flQTJJ7mJd+JtOn8RW8n9q2axQ20kzxh/mwCPm/wB0d/rVHxL8VdB0XUrPTbvVrO1vtULfZoFk+a4AUnC/QAn8DW1c+W/iGGNVt9v2d22mPkjj26e1M1rw9Z64C0lrbSNHEWWRo+VI9D1FBrT5epX8P+IrJNH0xRqlvJutg6qG4mGPvZptz4v02LWLH/iaWqLcQzGNi/3mDAHH0q34afzPD+ntNHDJK1sMyooXafofXtTxZbtVtVaOPd5Uhz5Y9RUxp2IETxNplyIyt/byecCq7X43DnNUvD/jXR5INq6xp8zPKYQFk6uOqfhn9a3Ut7cQx/u4tuT5Z2c7qqeH4Y57bLx2+4SHG2IDn8qoDL8QeKNOT7G0d9Y7RdbGy2fmBxj8Oladx4x0uIHzNQtA0bfMN3txVfxVFDA1ju2qrXQH+rHLflWjqiLa2N09vbwzTqDgMgwW2/L+uKAPIvEHhdviH4j0/ULXxk2gweH9Ukmu7a2OF1BcqcPgj09+td74n8ZaX5EBTUrENFKrsGfpnofrXL/sy6v4n8U+C9Um8Zadp2k6rHqUkTx2aZRgMY65rs/FmmQxR2MhWCNjdJuPl53gZwDxWhnEfqXijTZ4WjbULeOQRli4f7uRgH8M1w37Ong5vhTZalp+oeM/+Enu9Qumu43nb5lRuijk9MV6kLW3kWRjDG6sf7g6elZ2nt5N9ceZFbrtGUYR/Ns7VMS2bVnLv3LtIC85/hP0p1ym5KjsJxKpwzPjHJFSz/6us5DKDxSNNGnzGOQEO24qRjpTcfu1zGzYYgbm9Ohq88W8YbncKI0Med3KqOPaqAoosk6L96N1GQ24nv6V4r+3noVpcfDHQ7yR7ppo/FGjhUjuGVT/AKbHyVBwa973Lg+3Wvnj9vTQLDU/hzod7II/t0fijRvIPmlcp9tj7ZoA9X0zQVm8T6sx1KSTdIrNEJz+6HPGM8Uzxl4ct38LXHk3l1bvNIu1nuG+Xke9V9O8L6dJ4x1aYMpM0yGTLkfMAeKm8d+FNPk8NXexVVvMTfukOByOlAG0uhWzRDdcXDttAys7Dn86x9J0BG8VawrXlxIirHhBOwK/L9a0o/COnyptkRdxCn5ZTj+dZWjeFLc+L9a3LD5e2MD94d33frQBN450iEeF7pobq5tXYp8zzE45HvWnF4fthDF5k90zLGPmFw2D+tZfjjwhY/8ACN3CpHHJnbw8hx1HvVzTfA2nwQLuhUMUGCsrY/U0AU9O0W3n8SajuvZpAqKFVbhspx9e9TeMtHtbfQpG+2TRghRgznnke9VLTwZY3vijUDJHE7wooQCRlxx35qz4s8LWUfh+RY44/N+XIMhPGR70AaNjoFr5cO2a8XAB+adjn9aztJ0KOfxJqIN7MyqVwBOeP1q7Z+CtNjiiUR5jA6mU/wCNZOm+CrKDxBfNJCqxtIgQrKcn680AaOueHoU05sXFz17XDD+tSaX4cgbTlBuLkfOD/r2/xqtqHgnTZbILs+9J/wA9D/jViw8IaeLP95GqtuGAJT/jQBAPD0EniK6Rbm6A2D/l4bA/WpfEfh23GiSp9puN2Bk+e3r9app4Ms5fEV1mJRFtHPmnP86f4k8F6fLpVyNiiNgMHzT1yPegCxHpdra2qZuCqMmFb7Qdsajqc15N4d0FvjJ8Yrq/u5C/hzw2SulRNMWF1OCA0/1RlIHX71afxJRdTP8AwiWiWyvqGqRRDUpzIfKtLfPzbuc5ZdwUr36103g34aaXoEo0+NUW0trZYo4hId+AAMk57+1bLSFznu5Oxw37Z2i24+EcjNtuIxcQ8TPuiP7wdc969b0zw9bjSrUPJMNluiJ5c5C9PQGvJf2s/g74t8feHY7PwhL4btUjMbMdSeXoGyfu16V4G8ItB4Uso9S8hb1YFWb7LIWTOOepq61XmhFdgo0eSTfc1NCsfsPiKZVmkkj8oYDyF9tbUI/dx/U1ieHdGTSNem8lQIZI8q27cW+tbcfEaD3rmOgsUUUUAFFFFABRRRQAUUUUAFFFFABVLWrWK9tmhmhjmjmQo6MPvKeo/GrtVdUXdGF2nawKkjrigD8of2l/hf4f+GnxS8cTWXhr4K+B/C9v4mj0aw/4SHws8pvJjapcGYz+aiqpJKjI+9jnPFfpH+z3ded8FPCMzJDayTaXC7QxwmKPO0Zwh5Uema/Pz9oLWrfxF+1H8WPDur/FbwHbaPa6/aMnhvxdYQyLbSeRARJE0gYsp6A8YY1+kvhdU/4RGxVWhuFS1QrLboPLddv8GOxoA86/bL8VeOvCXwD1SX4deFYfFXiq5V4bO1mlVI4CynEpz1wccDHWvjT4FfsKfFD4hfB660fxFot/4O1g61Lq+qTeJ9Sj1/8A4SjNsUWGTy9h8tWKsoJO0xrX6QwSrMV271VQAF6FB70ABoNyx7tv3WDbmoA8J/4J2/CHx18Ev2bdL0H4gX1nda1ZnbElrAY44otoCqw3NnHPeqf7c/wm/tn4J/ELVv8AhIfEVuzaFMgsoLvZa4CjLBMcdP1r6HFuIl/dlv3nUsckV4v+3/LrmnfsneNjoenafqE/9lTJO11cGDZFjkrhTk+1AHU+CfBbaj4VhX+0NQtxcR20qtbybG4gQYJ/CrvjbwbjTx/xNNSVTNb/ADef/tioPBt7rUXhSIW+n6Wypa2xiJvWBkbykzvG35e/TOcD1rS8WTanJaKslnY+X5sGB55/v/SgCxceBllEu3VNUXA6rP1/SqelfD4NqWof8TbWB+9H/Lf/AGR7VsSXWsRyzItlp/l44zOR/wCy1T0q+1hb2+/0PTctID/x8n+6PagCrqfw+8uwkP8AbGscR/8APx/9ap7D4eiW0gYaxq/Efaf/AOtVjUrzWDYPus9PAZMc3J/wqayvNYS0h22en/6vn/SD/hQBgReA1HjX/kMax/x6d7j/AGvpTvEHw68vw1ef8TrWm/cP9649vpV1LvVm8YZax0//AI9e1wf730pfEl3q50G8BtdNULC4Ja6PHH0oAqaB4D3+GNLH9rar8sadJ+vFRp4A/wCKti/4m+sf6k/8vHufatDw9dav/wAI7p4+x6YcRoQVuTg8dvlpiX2r/wDCVx/6Hpvywf8APyc9fpQA7Ufh8o0+dv7Y1jp/z8f/AFqh0f4f7dKX/ica0xkBI/f5x+lalzfatJDMjWeneXjk/aT/AIVHp0+qJY/8etku3hAlySG+vFAGTrvgeOO8sVbWtVVvO6G5wfun2rV/4QZWmP8AxN9U6D/lvVbXpNYl1Cz26ZpMribP7y5IP3T/ALNaYudY3t/xL9Pzjj/SDz+lAGB4U+H4bS3H9sat/r5uk/8AtmpNY8AgXun/APE21f8A15/5b/7J9qm8I3esf2e3+g6f/r5sgXB/vn2qbVZ9YN/Yj7Fp/ExOPtJyflPtQAo8ADYsn9qaodiY/wBfVDQvBC/bfOGs6s3llgyG4+Xk9xittb7WFGwWNjtYZwbg8fpVTTpNUjmkMNjprGQ5cC5PBH4UKPKLlR5v+0l+zPF8YvhvDpTeKvE2jLDexz+daXPlyna2ducdDV7wn4i8O654xvPDdn4m1+bWNHVWuIWkIA6jrjB+6a7TxVPq0mgP5llp/wB9et0eOR7VV03wpNpmsyXkeg6HDcXLBZrqOTEzJ2JO3J6nrVqSe4uWxX0/wV9v17UAurao3zxPgT8pxTPFvwz8vQ7orrWtfNIpw8/HUe1aOhHVrfxBqjrZ6aQ7KqkXJyQOmRjipvF1/rDaFNusdO27l63J9R/s1EuW5SCD4fb4V36vrC8jpcf/AFqy9M8AKdf1ZV1rWWxsz/pHTj6VuwazqRHliz09myCF+1fMR64xVLS59Xi17VG+w6cN4U8XJ547/LWhJD4k8AbNIm/4m+sZ2r/y8e49qsWnw+32IP8AbGs/6sf8vH/1qm1281drGTdZ6evyjJNwR3+lWLW91j7Ev+h6fgxj/l5P+FTIEYreDVs/EEf/ABNNSkY2jgK1wN3bkD+tWE8N7opt2pakvysE3T4Zvl9MVZuH1Q65BL/ZultMsDqrm5O5QcZGNvQ+tc9pDeOG+J2sQ6pY6O/hrbmynW4PnY2DORt4+bI69KkIo5W8/Zi/4Tfxj4R8WN4y8VWraBYtbjTre8/0LUAykb50x87rnKnjB5rsk8AR6de6Zatr2sN5KTN5ktziSTcwOCcc46D0rT8Mz6tHoVmsNlpixiEKpS6OP5U/UTqj6tYGPTtNuGET7jNcEFTkfd+WqbK1Q0eB44oN39sa0Rzz52QP0qjofgyM6W0y61qzqr5z9qG1vxxXQLdao1rtaxsVGCNq3BI/lXM683iiLwLdpo+l6KupD/VQtdHyQfrt/pUhuGteCwi2f/E11jdJcqSPtHAz6cVrT/D3iRv7Z1hdrg4Fx9PasOx1PxB/wjujjWrbR/7WaZPOjiuztQ+3yjP5V1Et7rEkcnl2enNuYYzcnn/x2gqUbHF/DzwT9pl17drGpD7Vq0rp5EuVQcce1cbqnxo8Cz/E3/hF18Xa9/b0d9HbyW3zlQ/QLnGOa1tSk8daV4osV8I6fo8enyapK2rK90SX+7nHynHfjitjxL4FsdP1yLVpvDPhS0vmvY5BevKFklk55LbeorQzvE6a98DuL3y/7U1hVbDKRc4BP93pTfC3hkQ6tdStqWpttfZsebcKtTalq1zFI1vZ6e6iMtDI9yTmTHbjp71xv7PGs+Nr/TNQbxTa6J9o+1nY1tdl8D0Pyjn2ot7rJlNXSR6tbxi3U5Zmz/eqRpFeOq9thlbdncSc/NkfhU3lbYiAev6Vz82hpbQryakp4XlVOHP9wipPOYpuUBt3IPZhXiP7aH7SV1+x3+zr4p+Ih8M6p4uXw1aNMunaYpaSY/339F7sedoBPNeP+P8A/gpdrHhbwB8ItQtNF8J2tx8TvDbeJJH8Qa4+nWumqBEfIDrG25v3uOQM7a0A+0Hk3p/dzwSa+e/2/vB2n6z8P/D+oSti6tPFGjCJVcKMfbY+1ewfD7xdN418HWepTR6e11Ogb/Q7nz7Z8/3JMDcPfFeS/ty6lpOsfDTS4VvLU39v4p0bciSAsuL2PjFAHqFnb6dP4o1JfPt/MWZC65AKnnrTvG+l6a/hy6/fQx+ZIhzvHqKk0zQtOTxTqk/kxGSaRdxD8556ipPGmgae/huZWSFlDqfvYzyKALUOk6eYWVpYv3oVidwrH0vSbA+L9YkN1EQ6xDbvHGFroTpVmbUYjiHyqBz0rG0jQrFPFGrny4clY+re1ADfHGl6d/wjFxsmhRiV53DjkVqW1jpsVpGftEUhVFXJcVT8aaNZy+Hbhdtv/B/F/tCtFdDsVscLHCNwXuKAMTTtOsT4q1JmuI0Kou0K45471Y8W2VidEk2zWwf5RlmHqKbpuh2P/CW6kzrFny0wd3bFWPGei2NxoMm2O3z8vJb3FAFi207TRbwr58e0AfxisrS9OsJdfvv9LjUI6lQHFbdro2ntFD+7h6f3qy9I0PTh4j1A+XD1XOWoAk1XS9Pi0/8A4/hgPuz5gqTTrDS/sQzcQsdw53ipNc0XTm05htg5P9+m2Gj6dFpy/uodu4Yw2cj1qZXvYXNZ2M+OysY/El1uuIfLkUc7x8prD+NHibQ/A3gu9vNVuvssLFbeKJGyZZCQVwB1P9K29SsdNt726m8q3dVXJXfyuBwx9BXlnh7SW+N+tt4q1C4huPDOmSkWFhPENs9wPkNyT7AlAvI4z1raMOpFaVldHQ/AL4OL4csrzXNUvLi71nWJPtFy8kwcJGeVgB7RJklV7ZNdpBZ6afEt2fOtWfyR0cbohgYx6VpWOk2cWnKu1YfkGQj/AC4/wqpb6HYnxDLN5drulhwSCAzgYAzRKVtCacXFcw29sLFLGSQ3kd0dmMTyB1FTaVp2nnS7Xy54bfEQ3+Q4AajXNA0+PTZl2W6DZ3bb3qxpeiWJ0y1+SD5YQBtbGaxUrmqT+IboFpb2euzNBcCZZExjdnb9a24U+7/smsbTdOgs9cZoVVd4BbaeuK3IuXaqGSUUUUAFFFFABRRRQAUUUUAFFFFABVPWHVETcrbifkI9auVj+OdTk0Tw5eX0Vq19NZwtMsCjLSkdh70AfmL+2Z+3DZ/Cn9rzxZ4d8ReNpPCurQalBZ6bpsXh5LuG4s2hR1umk8l2MjTExfewB2HWv0e+Eepaprnwt0K8123+w6rcWEMl5aoAFSVl5AxX5Y/tXR6x4/8AjH8UvEFx4X+Jk2rahd2s/hK4t77+zjDbqIVcJ5kZMKhxITn7wB9a/Uv4KSXR+DPhltRvodS1B9Pg865Xlbh9oyw5P86AOqggWArhWC9AOwp1uDbx7W2lVHRaxvHvij/hCPB19qkkNxMmmwSXUkcCF5HVAScAZJ+g5r5Fvf8AgrhJL+wD4c+NVr4FZb3xRqE2nWmjahqiWMEZjlkQvNcyKEiBEZOXxyQOtAH2w0igBfSvI/27dVt9M/ZL8fTSH510O4C8E54FY/7CX7Xyftg/B7/hJDoVxoNwt21nNbmT7RCzoqlminACyxndw65VscGtj9tcb/2U/iIVYMraHcYUtkZA7UAbPw68W2un+F2aVlzClsMbCcZgj/xrT8aeKbH+zw3mHb51ufuN/fFHwqcP4ajXy49qxW4cnv8AuErS8ZxyNZARQrKRNB8pYD+MZoAkPjDT3lk/edF/uNWZpHjSxbWb5fMX/WD+Bv7orpogrGT5MSDG5euKoaSFfWtR/drhZB90f7IoAzPE3i2wTQLht5yoA+41T6T4usHt4F3n/UA/cb0rS8TKqaLcYVT8o7U6xGywtG8sf6sA/SgRzMXjPTz458vey7bPP3G/vfSo/GXi7TW0No9rzLqUEoiIRvm+XnPpmtaBXTxg7LCrWq2+POONwbPYdcVxPx6k8W2/hxT4agtZ5VLtcLLKsYeLjdtJI25GQD2PNAzqvCPinTrXw7ZQq3lyQ2yBkKMdmFGBmoT41sk8cqvmL/x6bv8AVt/e+laXgK/X/hC9O86FbeZbRJJEZw+z5Rkbxw31FZcniizHxOg09prVJLix3xI0qiaX5uy9ccUaiuamo+M7GGxuD5i7cf8APNuah8O+N7G+03rkJ0wjV0F4qCwmwisVHQiq+jIsmn52KnH8PegZi654z0uHVrMNLtkM2OUb+6farn/CT2I3b5FMUKYyFbNWtXjX+0LHMKN++74/umrCbRP5aruZjlgOQntRuGxy3hLxXZWfh1i0myGSWco2xj/Gat674os01fTxu/0rfuRtrbcbTXH+FPE+ty/FuSykm0uPRttyXty4M24OAuFznkZ7V1/jDxXY6T/Z7Xk1raLcz7EeaZYWTg9N3XOOgquRke0RzPw//aW8M/EjxXrej6eL77ZobmK7eeBlV+udpxz0PSuh8NeLNOtb+6ClY4X5jIVyW9c10kFjbWsm6GGHzJly7qoBb8aq+H1ka5uFa2SFI2+VsbjJ9KbQ7sxPGXiyzXwwxX5v3i/wN61NbfEaynlt1jkLLJI0TM0bfeUA+nvV3xuWg8PFoYfOJkXhmCd/eq3juHVk8H3w0OO1/tpoW+xmZdyRyEfKxGRkA9gRnFEYpbicmUtA8Y6fP4j1baxEYdOdjcnBzTvHfjXT4fDE37w/6xR9xvUVT+Cx1+DQmHiiO3TWgqCdoiBHM/cquSVB7Ak1qfFDWodA8LXM1w1rGodApnYJH94dSeM0nBMdzmR8NPD03xYh8cGbUf7Sjtlsggc+VgZ+bb0z8xrN8b/tJeG/hd4+htbqS8ebWJkto2SBnXPTBwOD79K9ItPE2kyMsf2qx3MocKHGenJqlp0EN74hvpprW18mPa0UgCs0nH9ab0J9Cp4l8Z2selXnnNHttwpIkRspnGM469e1XtP8Yae2mp+8P+qX+Bv8Kqt4r03XFurWCa0utQj+aS2jmWR4vqB0/Gui04Z0tcquRGDSkaROfk8ZWLeJ4IxIPmtX42Nn+Grsviyx+yzBnyqxtgBGzjaall+TxXbsI1ZfszkjH0q5cSpJbSbU+Z4mwnTsakqKPMfg58fPD/jzS5rPS/tgbSYfKm3wsuxhnIBI5I9eldRH440++udLuVaWaOSKVVZkIIKkA5FXPCGieR4c0+T7KtpI9uBJECJAD/tEfeqdrf7N4ps1EfmBoWzztWPp90VWxVaSb90WLxxYR23+t29ePLb/AArP8N+N9PfTpD++j3TFQWQ10zorRbV9/vx5rM8OWu+2k+/jzz1OfSpctSI6anmXxS0nQNc8e+G9fuLq6+26PeC3iVQ6x/OQTkY5+6K9GufiHpsSyKJpGaEglvKO0ZwPT3qbxUirJZYhEv8ApKjsNp7GriSpFGyyL/qziRsZYfhRLQuVbn6HG/DrxnZyQa5IcKY9YkgHytyeP8ayf2irDRPin4EuNA1C4mWwmmWO6EIZX2EHOD1z9K6vwAhhOqqYVXzNTkIAcPuHHJI+79DV3xPJGfsvmW6SK10ACVx83OOKrmRnKmjB0s6P4B8Ix6OzXckNraAAKCxMR+UDPrzWF+zl8KdB+Btlqmk6LcapMuo6hJqEjXb+Z5bvjKg+gxXo/iKGa40a4aFQt1HFIEUd22Hb+uK+cf8AgmkvxNs/hf4kb4qwXVvri67cNbid9wNrgbDkk8da3pyXK0ctWPvq3mfTkEnDfdZs/wANTqSI6rW0/wBptVdgoJ5+XpjtUhfCVyuPRHUpJpRPOf2lvhTdfHf9nfxt4R0+YWN54k0i80xJHOFEksRQN34BNeFeOP2afjZ4C/Z7+GXhL4fTfDnUv+EZ8Mroesp4ngeWOR1jjQSQlFyPut6dRxX15NZrJH1+b/GkFjtVcN90beelMDx39kD9n63/AGS/gR4Z+HtjqV3qEOlvKZLm5be7SSs0rqDjoGYgZ/hArh/22PgD4P0Hwzp/iaHTzDrVz4q0YvN9oc7ib2P+HOO/pX0qNLVZml8x5G67T9z8K8M/b01PR4Phro0N21nFfyeKdG8qNnHmOPtseCB1oA9Aj8GaOPGGrTXdvDG1xcRMHE77pHwcZGeKm8b+D9Gm0G9aaFG8x0E375sDkY7/AEqLT9Q0I+MtYW+/sxNs6YZp1ZnfBxkdVx71a8ZaloEfh688yTTyC6+f849RjP6UAXB4U0kQfNHH5u1ePNbH86ytH8N6TF4o1jy1j3ssfn5lY4Xb9a2o77Qjabml01WIXowrF02+0KDxVrB3aZiRYxI29c7cc0AWPG3h7TE0K4WQQhiF3fvG+5ke9XIPCejvAvyx7REC371uI+3f61n+OtU0B9CuG3aXI5CqwaVfuZFaltqvh8wJ++04I0CoSZF5XsKAM3SvB+jTa/fM0ce7YoXEx5XHHf0qfxX4N0k6HIGgAXA6zn1+tVNLvvD934ovhJ/ZbMqKEPmKdygf04qTxhqeg/2FMy/2RcbiojUuvz8j37UAX7LwXo6xQ/u4+n/PZv8AGsqy8H6LH4gvGaOPd5qFP3zcvg471r2+q+HpIo2WTTcbQAfNXlvSsrTNX0GXxFeLMdLhjikVkl81cs/p9RSUrgWrzwroy6cqrHE0fmkr+9bl8c9/Smz6Vo+macslx5duMEIDcBeP7pJOMnpUmp6joCaUfIk02QRy7kQyLhnPH8q+cv8AgpD8afBPwm/ZH8XXt1YaVq19HaMIrZR53k3DcBiF5Gw4Pvit6NFzmoxMK81CPM+h1HjGOz+KnxEutC8LT2ax24jXxRMs5bZbEDFuDkjey91/u9RXr+ueCNFi0SaFbLdbzIivCkoXcBgAdRjoDXzh/wAEv/Ffw98c/sseHNb8PRaOtrqlmpvroKI5Li8XiQOp5+V9wGe1fSOuXXh3+zLgyPpcisR5+HUY6Yz+la4iDpy5OpGHqKpHmexcsPDWlS6aqvEqxiIIMzH/AFfbvWenhDRv7eZ44V83ywrkzn5Yxjpz6Yq5Dd6GunrvXS0TyQG3Ov8Aqux+nWs9L7w/Hq8xVNL+a32sVkXmLjH4YxXNI6toamH8cvF1r4A057o+GdU1yFlWJxazxrtUng/M47103hPQNNvPDWnyParZtJCuY3mO4ZHTrXn/AO1SdOuPhsPslvb3U00sSFIyPubwa9G06Xw8+k2m7+yyy267Muvp0rOL6HfXo2w9Or3uWtC0m10nX51tYfLVgMt5m7f+tdFD99q5/wAOSWc+qP8AZRahlXL+SQfpnFb0TBkB/vHFUcHS5NRRRQAUUUUAFFFFABRRRQAUUUUAFUNZkkjaPy+GbI6dfar9VdSOzY2WVs4G3qfagD4L/ac/Yf8AHHxP17xJ4h+w3viKbU9fSWGBvFN3poXTxAqbQkYIQiYbtg4I5J5r7E+CXhK+8F/CXw1oupfZ0vtIsIbeZY23R7lGDtPX8cV8n/tUfHP4yaJ8ZNft/gxPf+JtUt7yK0vNN8RvbW/h/SsorEIwKzu5XByCwy1fRn7NvxU8TfFPwE9x4p8M3nhfWdLuDZXaSvG0NzIgG6WDazHymJ43c8UAdl8QLS+1fSPJsbiSzknZonIj37lKkEHPQdOa+KtG/wCCcHjzwx+xL8O/h9qC+FfHGoeDfEF3q2paLqUxj0zWreZ5ikEj7GPymVX5U8rX3jaXDXC/OF3DoR0IPSpoYfK2phRzlqAPm7/gnR+y54m/ZY+FPiXTfEt5pzSa54in1Ox0ywnZrPQbaQKEs4TgZSPBA4H0FdN+2n4Utbr9mD4i3LC6jb+xLhMCdlzxydvQZr21twbAX5Wxzj5RXkf7dK3Z/ZO+ILWqw+Z/YdwP3meePagDovhf4atdR8Mqr/aP9XbZ2zsM4gStTxVptvbRszQXk7tNbg+XK2OJOO/bqfasX4Vx6uvh4GH7DuaO3+9u/wCfdM1c8Z2+sfYYy62Pl/aLfBUtk4kFAHRf2FC8kzFpsyNyPOYYrP0nw1bQapqWz7Tu8wZJuGOflFTfZNcSWfaNN2M2U+9n8az9Hg1wazqTN/Z2N46buPlFAF3XfDdqNHm3fam3KP8Al4bB/Wmp4et/s9pn7dtjVcbZmIBx1PPSqev2uuXdnhv7NkjkHyMS4x6dK5X4U+HPihpHijXbjxBq2h32j3DIukwxq263QZ3BuB149a0JKtx8SNN0z9pjSvCv9m602oX2mNML3zn+zRruPyMucbuM11/inSLGXS7iOS3vpI/JnjbDttIK85Oe/aoUg1iHx7lv7LZltMq5RtwGfWpvFMOuSeGLtZP7LC+U2/G/qBxii9iWcR8Kfiho/jrxjqHg+00bxBp83haCAvNe7o7e5VlyPKbJ3gdCDWlc/BTw/rHx10nXLu11Jta0ezZra5S4cW4BJG084Y/MflI966fQ4tTh8Oaax+wKzwKJGRfmbj19K4zwBY/ETT/H11/b2qaTdWu0m2hVTxF2ZsD7+cj0xS5janTutT02+8NW8thcbvtByOQLhhmodA8M2tvpv7sXS+Z2a4Y1Hfx64NNuNp05eOvzVn2lzrVj4aaWSbTx5bBi3IVU53ZqYxuRKXKXtZ8OWrajY5+1N++7XDcHaferVr4ftxJNta4jWYhWzO2SR6Vy+t63fXGpWbWeoaa0md9oXkz5xxghsdR14Xnijwd8SB8R9U1SHR9U0m+utHf7Ncou7/R5h94GtJUmldGSrRbszN0f4IeE28dN4qhhvodVUy2hke9kaNwWG4Bc4ySo56irHxT+Bvh74lX2h/2pY3l9JY3e+I/bJEWFgpwzAH5h259a1PC8OpNo9w0gsdm+ZUA3ff3HOfYmofF2o6jo2v6T5s+l29mzbLbe5DNc4JIPqu3PvmppylexVSMbXOmbwxZzQKubhvLXadk7AiquheHrb7VMgW+iaH+9dOQQfxrkfh7o/wASrfxhrUniTUNAutDuZd2mxWwfzIhzjdx9KzZ9N+I5+L0c2nX2jRaGgP8AaaSBvMk5GzZx/d3ZplHdeNtFs5PD26aO6uk8xfliuWHfrxWjH4Ttw0LbrllA4PntlfbrWB4zt9SfTpCr2sdizLygYylsj8K0rVdeubb95/Ze1SBxvFTJDRnp4bs4tbvX+z358mVZGf7U7biAccZ6V5tqs3hb9rz4Y67a6lovieHT7HUkheC4nks5Lhk2kMhVs7c/niu9i0/XIdb1MW7WqyCeFvlJK7dpzuz2+lQ69qlxP4Zuo4bmynVbhWme1wWC8cem7dj8K0iZSCy/Z68P2fiRdcihvY76O3WIE3cjR4AP/LMnb359a0dL8HWn9u6t5a3HmTRxl2+0vjIXjanRR9K17c60i7idPJZFAHzfjXN215qln4x1aOS80y3urpUNqjMVDkDGOf6c0lK5XNyaHG/Ffwn4R/Z48F+J/Gy6TrmpLqDxG9j0uV5LqUlkQGPkFVBAyAQMAmvSvB9lZ+IfC+m3ka3cceoWyyBWuG3JkZweapeJrDXlsbi1sW02O3ZFaHeCxjbI3Zzxg8/nV/Tk12HSo1h/spVjiAAw2FrOUrsqMeoXPhy3t/ElrxdlvIdCyzsypkjGeazfihrWn/DLwRfa1ew391Hp8R3LDKxZ88YHPvUPiG/1Sw16BnutIt7qSzk+zGVysckvy7Q2eo9hzVz7Hrt3cs90ul/Z5LYrcFAWZ5McbQeNvTrzVqJnKpbQr/Cm803xh8PfDup2lvqdrDdWSvHDJO5aAEfdk5+99a1ZtCsbrW9PjZbzzIUkKsbhty5YZzzzXl1zp/xSXxb4XbQ9T0G38MtZOmpwSowuGcKdrRcbc5xndxWl8Lk8c2GpyP4s1jw/cXAeUQrHKFVIt/yeh3bcbu2elXKmTGs2epjQYZodrNMVGfuztmsrwz4btYLSYol4m2fGDcu2ffrWDr/xgtfDVuyXGp6bDjO7Yjvx+ANee+G/2ufD+lmSO48QQyfviwxY3H/Hv/CPufe61lGlqaOtfY6/9pvx9pPwa8JafqWoafrWrW9xqUVuI9Pmcyxsc/NwRwMV2Og2lr4j0GOZY7yC3vAsiCSVhOOnDf8A66+cvB37RevJ4q1IeK9W0/WNIutXifQ0s7KXMMBLECTco+bG3p716tcftELIu618kMuMrJbyBsZx6YrWdLQl1LHR+CdDtZ11dIYby3jbVJDMvnsTK4x8wOeB7Crfizw7bg2rTfapWa7jAJuGUDrjv2/WvLvBP7Smk6VbeIGkk+x7dVmP7y3lZe3XAJ/Kquv/ALZPhm/kt45dct1dbyIJ5dhc+/XKVl7E05z3ibw7a/N88455zO3PFef23xO02X4zt4VbS9fju/s6yvdzqfsZX5u+cdqsQfGddf066bTdT0xpGRhEZI3QhtvH3h64rw/9kHRfjppfjK4uPiZ4k8K6xpr3U0gjgkVrtImHyLhfSqjGxth4wk3zdmfVllJui+7tUcKB90jtirSJmOq8BUopXoVBA9B2q1H/AMe7UGMlHmXoT7lG0fLuYcAnrTDN90gZUkg47VTmdVlhVzH5zD911/GoZWmeRURoVjL85z8w/i/HNZlGn5gViu3gdhXzp+3pPo8Hw/0E6i2mpq03irR/snnIPO2/bY+Bmvco9R8+ZWt/LZZF2xMcjJB5B/WvG/28NXsbf4W6HDM8P2tvFGjbS0W7H+mx8A44oA9CgsfDcni/VFa10uGZZkMjvhpJZCDjII4707xlZ6C3hy+Wa2sW+dPO2qPUY/pTrC/0eHxfq0ixqtw0qebvQnJAIyKf411/S5vDVzvK4aRekZ+bkdeKANB4vD6Q7Wh02FvlADoOayNK0/Q5vFesD7LY7dke+Ty127dtby+JNJijRWYAFAf9UT/SsXRtZ0ebxVrUkbZZljWTKN0x9KAG+MbHw4nh24ZrTT7hvlDCNATt3D+talrYeHzGg8nTWj8tcKI1qj441/SX0G4+ZUYBVJ8s9Nw9q0dP8W6PcQqvnmRdg6wkf0oAzLTTtDi8TXX+j6bD8q7MxqCyEfNS+ItM0FPD5eG009mWQeTiMHHr/WmWPifRbPxbqG6ZlbYu0eUW4xz2p3jHxVoaaCzO24RlShEbDv8ASgC5ZWHh4rHsg0uRcDbtReH7/wBKytP0rQbjxBfRvbWCqsitGDGvL9/xzWzp/i7R5o4/Kl3r97/Ukc/lWHB420PStd1SRm2rEPPclDxgZLZPpVRp9SHU6EPxT8V+FPh74Vk1G8j01bfeEjARf9aeg/GvD/in8Kob79nDxlea9pdv4i1zxPbyrb6bZWKzTWwdcRxheNzITkv1Nd14X1Oz+M+vWvjLVbiSTRba7b+wNOaDamQpRp5BjPmZ3gAnbjBxmvVrXxbpNpYqzMq7SNreUcgflW0KjpS50ZVIqrH2bPFP2GvC2g+Hfg1pOjr4TbwxDpNlDHLaXmmpZlrjb87gD7xZskk+tex6xp/hw6NdLPb2GODKQgXPIxn9Kji8V6EviC4/0iTdIFdx5THnHHan+LvFeivod0GlYKwXfiI+o9qyrSnOp7U2o04xh7Is29noMunHzY9PI8gL9wfc7fh7Vnppnh+XUJm8mw3Lb87YxxGMfp0q9beKNJi0uFd+5ZIlQ/uj0/Ks1PE2kW/iGULPsk8jABiOMce1J7C5aU70ZPU+cv8AgqD8O/FXjvwBosXw91zTdDubHVILm8LTmEPbdCvAPUkV9M+HLDRLfQdPSdNPaZbVMnYOu3mvEf2sPihbauI/DdrbvstXjvb2UBV/d7gAmT/Fkg49K9w0nxZpJ0jT23RtC1uuD5ZJ6fSso7n0uZSqrA0KVRWte34Gh4ftbKDWpms/s43R/N5SgfnWzAuIovZqw/Dep2+pa7cfZ2QxpHxhSv55rdh/1Uf+9VnzvQsUUUUAFFFFABRRRQAUUUUAFFFFABVHXlVrNtx2qoJ3btpH41eqnqjq0kcTxtIknBAXI/GgD8lv2zPjzcfDX9sTx9pfiDwXoXirS21O11PTJ9T8f2OmvbxeVFGUW2k+dFDbm56k+9fqD8Ob+z8ReCNF1aDYtvf2kMkEUZ82KNSARgjg/wC9Xx7+1H/wTHufiR8T/E3jWy0L4f8Ai3VdV8UR6g0GuwrlrAWSwfZfNKMy7ZAJQAMEgDvX1x8DfAt58PPhHoOh3V4t5PpdjDaFlhEIyowSFHQe3tQB1clz5G5pFkHnPtQINw/ToKWHUoYx5m7dGvHmE/oax/iBrU3hDwdrOpRRvfzWVlJLDbIdhmZVJ2jHckV8pfBb9tnx5+0p+xJ4J8eeH/B9npOveNNQurC4jvLsrZ6LHBJKPPmfZjB8oDkdWFAH2PHqnmRSMBuUMRhBuIx1/wD1V5N+2rq4H7I3xCeSOdZTolxiNQWwMcE46E1y3/BPn9qnVf2o/hx4mutc0VdKuvCfiCfQpLuKUmLWFgCn7ZHwBsck9OMCun/bQ8R6dF+yx8Q4GubZLptEndlEo3bccZ70AdP8M9aSDwuv7u6z5dtysZ5/cJ7VoeMtegaxVdt5gT2//LFv749qj+E1wv8AwjPzSLtWO3xl8Y/cJWj42lLaVGyy/Mbi3/8AQxQBbfxBbvcSKVvfkxj9y3P6VR0vxFbjWNS/d33+sH/LFv7o9q15Lllmk2zdDg4A4qhpd0yatqR85/8AWDjaP7ooAj1/xFbrp6syXi+X2EDf4Vb07xHbrYwjy7nDpu/1Lf4UzxBeN/YVx+/24jDH5QWA+lSaNd+bZwBZmz5IIyo54oFzJmVb+J4V8abWiuuLT/ng3976U/xL4jgm0K4+S8/fQyYAhYdvTFO+2snjYZmdj9lzjaP71ZnxI8d6V4T8O3ceqaxZ6e19FJ9maSYK0uRwE9T7D1prUT8jlPhh8ef+E08a3Xhn/hHdasodFij3X1xbvFFPlf4CygMPXBNdfbX9ra+KkVW1JpjbkHdCzKF3dzjr/Srfg7UY7nw1pq+YzrJaJ5czj72VHGe5NcX4p0LxXqn7Q2gatpviK3tfC9palNS0kgedcN8wDA/Ur+VPlSFGUj0S78QQmznXbeMMf88G/wAKx9VksfFXgy50q6hvlg1GNrV2SFgyq2QcccfWty91GSGwuD525Yx8zgD5fYVHpl39r02FjcEYYH5gFJ9jUu6lZF6OJ82+PPBOi/Crxf8AD3TdL8N+IdQ0/R7l0sLiByEs5mWQs0i7eAQzDccDJxXffs//ALO/hX9nXxN4s1bQo9YE3iy+Opaj5qFladjk7QBnH51a+Kmo6ivxX8Lm08QaTo9uLki8sbiQbtUTY2I0yOMHDZH92rX7Vfgrxl8SfgZq2i/D3xBD4c8U3MkRttQdsrCA4Ljv1XI/Gu6WyS+Z58XFN869DpvDeuLa6G29Zj/pE0xMkDfc3k4A9favJ/2udTsddfwazeHfEOsf8TQS2wtUaIQvsYF5PlOABnritX4M+DfHmh6xocmqeJrPUNF0/TxaX8LHe13djaJJgxGRhg3H+1Xp/iG7kim03zZnk8u5OUjjDGZSpxn0A9faudWhUudDvUj7rsTQeIY7ayXzLe4iURhmZEJ4x1HHWqvhfXrWWeTi+luJMsBJExCKOhzjjPWuX8b6/c/FTwj4k0Twd4nsdN8RWkf2aKQ7XOnyjOJSvcD+6eDitD4PR6h4c8MQ6b4gvZ9X1axt4o77UkjEUV7Lt+aRcHAGckgcDpU8pp7RS0irHN/tIfHef4dfDHTtQg8P+ItWF9qCWssemxO1xbAn75CqTt45471f8F/tBXnir4jX3hybwvrFlDY7Sb5428qVTnbhtuCSRyM8Zrc1bx9pPifwpcXeh6tDfRidbYzWLiRYmBBIODjNcN8MfAXjnw/+0X4m1vVvEX2zwfqMMcelaYB/x7TqXMjs3+0CgH0rSEYWdzGaqxad7noVlqNvea1qkfk6gvmMqnELbXwCMA4xiuX8O/D7w/8ABvwnqiaXHq0f9pXIuJf3TOzuSBk4HoMfSu00LVI5Ne1RGmZfLKEIXxGrEc4NZHxm+L/hn4a+DprrXPEmm6JblkUTz3CgbiwwOvfpWfLNvQ1dSNveOmh1uB7UqTdZ8sFiI2OPocV5t478A6D8U/GljfalDrKt4auorizljgZd8mMjPHzDjqKsWXx+m8RXMun+H/D2pXEkMKtBdXS+TptxnOMTDJwcenesf+xviB418Y3bSeJYfC4jjTzbO3jF3AzEcbZGwf071UaSE5rod1rnj6z8M+HbibVYTYQ2oLTM/wAxz2APfIx0rz34Vftu+H/HlndxrpWvKtu3kRvb6fNcxygd9yriq/w//Z5vtC1XxBf+KNSuNcs76XdY2k927pZphQQQTg5YMcn1x0r1fwvouj+CPCqm1hs9NtYU3yvEiwIPcgcU3GKehpGtBRaaPBPjNJq/x08c+H2Pw61jUdN0OU3trNNeC2iWRCNjtG653DnFbnhn4seOPH3xR1rwvNbNpNrp9v5iXB0iZVk+QcJMTtLDPb0r0i8+LXhVdVs7qbxNpsUNyrwqGuxslbIGBzjNddd3arZTbZAysp8kg9tucj1pyqKKOONGVWV07I8R0j9n+HVP7F1C68Z/EQTQ2e2S2Fyy28pwc7xt61B8WLDw18H4tCuk8D6h4svbpzAXFs80iKSMvIwU4x74r2XwneNJ4a01WmmfdbrlnUfvPc1JqGoR2niOzBu/Lha3kZ9v3HwRyT2xWcazOj2COV1GPRfCnghr+28KtJIkRkFtFbkyE46dOtVfgV43t/HngGDUptF1TS5rhgrW2o25WZP++lB7+ldtpfirTde0trixvoLq3iYozxS7sH0z6+1L4Yuftens8khnxKcNJww+lVz3CNOxh+LdQsXl09Fhul8m7QHZakZ698c1sS61aQW3/HvcMf8Aatj6/Sq3jLUVt/7MXzJP+P5RleQc5rWnumaBj5xCqepA9aiUi57HH/Du/stmtb7e4O7U5P8Al2J9Par3iW902N7Zlt7j/j5QEG1P+FHw8vCp1dRI3/ISkOSOO3FWfGt+0f2QNcNl7uNcKoO3Of0pcw4yjPSJFrmjeHdRguHm0WO4cKWw9kTvwOnSvDfgT8P/AAf8WPFN94ss/BmueB9Y0u7Nj5a2r2wuMH/WDcoyDk8jivpKbVFt2+aXaq9SSAo49a4iL4v6Honiq40mTWI7jVbh/OFgJt1xjP8AAueV4NUpWRvGjO3und6RHG1sFVi/lDyy55ZsccnuatNDsjK81S0af7RCWETW4kw2wjGM8/n61puMr71jGpqZcuvvHhP7e3xP8VfBT9lLxt4o8GwWUuraDpF1fxzXY/d2/lxljxkHoPWvDbf9orx98bfBfwb07R9b0zR9U8SeAJPGV/eyWzyRfaoY4GCjDD923mtkZ9K+tPjn8JLT44fBvxJ4Rv5Gjs/EmmXGm3DAZwkyFCcfQ14L8WP+Cdmoal8Mfh7pfgDxxL4H1fwLon/CNDUFsFuxdaeyoskRjZsAt5a/NyRiqA7j9hD9pOX9rv8AZs8O+O7izisZNYadZYFbJjaGV4S6+zFM4965n9tH4y+H9V8HWOhwveNqVt4q0ZH82zcJ/wAfsfRiMdjXrHwB+CXh74AfDfSPCXhmyW20rS4mMI3Hl2Ys5/FizY968/8A27BYaf8AC/S5vsUf2iTxXoqM/lgEn7dHzmgD1bTtZ02Lxfq0Ye5M6yRiUNAwUHBxg4wfwp3jzWbKPwxdN8+FdM/uzxyKo2GvwxeONahk+0M0U0XDR4UZB+6e9P8AiHrtuPCuofuJm/ex9E91oA3ItXsTB9+4+UAH92eP0rJ0LWbFPF2tLulJ2x5BjPHy/StK21W1+zOfLkP3SRtrI0LWbX/hNNe/cS7tsXVP9mgC1441mxXwzc/e6rn92fUVpWer2dzFHtaTmMfdiP8AhWP451y3j8N3WbeZvu9I/cVp2Os2sltHtikj/dDomMUOVhqNyhpN9Z23ijUPMaX94qhfMQ+nbiuf+NvxA/4Rn4c3GpWOk3et7CP3EfyO4By2Bg9ACfwrYtdRtT4hvfMjuJGj2SKdvTA6CvK/2+/if4o+HP7I/i7XPh9pU+reLLK2B06xjTc8m5grkLg9FLdq1oR5jnxE+VHffBX4yxfEbwTZapdae2iw6oPOsklcFpbfAIk6Db34PPFcKrr8ffiZq1njVLPwno9zGTOgJXXHGQ0WcY8oHIZed3FeU/sL/ETxf+0J+zP4L0bVNNXTJIdPgTV7+QlZYEYDMEfH+sOCG5G0EHmvpb4dx6b4R1S+0uxhvls7MIkcDplY8Dlgc/MW6knk1viIqjPlMsPUdSmbGqWlhYaSyK0kMIARVhjx5YGOw/KrlhrdjLZLu3sGYbf3R5/Sq2ua/ax6ZIZLe42sw3ALirGna9Ymxi2wSfeGPk6VyyXU6/YpKLIYNf0//hI7qP8AeKyqN2Ij/hS+LNWsxos53T9B0iPqPaq9tr9mviy9DW8m5wo3beOlSeLtetRot4RDNuiA+ULljyOgqRy20Llle2MWmx7mkVTAJMumGIx94j1rhfiT8QrTw8f3DXcmqXq7LC3WJv8ASnxgbjjhfVjwM1rXnjuy8OaFc6leQTNbw2qzSvKPncnOI0B/jJ42+4rg/BlvN4p8aT+KNU+2o19B/oGntH/x4W/GUB/56SYVsdsGjmOrD01bmZeHwa8N6h4K2eJB/aN5cD7TdzzQfO53cE554OF+gr0zwxLpunaDY28O7y4YFC/uz0xVO81a0uNMmea3k8vYN3mpgoOyH371c0jXrVNPtcQSbfJHGztiojG2pnWxcqr5G/hLWkXFvdeJJmg3f6vnK7a2IvuR/WsPw/qEd/r0pjjeMLH0YYrci+5H9asxJqKKKACiiigAooooAKKKKACiiigArD+Inim28D+FL7WbyR4bPTIXuLl0UuyxqMthRyfwrcrkPjW17b+AtSm02zbUNSjtpBaWiXC273chHEYduFz6mgD87Lr/AIKJ+F/HfxR8UzSfG/4k+DdBuNVi/sG007Qkkga22IrEl4GcZl3g7jn8K/STwpew6j4csbj7Q14sltHItz/z2yOv4/1r8Wvjr8G/FXwq+PGueC9Eu/idrFzJqsNxOZ/ipYWNxIskaM+IXj3bFyVx3xX7H/CbR10L4XaLp0cX2ZbWzhSOMyiVsqo6uOG+o60Ab2uWP9qaZdQeZ5f2qFkQHHGVI/rXwn45/wCCbvxE0r/gn14Y+EPhnXfD99Jp+szXOq2uqyzR2OrW7zSTLGzwgSqVZlPykfdx0r7wn077cIt+DJHIJCQuBU5sF37tzLuPSgDyb9j3wD46+Hfwlj0nx5b+E7fUrZxDar4dEn2dbZQAobzOS3XJrif26fgP4U8R/Aj4ja5qeltJraaJNunjnkVCoA2/KDjOAO1fSJsv7p215L+3RaMv7I3xEYzMm3QrjGPp3oA2/hz4ZsdV8Lxx3EfnIyW2FDFcYt0x/KtTxd4TsU0lo2WWNJrm3dhu7+YMCs/4Y6PNeeGDi7kjVorZhs6j9xHTLzxZp/iae+0/T9YguLjTbq3FyjDeYW8zofypXGlc6e58J6dHK0rQyBrhwhy57cetU9M8I6a2paizQyZaUJ98/wB0H1qxfQSLJdM91uZgCqqpfyz2IArkLL4paPB8VNQ8Lw65ayeJnhW8fSWlAuFi4XzdvXZnjd0zx1qkrhotyz8T3tfCPgfUr7+y7rUGSJU8iJ/nulB4iXkYZs4BOBzyatfDD7L4w8E6ZqFxptxp7NEVW1kf57YH/lm2CcsuMEgkZHFcTr6w/CzxwX17xxHGviK426Zp92dwaUn5kHPK8rgdq9O0vQ5rPT4UW63MkbM+B8p3c/L9OgpuPU1l7HmsmZ7+FNLtfGrN5LfJaYPznoWrmPjN8AvBPjXw5DJr2niRfD+6+s5vNk/0Qrhg5wecFQcc9Ks2/jzR9N+L1nob+ILOTXLzTzLDpp5lePef3nX7oII/CvIf+Chl3JpujeEY5fiQ3gV5tRDKjQPMusYdD5B2sMK33SDn71XGlc5q0lHSJ7r4P8J6PqPhLSNg+0pGEvI5AzKH4yHHT16UsHhjSdP11bS3STyY4mvFXcWVn5GS3X8M1yfjD4d658Sv2fm0bQvEFxo+qahp3lQX9sSv2V3Xh8ZztB6DNL8Cvhfrfwz8JaFoOu+KrnWNQ0uzf7RNsZWujvY7yST2OMe1XKn0bMKVRsT4R60vxI0jXYr7w3q3hyO3vxL5c8qn7awbIu4yGOI2IyFODwciu4tfC1tLpDsYzKsjnzZHYhpFz2x3rI8NeOdB8bWWoTaFrlnqkFnMba8a3cSLayJzIjsOFYA8qea8+8F6vaaX8dvE11N8TrPULO3sTM+g7tjaTHgHzWy3AxyDgZBqba2H7RcvMH7QvhTw/rPxg8I2epaD/arahd7LaaN5FNlIsbHzJSCBs2gjjJyRXstn4NsYFkYW3lq2Ornk+o5rjtL1HTfi/Zafrmh68J9JvwY4J7eUMkm0nIjPZsg5PpkVveBviBo/xCv9Qj0XXrPVP7Hl+xXQgcP9nlXgo2D971pa82+xcJQcdOozQfDen/2M7RoWSS4lQqxPTcc4riP2gfHUPwyj0O/j0O+vHvb5bSaOM5a3Qqfmbnp06c816DoVm15oM/8AxMIdqyzoGh+UK28+/UV5541+G954X+Kc/irXPHi2Phu4jWGKxuG8uK2kAHzhmOMnBHTvTjJKd7cxt7KDjrocz8P7jRvC3xj1ax0/4c61p8mtXBiuNVaYNb3I5yfvlh1PYda9q0vwRpsME1uscsltCGSOPzD8ob73fPNfI/jbX9a+L/hD4m+G/h38RLzxB4ovJlXTWsIXjj0nLnIM+dpOB2I6V6l8Avgx8Rrr4R6XoPivxlHDc2diLfUJLVD/AGmZcAb/AD9xHPJ6V0TpxS3OWGIc3Zo6e98BeAP2WPh1fLYRx6Npq3P225jErTSO7EAnbkt+QrIvfiZFe+CbzWfA/hHVPFEqiW4tfLfylkcr90iRlO5+AOwPpXRXXwI8P/Dnws91dXK3t5b4Mus6on2i5CZzhm4zXS/D3WdN8ZaRHqGkata6jprSv+9t3DowIHAx/Kufmin3NvYyteJ80+Ddf8X/ABD8Qabp/iS0utKOtXKSXenab005RwYp3bOW56oSODz0r0/xx+w/8M4fBVxa32iu+ntIkhL3MssnmbwQeWPevSNH8M/aNVvE/tEyLDcLIqRDEkQ54Y+lWvGem3Q8LzKNS+z/ADriQRFsfMOozWtXEaLlMI0ub4ijrXhi08G+EL6WzsZL6aG3E0FvHJiS6dBkLgkAdvSsX4MXNn8S9Nu9WuNNvNPvLhkeaymOGtpEyvY4PfoTXO2f7PvjJP2m/wDhNJfF90/h/wCxrbRaKwJhjcbsy/exzuHGP4a9E0PRLz/hKtac6oSjeUVgERCwYXnHru68VErfZZVGV/smhr3grT76yuFkgkK3CAyFJD2II7+1cH8bLe28N/DG+vBpN3rFrdxEXtpE53XCHgv1GFXOSBg4HFdV8V/Etj4L8I3epaxrVtoum4VTdXB2LG2Rgcnv/WrXh4Nr/hmO6h1BJob+BZIZQvyPkfeA7A+lc8bxd3qdUb9Ejwz4Rfs6fDv4t+AfD8d/4KvNJhsWlvLWxmnfep3583IY/K/3gCcgHoK99bw7Y21iJfLCpaxMsRDN8i7SK4PTPiro+sfGW68Ew+IoZtc02waSfT4YisyKdvzl+ncYHvWg3xa8N2Hj2TQ38UWza1DGbN7IPuZZim8KR3k24bb1xzWk5KXQVSjrbY5+58ZQ6Z408I6Smg6hqlk1mEGpxNth0/cCMSAkE7+gwDg9cV2mu+F9NW9s1u4Hzh0SONz1YjA69cfhXJ/8KZ8R+IvHvhbxFbeNpodE0+y2X2nxwsq37YOHHPy4JzyDXdPoMlvqdlnUNxjSSTcVyznI25PoOlKaj0M4863PPvhjpml+C/iTqHg/R/C95aaLpub5b1pN0clwwwyjLZzhj2xXofh7wNpTWb7YZZFEpm/1hHzHt1qzZaHIPJb7U7LGzNLvQ7pDg9T/AHf8KydNuk8M6W9xqGs2tvCtyZDI3yRlDjC5JqLG1pPZDvGHgrT8abGIXiC36TcueTyT3960ZPCemTRYa3kZXbf/AKw9vxrz3x947/t5LOLQG1DWL2G+F2ihGihnVScKspG3HIHWrVt4a8b/ABKtlm1a9j8M29ySosbVC88WO/mg45+lZyqNbG1Oj/PoWoW8P+GLTVpry4TyWvJLhvmYsnToBz2rnfFHi2HxXYR/8IvotxdrfSogvbslLYEDAyMh/wAhWn8Ifg3Z6XZaos1xNqF5DqMixXcwzc4GPvMetdf4isptMgjVbmFEkmjjiLW5k2tjrx396NTRypQ1gjjLz4I3njfSpF8Z3jyebCVfTtOdlt2C/MCGPz549awv2a/A2h6/JqHiZvCtxpOqWsv2GA3LlpDbJ9wj5j6n3r2PVdDuJLa5/wBOliiKDLA4YEYJYHsMCuF+G/xs8J+PfF99p+jeLtN1W8gURNa2zhmj25z0P3vX6VtThdMyeLnsl0PTtKiUL/D0GACavhcrVDT3W1iCltx9xg/j71cVyy1nyqLMObm1fUftyd2OvWkMeGz+H4U+iqAgS3WAbVULg/LXzp/wUC+IOk6Z4M8P6NcGd76+8UaOyhYyVXF7H1NfSEhxG30r57/bu1yGw+E+gwtHNJJN4n0Xy5I4S/W9j6uBigD02y8aaani3VoWmaSS1lQPmI/Jwe+OaXxn490c6Dcbrl13Ov8Ayxb1HtVq01yGLxPqUcnmNJHIgZUtmGMjjJ/io8Xa/bzeH7oLFcqyuuD5B9R7UAWZvHuk2US+dM0e5FPERP8ASsnQPHWmS+JdYkjuGkXbHnMRG3j6VujxBbRwj/R7mQqoHMDf4VkabrkT+JtW/c3Sqqx4Cwn0+lO2lwjJNkHjX4i6SfD9zsvHVvl/5YNxyPatSy8faSbaPM7BvLH/ACyP+FQeL/EdrJosyLHcRn5ck2bt3HtVn/hK7fy4Y/s83+kIfLdICQMD+Lj5T9aahKWiQuZJ6mTp/jixk17Uy0jNHGivnyiMKByeleSfthfFvxFe+Fbrw34Al0qz8RtCJJ7vV4pGt4Ld/kOPLBO45xjHeui8VfGz+1PH154V8I+TrXidTHHqMWf+QDC6/wCtlHuMEJwW7dK2fD2i6d8PfACW8F9fbrpiZr6/tmMzPu5LsQPoAe2KqnHklZmVT39jn/2O9Ju/h38CdH0HXG0eaTSYUsIX0yOUK6qACWLgEtz1r0DQfiBp6eJtTia6doYdkca+QcpgYPOOea1tH1a2t7WNVjumXg7pIG/wqhpevQQeJNR8z7XIjMgA8hsLx24rOtJzlcuhT5Y2LGu+OdJbT2DTSdf+eR/wpNP8d6QunqftTYBH/LE/4VNq3iC1XT22x3nytg/6O3H6Uyw8S2sunM0cc8ipLtYtAUz05XI5X3FHN0ZcpWVignj/AEiXxFcbbhmCoG2+S3J7HpU3iX4i6Tpem3k8k2wWcQklkMZwo/Kmp4sszrd0ubhZIQGP+jMI2Hs2MH39K838c+MV+NcF9Z2sd3/whtuVN5qdihma5lDD91EFGWHTLDIGCKNDaguZcz2JNM1//hdeqSajJdTHwrpVvFex23lbW1JgS29uM7RgFQMHOc132leP9Nm1d4xM0apbrNs8k5hUgEc464q/or2VpYQLHDcRR28aqiR2zINuMcjFPttehj1qaMxzCJY/lC2jAjPqcc1Mo3CrU1sir4h8faXDp8ki3DfKudvktg9s9OtWNJ+IGjro8R+0NxGB/qW/wqxrevWzWMqrFdZ29rVv8KNK8Q2/9lQ/uLkt5Q/5d26/lVGPKtxvhrxDa674hm+zSNIIYhnKFcZroIvuR/WsXRNQF7rkjeVJEFjAG5Cua2YU+7/smgCeiiigAooooAKKKKACiiigAooooAKoa7DHLCu5oVkziEydA/bHvV+svxENj28nLKr/AHMcE9vxoA/KT9sf4CeIvjp/wUu1e3bwT4o8baes8BtEbR/7E02xZY1Jc6vATNLjn5GXBJx2r9S/Clq+l6Bp8MlvDD9mtUXyUcs6kL0B6n618Mfta/8ABUHxX8JPiJ4t8HeFIfDQ8SeE/EMMbvq9pcmGDTWt0dp3Mf3mMjeWu3PJGR1Nfafwo+IP/C1fhv4d8QyWk1l/bVhHdi3mXbKhZcngUAdZZTeYmW3KXGdrfeX61KJslsDO08e9VzcKFC/MzYweORmvmP8A4KWfti6h+yB8K/DV1Z6hZafq3ivV/wCyLe/ubeSe3syInlLukYLn5UI4B5NAH1KLzj7rV5L+3hMx/Y/+IhVc/wDEhuD+grh/+CcP7TmrftN/A2XXta1zw3r06X8ljHd6RBPCkiqqkb1lAYSc88AV0n7bWrxJ+y38SLWRts39gXLZJ+UgAUAdl8MNWntvC64t9ypb2wBHGf3EdU5vCek+GLrVbyx02PTJtQu4JLq5kOBcP5n+P860vhjq1rbeFY0uJF2tBbcAH/nglaXj3UbddJt13KzPdQABh1/eDmjdlJkz6nJAt1O1izS2qb/3Jz53oF9a4rS/Anhy4+NWqeIY9H0lPFPlLD9vdx9uePAPk9M+V3x03DPWt34ofGPw/wDCnRf7T13Ul0+xWcQ+b5bNlznauAD714Tov7OPiK//AOCll58Xl8QRz+F28MrpMWn+YRscsJN+3GOh65zXRTjc4qtTU9p+KPgLR/GkFnqGqaJpt5faRi4sGuWAeGXP8PHXgV0Oj6zcXFrCotY2kjjQygPjaSOcfSvnX9uLwx/wlXxK+FM3/Cbf8I3Db6ylwLVg2dTIkjIjOFIxxjnHWrXwe0I/sw/H/wAW33jDx5NfQ/ES+WTQ9OZC4s9pO5FwvAJYdSelVKFkKkpSn7sC9rurm2/bh0i1t/AczNcaO00niPy/3dmAzDyA+OpxnZ05zXafH34O+GvjZ4Xtf+Ei0aO8utPRruweTn7FMMEN+BUH8K8JufHnh34xf8FHdA1fQviL5kdroUtofD/lSIZJQXzPymMjpye3Stv4/eJrH4EeCvDNl4i+I2ow3mv3zpp88sSl713KKlt8qYVGJCknBAbqKpK8bx3M63PGXvKwzw5+1v4+0zXPiHoLfDHWP7P+H+jQXGiakm5Y/E0/lbikfy44PHGa9U/Z0+L+u/F7wVo3iDxB4auPDt9qGnSS3Fhcf62Bw7LsJI4yBn8auePfDM/xE/ZsutCtrw6PqmsaZ9gguoGz9knZMBlPP3T3Oa8e+G/x3039mDxn4E+C/ibxBLqmva9pNwbS4ZC0lxKPNYsxAAACI3btWsqanTutzP2zidz+zZ4rs7bwr4rhXwPb/D+JtTkkkWTCxamx6zMSBlm/iPPbrWIuuafD8VPHXl/C+1u8aGWOs2w3f26Ni/6NnHP90cnpXxt4s8W+EvGH7K/jbwrp3xqtrvVbrxZFqME10kwFl5c6O0Pyx7vlC8Dnk88V694G0jxT4J1Pxl8TtN1271bw2vgtI1mkG22inihQGVEIDclWPSuv6mr28/8AI53jp+z+HoezfCn40av4X+HngGHS/hXNoGm6hLKkmlkFDonzSfvG+XgNj/x6uY/Zu/ay0+18TfFtD8M7jwxeaDq7wLZ2A3XXic7iPtUceAMN13AnOPauN+B3jHSf2gfhl8LdU1T4qaxrGleLpZ7QWzRLFb68VMp8slUEi7WXOcr9yvSvgJ4B8OXvhXx/4d8I+Or65uNP1UQzyNCDLojq3zW8bMmWQdATu780qlCnT5lPe+n3hRrzk4tq2n6HRfCvx78S/jP4GvfsfhiLwRZmaVoLm9H+mAFzyYCu0t+PNdLqfwl0+0js/wDhLrz/AISK8mcZe/kIgZscAW5JTNXPhV8VNF8NX0fgf+3rW88RadE93cxlHO6AEZkzjG87gSPU1wP/AAUK+APiL9pGL4fxeF9as9Hm0LX01KY3Dsv2pBE6lPlB9c9ulcGHivaeR6OJlJxXKz1zwZ8M9D+F1xM2g+HLDSW1hTJci0QRK5AyDwOpzW54clkhvZFVY/3w3MVX7mOzHuT71x2l/tXeBH8YxeG5Nej/ALct2+zeQsT5LjgjOMdq620vvMm1C3aS1V3UvCVzuHu351jKTT946qdBJ/I8V/ag/af8VeBdcl0XTfhnqXijTZsLJdJkxS5/h6EVV8DfG/WPAHhvw7Y6f8J9Q0u31rUvsdxb2KHy9KXKDz34HHzH/vmuB8beK11PxxJ8F1+IF03xBmf/AISWO7lj2+TZ58vghduQ3GCK958L/DvUNL+FuoaPN4juFutQMki61GM3Q+UYmCldvmDrjbtz2qajg7cp6aSpQtJbkfws+MWua38QfF9nceErqzt9Nu4rW3ucEfbVw2ZM46cD161Z8A/F/XviX4Q1KbW/C1x4Slg1H7In2liySRDBEvIHU8Ve+Cdn/wAIN4RGmanrX9tXFrIMXTDEkzNkiWTAHzt1IAABJwBWVN+1T4J8c6heaBoviC1m1WHg20kT4VlOW5x6ClKGh5rlzS0PSx4hkjUx/Y5pNpCu4+6fpWbpuuTr4h1VvJWXy1QoiH5hx3rm9H+Imk/F7wJq0eg60W2pLbTXaIV+zSFcZTI5x16GvG5fiL4f0TxT4b8J3nxT1C11/R7gR3XlQDzNV3kFLeXMeAjDqRg8davkT+EmpTqwlaat6nvfxZ8PWPxF8FXul6xo9lq1i4R5be7b5SQQRxg9Kv6Ov9g6DZwWlsIrW1tVEMAH+rUDp+FfNvxc/bQ+HOleI/EHiC68arptp8P4kj16GSCR1UMyhUfapyu50Py85x2r1bw1+2t8O/EPwjXxcniK2OioiLNIEbK7sYATG7v6VLjKKszX6pKraVO7tvYu2Xww0HSPjfceMLHSVj8QX9h/plyozJMgC/Ko/KnyfBXwnc/EGTxBF4ft4dWkia5a+kfbJ5m3b5hH/PTb8u7rt46VxXgr4qr4s+MM/iLwveah4n0W6s9kdhDGITZ/dxIPMC5HHPJ61w+l6b4t+J37WeuXS+NLbTG0+2KXOlqM3VjHtBEeNpQoSQ+ck5OM9qUI3PQnFc6jOVtOp9J6P4qXT/D+mx3H2ZYmtA7zLJhBxXH+Lv2irHR9f0+PT9J1PxAZoZY3GnRed5eCAM+xqx4S+Fmi69Z6LrOpXFzruo2tuB9tkcxjp/cXA/Suyt7qxtfEdikHlwhreTaQgXfyK55XuYSlShrucXqTePvGun7bX7L4XEgzHcq5uJ1X0aJgBz9aXwj8LIZdO3aytxr03m52zErDnj/ln939K9DXWItrrlWXBztqp4Z1+1a0+WaLd5h7Gqld2sT9cUtkZepf8SWDTYLSxWGM3IiWJF2xx8/pW/cavNpwbNpJJIrAbYjuUD61j+L9ct2Omr5iH/iYIDjPvW0/iC1NuymZAMcbc560KPcxnVlU0ic/8P8AUpoG1fbD5u7U5ckD7o461N4u16eVbVfsbQql5GvzDhwc9K5z4XfF3SPEXiPxFodvqFvcarp9/IZokRh5Xpkkc8g9K6DxhrcMlvYHzBuF5GGLD5c85xV8yCVFrc6C61GR45oms2kST5CPUEc15r8N/gr4N+G3ju6uNB8LWej3k2XluYoRksc5JPWvTW8QQxBv30XX0PpXltv4msZ/2morH+3W/tAaes50rYdiq2/94DjqcHIJ/hqlKx0YamnGbfY9Wt4t6Luk8zAyDjrVuI4jqrAmJmbHysOCepqzE4Nuc9zUy2uefZuSROrBunNV9R1i10lVN1dW1tu+75soTP51Ns8qI7fSvhD/AIK8/sk+Kf2ovF3gyfTIPCOpaH4b0q/u7yw13U7myWWUNGUdDA6sSFDDk45oND7rjvEuoy0ZWRTwCDlW+lfPX7eHi06L8OdD0+PS9RnabxRowLwxboYf9Nj6ntitH9gH43eHfjf+yJ4S8SeEtJ1TRtHvI5bW3srokzRvFI0b8sScFkYgk9MVz/7a/jfVW8BaXp83hfXDb/8ACVaMPt8jw+V/x+x84Vt36UAeuQ+Nfs/jPVrddM1WTyZY8ypFlZOD0+lJ448dN/wjt8Bper/fTBEPuPetXTdYuP8AhK9VhOn3EiQshWRWXa3HbnP50zxvqsx8OT/8S26+Z1/iX1HvQA1vHjC1I/svWvmCniDp+tZWi+N/+Ko1gtpusrlY8Zh/2e3NdUNTma3H/EuuvurxuX/Gvmz9ub9ua0/YmsYde1iJLDT9Uv4NP8+4UyKJnB2LhTnBwea1w9CdapZGOIqRpw5j3Pxd47kk0aTy7DVo2KKwzD/tD3618Hf8FHv2iPGWiftnfCnw34P8P+LruLVoM6jNp17LFHB5p2h5IkO0tFy5B69DX0x8RP2jta8SeD5NB8J2tk/iy4tIbx7i8DHTrNGZTlip3Ftp4AzyRnjNTWH7GPgS81my8QahoF3qHiQBLuTUri7kV7qXqxAVgoOe2AOa66dqVTlkYVf3kU4mn8D/AA9YfDTW9TjXStUn1TWLWFr/AFaSyEc19Ii4+eXJZm5O1SflHArr/Efj6LWtEUvpepWRuFC7tQi2wxgN/GDkZOOPqK0PDUlxp+qXkf8AZs4tNiGCISKzxgDndz3rQ8UavcNoE3/EtuGU7SVyhIOR6nFcNad6mh0UU0tRtp8QsW8ajR9Y24H/ACwz/Wse1+IXmeILzbo+tLtlQn/R+On1rq7PVphFH/xLbrp/eX/Gsi01Ca51nUQ2m3eFdMqrrluDz1o5S5yd7Ij1bx//AMSmZxpesfM+Nog+b+dYPiH426J4L0VrzXJJNAjt8RK16BGrnp8gPBHNdF4o8RTeH9JuJGjWGGJN5ldx5Kj35zn6V8k/8FA/G3j/AOKH7N99dfD/AE6ELJ5QhlulQC7+cZK7vuoR64NZz0PcyLKPr+Np4aq+WMmrt6HrWr/EW4+N15Jb+GptUi0G3eM313bQBhqEZHzRwMDwDzucEFTXoA1ez+Hng2Sz0nQ9UtbLTQHitbO2w7BiMhVB55OSfrXN/soXGrad8FvDEWraLNDqsekQC5MTR+WZNg34wema9I1rXbq00yZv7PuvMQAqVK469uamnFyZyZk1RxTw8fhi2r97MhsfHZe2z/ZeshmiByYeR+vWqtj45ZfEFwG03Wj+6HWHjp9a2rDV5jp8bf2bdE+UP4l/xqnbatMfEU//ABLbn/Uj+Jfb3rQ4L3IdV8dskU2NN1jhM8Q//Xpun/EPfp1vnSdaGYh0g/8Ar1e8Q6tMmnzN/Zt19wD7y88/WpNJ1WaTS7f/AIlt1/qR/Ev+NAyHw7rn9u6u5+z31t5YHFwm3d9Oa6SLl2rE0u4efWW3W0lvtAxvIO78jW3D99qBElFFFABRRRQAUUUUAFFFFABRRRQAVxf7Qtrqep/BzxJaaNDeXGqXGnTLbR2twLaaR9vCpKeI2J6MeldpWP411KLSNJa5uJjDbQgvO3G0Rjlsk9B70Afg3458E+OvCHj+70Xxnp/xAs/EETQmePVPjNpq3jwGZSodWj3bMkYB68Cv3Q+HWmPaeBdFjmWSGeOyiDrJKJZIjtHG8cN9R1r84f2ufgRY+K/iPqXxQ0mb4Uax4N8d6/HMni3WpVd9PRIBAbVd0bBoxIm4HcMOemea/Rj4P+FV8K/DLw3p51F9Y/s3T4ovtxfcLzCj5yc85oA6K3gDQtDmTcudzE8n05ryf9rj9mG+/aJ0nQZtK1a10PxB4T1Eapo93c232mGKfy2jYyR5BZSjsMAjmvXLEFQ+TuXJIbP6VOV3sQO3QmgDxD9i39kCH9kfwT4is/7Yk1rWPF2uTeIdVuTD5cAu5tolEEf/ACzi+X5VJOPWrX7anh21/wCGVviNMyxqzaHcI0zrksCOc+wr2JrfeQNzbf4gK8h/b1s/tH7HnxFiWV4w2hXGSvJAx/Oj1FHUDrmveG/CGi/8I7oFvrU19LbQ3RaQItpF9nU+Yc9egGPerWleKtc1zXtas9Y8Ox6ZZ2N5B9kunkDC6HmdQO3QfnTdP8AXfjb4Q6hpkOpXGlS31tarDdQORJGvkR8jBGDxXGfAL4i6TqWk6t4Ht9Y1DXtW8E3dra393qBw0j+Zt65JPKnrRzRTuddPZu1zvf2lbO6i+GrSab4PsvF1+1wDHpdwo2Ttzj5jwv8AvHgVzGi+PPGMfxp1PSV8D2a+E7XS1uBq8Uylje7R/oXljngc+Z0rgv2kP2l/BPjTQdT0IeNNW8N30OpfYp5LVyslsyll3nDAiMY5PuK6jxpqGm/EbxWvgjSfGVx4e8UWohvd0DZkubUIv75kyPlY8buea6oQk1zo832cZNSm+VHYeFfDT/F7wbpusePvBumWOtWp3xWs+24awHBG1/X3HpVLwSda8f8AjvXrfxV8P7Gz07wuU/4R3VmlSdtQUgklVHMZXAHPXNWfi/8AHTwn8IotJ07XvEMdrc+IcWVqDIC07jA454JLCvJ7z4y23x6+Ltho/gq+8Qtd+AZMajArtHY3JJG0SyA8ZweoPGaUoN6s2oyUZR5X6+ZH8NNQ8TQftOySXvwd8MaHbLpszW2uR3ETXsk43FVCj5trDv715L8YPi38RfHvwk8P6r4/+FfhltQt/Eb2rW2olIo7K1LxgXSlz95cluP7or0LTPgf4p+OH7Wth8S9O+IUvh/SfBtrJpl/4ftM3drcDDMW8wkfN8/XGRiuX/aY/as+CPwy8EW+n6vdeJLlvFSXVnY3VyTfxrKFAaRVkfHy7gcCu/DRhzWijkxnNUqczdkS/Cb9sD4tap8bfH3h7SPhi3iTw34W0q3m8Nzxo1jDqjiIbgJ3ykmG4BXoK5j4j/Dfx98ef23vhLrHiLwmuh+dYSjUbqxIW60FNs3Al56nAJA6NXD/AAi/bI+G3ws0fxHoy/FDxdqUWoaSIVVYAq6Y20BWjHmfITnOBivoT4HfAjUfjX4o+HXxI0nx5r11oOl6TPBLFPI6tqpYyqPMUMRwWByc/dFb4iUaU3Ontt+BzVsvqQlTVSW6uvvNTW/2dvhj8Lvh3JqngHwD4N8XalDqO3UJZY4pJEZ2VZp5JRxuRcuVPLYxXpHg9ta+I2q6t4L1jwbYWvw9udGSK21aCVPLv1dBujEPVFGSBnrivij4m/Ar/hjD4DeLfBPij4uata674z8THXdPlsY9zxxSypst8bxuUFSD7GvovxH8bNH/AGQ/2PNJXxZ4l1u5XWbNLe21NIR5vmyoWAT5uo7DPGK5akXH376N6Hdg6Htqnsra22LHhT4bn4PfFXwn4F0P4U6Onw90W8ke11m5eNTp6NG7F4kwCGMjFcDnDE103hXxD408LaN461LS/hHYabr1tqyxWENvcRp/wkFlvwty74wrYLHaeRXjf/BOj4oaV8aPHN1JovjbxR4m/wBBd5E1qH91EwcDeoLsAw4GB2rI/Zz/AOChHw+8LfHT4qeG9S8WeLJrqz8RfYimpkrHbT+YVbyMucwjj0GO1c9OMnFuW6OjG4G1RUb8r5djr9e+LvxW0X4/w/8ACM/BjQdY0yazc3eqwuiy2kj7Wki3/wAeGyDjqVrb+PP7Rfxi8P8AwI8G+JNO+F9nF4s1fWjbaxo85+2NYWoVwroVxuZiqHjoG9q6/wCOVta3/wAJdJvG8VXHhGzudWW5tptOY/6bksdgIK583O4iof24NGk1Twl4ViPizWPDd1c3cSWr2Cl5rmTYcqvzD5tuSeegNTTxNJuzD2CjRi73LX7OUN9418V61q/jH4U6L4V1O3eOS0u98ck88jE7xkc5Xg575rttS8WeILL402+maf4btbrQbqJm1DVEIWWzkBXZGV6tuBY56Db7187+Iv2dZ/hr+0L4L1DUfi94iuJ5Zh9n0p5W8u824LbgX52g5PFe7eDf2iPB+ra7qkMWtWtvNZ3TWjl5vmuJSxBXHc5BxXI5856uIyqrZVqcrwtd7nJeJPhs0v7YEniiTwPZyWK6MsCeJ7uaNRv80f6H5RAcDHz7s4zX0L5EKTQusSs/bjGOOcDvXzD8XvE95oPxB/4TIzeMvEWlw2os202ysPMtX+fd5mN2Mj1xnip9d+N998X/AIbNpum348Or4omksrHVLq4MVxbMwAUxKB83JHGRWMZWdpHTUwNbE0FUja0VbsfQOkadZv4h1Zfs+m+YGjd2WPEhODguK5HxZ8M/AvgEXOqw6H4V0u6bk3M0CIzZOCScjqM15j4Q/Zb+JXh3wXcaLqHxYur1XiWCa6TTUF1IoByWkzu+hzmtb4Y+CfCHxH+HGoPb3GoeJLrTZzZ3jajduyiUAfwkkDAIOK2vJ/CedThRpfxZfcdff+M/C3w78A3jeF9Kj1C48lprS10y2MkM0oGQCUBC5OBzXAfD3SdV+J123iTWfg74d0vxBcqJTfSmOSaKROE3r97p+WK7b4Vfs3XXw++EmqaCviK6afVDK0N4kPlSWYdcKBg/w9eta3wY+HVz8O9Dk0O71i91a8tVxJqM0jM13u5GQScEdKqDIxE4ud07nhkX7Fy/HEeONJ8W6FpOh+G9YlQFtHtBaya2F2N50gJbGGG3DDnaDXb+Jv2dfC/we+DUK+D/AIcaD4g1axWCOG2aJFYpuAaVm6EquW98V6V8YvG2m/Cjwfqmq61qDafpcIR5rtmwISSqBfxOPzq5a2y+M/BMMtncXFpbX9oBG8Q+Yow+Qg57ZzW0pXRnTx7jJQgtTj/hZrevar4EN7rXhOz0LVLe0nWLTUwzMqnCfOONsgAOO2cGtD4LeEY9b0OHxVrXhTTvC/jS+hlS88hVMjxgkKrMPvKVANeceKP2P/EWueELHw+3xK8RWt1bzXFy2pKzrI6yPuWLAbooOOvavQfDekj9m/4KrceIvEt3rkOkWzR3F/P/AKyUsxwTknpkDrUmcakZ03Vl8Vz0Twrp1u3hTTQYYzi3GMY9KbqNrCmu2J8q3fZA4TeRkcjpXB/An4uaL8YdChuNC1CSSHSIRDIjdJCR1612F5pclzr2nSrKjLDFJuVj85yQRgViEqMnqbhsLXYzCCHZ2Krn61Q8O6ZBHaO32W22LIxDRAE47H61zfirxnZ/DLStHXVLyb/iYXbW0ZTuxDMN3PArX8LaE9la/NeSSfvTNtjPr/D+FVEcouK1JPEml20g01vIh2/bFIynPf8AWtqXRbQKf3FvwcfcryXwP8FtU+G/iPV76+8U6jrkPiDVkuba3ushdPUljsTk8cgdulepX2iSzq7LdOuHB470SMo6HL/D7wPpcGp65qEOl6ba6hJfPvuYogryY5BY9+9avimwhIshJDbyM1yhJK/Ln2FUvAmm3F2mshbgLjUZV4/CneLvDs3kQxyXEjNJOgVl/wCWfBGRUnRGpfc37m0gWNm+zQ5UZO4YIA759K8G0T4hXXif9q5V0bQ9J1fw1FYhJdetMSSRXA37rcsM42/Lx/tV6J4E+DupeDbfXFuvEl9q39pRyJELjOLfcuBjk9K8o/4J6/sm65+yT8Pda0PWdek1q41XXbjU0kQliqSBflyfpWkaPPFvsEcYqL5LX5kz6S07Eke4rtLDpmnw/cZG45psESiMLGNq+/3vxokkW4fy1JVh3qIx92xyyupKSdjQjGU5rzf47/steFf2g5dLk8QWfnyaa5CuuA0kLYLwN6xvgbl74FekR/dpWG4UjQ5vwv4EsfBGjQ6fpNrbabY2cflwW9rF5cMYznhR0rxn9u/V7ix+GGh26WjNDceKtHaWfzR+6P22PAx719DvBhTtJUHk4r5u/wCCg2r32n+CvDNpDpouNPn8UaO1zPu5Rvtse3jHr70OVkHM1seu2euajH4p1TytDjZfOjTzBOqmRcHLH6elSeM9W1L+xbzy9IWQRunlnzh+85Gfpjn8qhOuXFp4m1NVsWVIZkDSBs7kIOTjtimeNvFrQeGtQNsiyLbsjIyyA5GRkn6c/lVUbyWoOTi3fpqasfiG+treZ5tN2RxkKmHDGQf0+lfFn7efwgP/AAUYFx4D0nSFmttFvEubzUWI/wBGkXhY42bAZjk5xnaRg19C61491T42W9zonh61vrPRUkSLUdWZijzrnkW+OuRkFwQVzkV0XgTRbXwXcalo+j6GbO30uNCs5Ys16xGTljyzE5yxySa7MPUdKfMcOLoOvT5ILW5j+DvA1x8KPhtHpdv4etWazto13O6kXDjaOR647+1dzp2q6w8Fusmjxruw7DzQPLHuPWo/F019LpkwW13L5Suu9ivz7hxn6VoweJ2Vo42hh85kGR5nf+7XHia3NUvI7qeH9lpHWyMfR9SvrbxhqRXQ7dfP2751mXzH443f0qXxBrOoXmgsr6N8zEDb5w6A9afZ+IWtvEt4j6d5e7Z5kpbjOOK8y/bT/aC/4UP8B9b1w3Ful5aojxosvzDLgY/Gs5VIpHRgqNTEVIUVC7k7eh6ivjC8Etuq6TtjZyjuZAoQjGOe+a4/VvjHHpGtX1uLPztWWZQbS2nDT98b1GSFPqa8f/ZS/ac8TfthfCW11bTU+w2skrQTzzr++gdFDfu48YdeeCSK9m+Gfgmz8O+Iry+Gl+Zq10qibUpCWuJiO7Kfuj0APSp57nZi8vjgqvLW+LsYaeGNa8daXJqnibTPJXf5UeiicNayDOQ79s9+fStzx38MV+JXhK303UNKka1hYD7JFcLHFOoxjIx90Y6V12savL/Y7SLpzSfvAGgxgP71dsNTne2VvsONpAGW5H6VXs+bc55Yqd9NDlfAen3Hg1G0610TyUtYgibrhSWXsv0XoK2fEuu6lHpU+3SEdto+Tzh6ipoNXuJPEV0v2BfMRRtYt1p3ijWrqLR7ho7FfNUDqeoyPaqjHlOWblLVj9O1nUjp8X/Enj/1Y/5bCqlrrWpHxHMp0mMfuv8AnsPatTT9WuG06E/YRzGO/T9KpW+rXJ8TyqLFfli67uvT2oJF1zWNQOnzAaTGflzjzhRpmtal/ZlvnR41bygdvnDirGtapcpZzf6AvCd26/pTdM1O6OmWrGyVpTCOd3T9KAHaBdz32ryfaLZLVlXIVXDVuI+5VP8AfOKxdCuvtetS7rfyJFj+Y5zurXiXEUX+yxoAs0UUUAFFFFABRRRQAUUUUAFFFFABXnv7T3wt/wCF2/BjxF4SWdrWTxFp01gZ1Yq0auMZBHQ5xXoVRXMXmY5IZeRjvQB8PXGofH7WvgM3wzHwr0EeKI41s4dfxF/wjPkhgC2wt52/y887Pv8AtX1p8HPAH/CqvhT4d8N/aZJ/7C0+O1dmO7zdq4Jz+ddRHYxpN5m3LDjNNnsiz/8AfX60ANIR0CrlYVBJH16VHNe+VMcyKsu3hD0x70ahDIIoY1G7JAYBsYHr/wDWr51/bm1vWrlfh34F0/VDo8vxR8Rto1zqdupWe3ijtpJ8xEH5WzEBz6mgD6Gkv12u3mFNrKCAPevK/wBvKS//AOGSvH66b9nEj6JcHdN24615b/wTA+O/iL41eEPiBpPiC7j1A/DLxnfeDYL5VInure2CBHnJJ3yHcSWGBXo37aHi6xi/Zj+Ien3EF5JKmhXJZDbtJHKuPUDBJHaqjFSqK4qjSjc+IPj3+3F8fP2f/iX42tfC934fvtD0vSrKTRl1N0MdzMYofMX5CG4UuRnHSua+Df7QX7TfivwLqniLQfhn4QuJdcu0vZb+3m8pbggh1eTfIOSc4xxmvAf2rfhT8D/FPxX8QXbeP/GnhzWsW8s9t/Z089nAotkHyqqjqcDGeM5rvf2Mfjp8OPDf7H/jPwJrXxN8V6sviSWGCF5LSe4fSIwfuREDjH8I9a+nzDA4WGEjZ+99x3cKVsXUxjlTpqUE1e+vpoezv8bf2pn8X219d/DjwHI16gkmQywt5kikAeY2/bnrwDX1NbSWY1K81bxY+pW8kgRnggSJY8lFBUP97Gc8ZxX5t/Cj4ZfCnxXo/iv4d+FviJ8RdUacrrN5cag8sbafDbZDtFGygrkvkr1btXvH7VH7fvwt+Nvwas9PsdU1+G10fUo/s89uHtzfmODYdxK8dCcHuK8KrWhDDqEXqfXSympmeMVGth4xppPVafO36H0J4w8Z6B8Lb3w+3gbQdEvNPF95+sS6mJZmsUyuTGWJ+fGenHArrvEP7T9rpms6RN4Vi0F9Jumlk1a4NrKkg+YbduANx5Oc5r5R+FHgH4ffth/s73Wsaf45+KWm2dnCEuyJ3LxcZ3g7Buc98egr13V/Gvg74KXnwN8PW+pa5qy6lE9nYySgxfaVVkDSzqV+aTOOTjqawxNZ0nyyPPweU4KEr35t7La1kzzL4p/th/tCfC/40SW/hfwz8OrXw9DAbZzNMyySzsS+xhv5zGQ2enbPavK/jz+0l8ZPGPjDwLa6/wCEfh/Jp1/fqskemwtK81vuXzscnaQuT2zXjv7XWq/A34kfGjxd4kvPHHiTR/E0OoC2TRBIzw+WEAMiYXgdePXmu9/ZF/aO+B37JkN3ruk+IvGXiq+ktCBb6pHIVjdkIXy2ZMKGJxu6cV6WEqKhH2jWrPbjkeBxWAT5VztS+9bI9H0rxR4r8W/tNePNIsfA3gu88J6PpsEuiz3UTpJN+7HmCQKQf3bfL05969J/Y8/bZ8faN8T4vDniDTfB+j+G9JtZGZLFZt0UJJwQpJO8yHHTpXinwz/aZ+FOv/tlReMtP1TxnBrPikWscunteFbO2mVABGq7OVJB3c4Y81j/AAYl+FPx7/asbxhceP8AxxourmaWVNL0+CUs5GYiruFwRjJxiuPEY2M04pbu+4YfheDwMniYawj7r36n0J+1P8dfH3xS+BWrDTdC8K6t4qXWgLG2S3k859PEiFmJbjcE3FsHtxzXsngG/wDEPxd/ZS0218T/AA6t9U1W3sXhtbON1W3UgYQne4YAgDJ61zvw0/Z+8J/Ar9oO18VL468e65ef2ZLd2mmX7PLBcRGNztUbeFUZIFdB8T/2kfAPjn4K6b401LUPE2i6VoOqtcTPaW0u+ZoWYNFLhfmhyCGGMcDmpniHUXIvs6nzscLGnU5acfestf6sZ37Ltt4++HvihZNW+E2m6B9ntmhVNPuot5BbI4Mh475NcJ4S+B/j34cfHjxbeWvw9+HOmnxRqZ1WKe5nkkmuyWLBmBc/P3O0ba5jwr+1b8F/iV8ffF+v2vizxhFH4u09Vcm0njGnBSijyUK5jU7RyeCSfWu98e6D4Sl/bE+C+oSeJfElxcaXoZ/syKe1lmGoRlG3PK4GA+3kg8muT204K8vtHuYfDR+sJ1Yxb5H0fbbf5EfiPxX+1DH8J7ltO8KeB7i/XXSkVizbjBaln3THLYBPylQDkA9KyfDg/ae+Inj2ysvHWkWq+FY5y0j25hVOIiUIJO4DfgEjB6113ws+IvhPxl8D9bk1C+8VaXp9v4pv43ngWS6vHYXMgCjauQnB2rj5RgV6x+0F8e/A+ss3w7utS17T9TvoY4PtMNjL+6VkBBDhcb8ds5FY06KbutSa2aQwr9hOjDXry6r0PP8AWPhXeap4v8EX194f0CbUmQnVpnvXylyQMfZxv5BPX2rqP2W7TxZoniPx9/wlHh3QdFghu8aPKrI0lyBvxvySBnjB4OK5D4k/saaT8OpvhT4q1DxRrEmi/CWOR2jltJJ5tTRlUBnx/GMZ6c10Or/skeH/AI4/DzXHtfEniyHTfGt0mpC8KuLhFIYhEGMxhQ2MEcYFVz2drHHjMwoSw/1aEtPR9/U8zt/id+1x4o+Cl5Bq/wANvCEustqLwmFrkLHJbhiyOCsg5xisnw18S/2npPG/g1dS8LaHp+nSa2IdVigWKRIYAybsckgAZ2kc5617x4D0Hwr8AfBN18NY9X8SeIdSuCbjfqgeWVV28kS4wCAMgVP+yD8MfDfhifUNe0HxB4o1qHVWW3P9s7v3LR5O9VYA7m3YY9wBXRUlFxVzz8LUhSoyg437HsuhW9w+valJNarHDI6FJS3MnHHGe1V/FGhNougXX9m6TbxySODJt+UPyMk89a4/Q/2mfCNp4o8YTNcaw0mizRW98rWcrRRvg48tccg4PIzWt4j/AGhfDPiOWLw/byXzahrEO+CP7K8fy+u4jA79axjUUdjx5Yd1JaxOytdWmj06MeWyzLtjVQ6neO5U5/nXK65qPiCyv/Ec2h6fZz3xjQ2iyyc3DBe4zxg8dq8b+KOleF/gB4T0fR9Y8ReMPL1TWklhmQu1wkm9MRqwU/uycDHoTXefCn4d6b4X+LvizxfHqfiO6n1+K1WW1nZpordUTCGJAMpuHLepqk7HR9Rp0lzxd0dZpNn4g8T/AAzWbxFoeny6pINr2R+aMjPcE4960jJceHvDFvCsFnaW9rGv2eNnwEXsM5qr41+NGh+HdatfD90+orqWoJuhSO3c5HXlgMDoeDXP/Hj4R2/xz+G39gtqWqaXG0sV2s0UbGUFHDhc9gcYI96r2jSujGlTXtlKasjDu/F/xMvPi7qy6foGhyaPZ6Qz6ReSTHfPMQpZCu7oW747V1vwsuPE3if4Z2beMtEsbLWLqKUXdnF88cagttPJIOcD86xPh98F7HwH8VV1xdS12+ubrS1tpIpt3kR+WqrlFxwTjJ969LTVLYW01uq3h2ws24xMG+nSojVbYsQ6SlaJj/D3w9/wj3hrR0s9Ot7CO6g3XaoAMNisLW28bT/F7T/J0XTZNDhRwbx5CJFXK9AD9e3auw8La9FaeGNNjljuVYwDhoWc/mBUGseKrGw122kliuNsNpNMWCE7VUjPy4yasyhUlIt6ppZ1ZlhktDNCnzKZQpCtjqO/tWZoOo3sBNq2nizl8wDLyDGP7w5/i7Uz4f8Axd0P4k6KdY0ebUJrFZGiYywPHhhwflIBridf+DenfEjxbo+vTa14ptV8O3bzxWsZYRXJOPlkGPmVcfKOxzTTsTU5r6nc+LjqRTSz9lj/AOP9fvHoMnB61szXWrRQsfs9uB16n1rL8S6pbyPp8i/bHzeRkqYm+Tr2xxW9P4kt0VvlmGDjmBjQ3czOb+Hsl2qaxi3xnVJCefp71P4vu7xpIR9nZ8XSY2kcdar/AA61SK3XWCy3h/4mch/1Z9van/ELxLDK1l5cdw3k3kbSEZjIXnJGR8x9hyaQ7m1rN5qFvp128Maq6wu0YPdghI/XFfOv/BOH4h/E74jfD3xBffFC1SHWo9cuIrRV2oRZrgxnA9TmvoPVvF1npyXDSfbFWG3N3/qGI2Ac444Pt1rwT9lz4jeG/wBqrxte/ELw7ea8i6PctphtWZlt5sZy20qOm6umjzezlyowlCPOpSlY+kkffsbpuHK+lI8C2svmevFSWsySRHoWyQSB0pwtd33vmrCndfEaSjGVr9CzF92nZpqsBH02j0rkfir8d/B3wWtLebxZ4m0Pw3FeErA+pXiW6yEdcbiM4qSjr2Pymvnj9vK5vLf4YaGtva+dDJ4r0cXDsw+T/TYsY5r3hdahuLQTK/mQSKHjeP51kUjIIx9a+cP2/db1+0+HvhuKw0W3k06bxdpAu7k3Cr5SC9i2tjvnnilfWxE1B/EZniz9tn4e+OvEPxK8G2uuafda1pOnXRubGXzIsrGNrDfwPvEDg59K+BP+CZnxc1/9oT4i6p8P/F2l6DouoQPJdXml2d7cNLf2iyDy08xnKgZ2vwwPH4V7X+z7/wAE2fF2mft5+P8Axd428M6LrPhHxBdXghtpZo2aJZpt0cp5P8POMd698b/gnppPw0+IOreJNB0Pw3bi6VIxa2NmtpMYsrnbKThWyMk45HFdUqqjD3UfXRo5Q1V55O/Ireul0fR2lzLpOlrZ28VnbrHtECK427B3PPpXzD+0j+3dqH7Pn7SWl+GWvPDMI8XTRw2HmrLJLMV2q33chcFu+K+i7n4W2ajc2lv+5t02Rhxtf1Q/T1rxbxt+xBpfxS+NTeIJvDek2cnh5I5bCTy1keRyATn0wR+NcFatUeyOfh+nlMMQ3ivhs/v6HoXxS/aL0Pw14RkuNSuIxGEjfKQyyKZCwH8IJr5J8ear4w8Rf8FHPC914c0lV8JyWnm3jXEkq77z5yMDONudtfbmtabceGfDP2ax8OwzLGqthJUjycjPUfjWxFptxJew3H9gW/nQxBlO9eGPvWcoybV+heX5pgsHUqONLmvdK77/AORw3h7wz458R+KL9tYuLXR7eRARNpZ3NMRwFYSZwcelUPHX7Oml6l4J1bTbWK+sr3WiGupIWWWZhkDP73KDoOBXe6Xeasvie+X+xxtVVc4nGAxHpUvjqbVLvw5LG2krIspUuRMIyMEdzXVyprU8aOYVqVRTo6WMX4I/B0fBzwXZ6XZveXcVooAYpGueAMcAc1vaMt9H4n1GZbHyYpQpG98sxA9jWla6pqjLbr/ZhHyAuPOHpWLZaxqltr14sejtnzVVh54+YGpjGxyYypUxdX29R+8aWsz6pb6bI0dtFuyCOan0ifVhZj/R4fvDvVbWL7VbjS38nS90m8BkaYbQKk0vU9UXT9zaXtfzQCqTDGOK0lK+xPO3vuQxTaofE9ywtoDhQOtSeLn1QaJctHbQ78DGT15FV49U1qPxDfP/AGIpXAEWJ1zIO5zTvE2saoNHuPK0lp7jAzDJKFTqP4jxUsNTQ0251YabD/o8H+rGeap28+qf8JJcN9ng3eV8vP0qxpeq6p9iiVtHUYjH/LYVQh1fWB4qmA0Tcnl/e89eOlAFvXbrVm0ubzLaFfl9ff61NpU+qDTLVhbwlvJHfp+tVfEGr6o9nMr6Q23Z2mFGm6lq32Gzf+yefIG5POHHHSgC9oBujrszXUMcRZPl2nrWxF/qY/rWN4ev7q+1VvtNj9jkWM8eYGzW3BzEu7jmgCaiiigAooooAKKKKACiiigAooooAKKKKAGqp28nJ9adRRQBW1D5I9wx8ik49a8y/aU/Z/t/2gPDFjbpdPpOs6Lci/0rUYiTJp85UoWUZHVGYfjXqU7YxzjufpSKC/Zdw64oA8k/Zo/Zl0L9mDwhc6To0cjXGqXr6rrN2+d2qXsgAknbJPLbRxWx+0J8OtQ+KPwS8WaBo88NvqGr6bNa2v2j5UWVh8pLdQM13xkWQ7fvNnoe1RahtaERy7lWTgsv8qNU7jtFrU+INN+DPxO8Qyags3wR+CtzexukV5Pc627yOViVeQbfuADj3rLtv2afH/w80hptP/Zy+DPlzXsDGKz8RSsS3mDDn/R+Ap5PsK+5bOK3sdZmSBV82bE8gDDdKcBeR1xjFaEiNEm5MKPvHI6GtpVnNK/QvD1Z4fmjSk1fc+LrD4FfFay1XUdUt/gh8E9P1W8R45L23191d1J+62LcZXpkd6y739mP4layWtbv4D/A2PTWPnGKPXXGZOm4D7NxmvuKN5DH93czcgAfKKmJzKq7R0z0rnlCN+c6lmWKguVTfbc+PPCPw6+Nvw38K3Gk+HPg/wDCHTbFzn7PH4mlWMv/AHm/0fntxSat4B+OniTU9H1DVPg/8Hru60A7rCQ+JpR9jLYLlP8AR+MkA19iYCNt7vz0qO4hUKu5S3zcgd6pzjUaVTd6mFOtVhHR69D86tT/AGNvEmufE3ybz9nf4JXWryW5u5bp/E0peRSxHP8Ao/r3rr9W/Zx+JOmeEdSjm/Z4+Bt1HFA0cUUOssJGjAO1Bi269hX2s1panV/tRjHmbPKEpwCB121oEM6su1eeQR1FV7eVSNug44vERSipbbanwjoX7MHxGltNJ1aH9nv4L2OoWsCPCzeIJI5LdgBtB/0fqOmTWp4P/Z8+Knw+8WnUND+A/wAFrG8ZDIZE8Ry5Dn7wB+z9+tfbiR7V+fJZjinBm34xt464rGNG2rOr+18dKPI5u3qz5dlP7Q91K0kvwr+E0jpbmC3b/hJpQ1uhBBUH7PnHNYtp4S+PEXgmTRZPhH8HjpjCUtav4kleJi5y5INvzknJzX15IzJio73EseM4JXK8dPerUVGzXU4/rE463Pie5+FPxa0PXNN8r4J/Ay3urxfsxVNaYM6jLAZ+zcrxnFddd2Xx2fWtNuJPhT8IV1C1j2Wb/wDCSy7owPvBP9H4GPSvo7xBp9q1xa3t021bOXzIXZgphkIK598gkfjWkyf6P5swkfnfh8box7Yq52b5ZGkcXXT5ovU+Qfgno3xss/Ct8tj8HfhzosM2o3s7W9x4km3S3PnMfMwYPuuSWB9DVzxvrXx8i8R6PJc/Bv4Y6pe3Wo+WtxH4hlZbEiInzZW+z8DjaPqK+trdVCSSA7vlyGPf61YKl2yowO+B96phFw2M6terUk5VvQ+Zda8R/tJa1YNb3Xw9+FsluyE+RJ4nlZJCOhObfoDVPwZ4i/aa02wZofh78M7TJ2rAPFM2xMd1/wBH6HrX1O0XA8tV3KuBkUjlo4lEmMtxkDof8KHZmHKnqj41+NvxE+PHw/8AC7a5rHw0+Fci+YkTz/8ACUzJNlmAADfZ89+ldfpOv/tHaVBGtn8M/hSIXHmIg8TSp5WR2xb81734i8O6f4r0j+y9ejW8jGJmLkKgIbjnj2rY3xyL+73GNUA3RkFcD3o5U9Gbus2kl0Pleyi/aKj1DWH/AOFW/CVZL4qzufEkuJTjq3+j84o8a6p+0VZaV9sh+FfwpN3bqqxyp4llEkY3Dofs/vX1dFEJF2nDR4yP7xp77WGdvJ4GRmp9nEJVqr2PmDxJL8fvF1hYyan8L/hTqUmn4lgefxNKdh4O4f6PweM1Dovin9pe01e+MPw/+GcTOUxcf8JPNiUY+6B5HbpX1QY+23qMe2KaiBgx/hHTjpR7Ml4iXs/Zo+X/ABFrv7Rd3a/arr4b/Cn7XbkeXdP4nl3L+P2firlh42/aWl0pkPgf4ZSMqArt8UTYx9fIr6SurKO+smif5lk65rM0+zjngMXlyWrWpKQ5IJx6/T61SjYPaScEpdD57j8VftKvr0ckngH4byEWzBSPFU4Cnjt5FWx4u/acTzHl8A/DWVfJYYHiaYE/+QK+itOObYfKRyVO7qff8asCFIjwPm6UWSM9Fqz5h8M+M/2mP7I05V8AfDeGFbcBo38UTFwfr5Gaj1bxJ+0tNrMMi/D/AOGIVYXiLN4nmOFOMj/j3719QPGgP3ctjA9qeo3L07dCKBxk4nzDYar+0RoehLDY/Dj4W2MMbFiI/E0uxyepI8io/CvjP9pL+yZhD4J+Glxm4J3DxTMQBxx/qK+opItyNnkYxtxwaytLFjpcPk27RqxbLIrgkE9eM0DlJvc+dvEXiv8AaWujZsvw++Gm9blWYjxVMOP+/FaU/jT9pdvM2+AvhqoZwQD4nmP/ALQr6KiXeO5544FSdONucfrQSfK3gnxf+0pCNU2/D/4cpu1GRgT4pm6cf9MKx/iz8RP2ktMutFab4VeA9a+0apFHGlr4nnX7K5ziWTEH3F7545r7ARVw21e/OB3qO5UkqdrAd8YoA+a73xP+01NZyK3gX4afvo/LkkfxJKQCTyAPI6Y4rhv2bfG/xjl1bV9P0X4a/C/RdN0vVvsV+lh4gkRlZWAklCCAAkjsfSvs3eksOB827pkVg6B4b03w1qN61nDb2c2puZ2wwDzuerYNV7ScYvlM5UYzacuhpaDFP9n/ANK8mOfA3xRNuWM/XvmrrnZ935ag00bp5jlewJHUketWTHk9RUxlde8VLa0RFO8Mx5XFfFv7fMfgl/2pvBbfEy00u48K/wDCH635TarEJLNbrzIPKGGBXzDzt79a+1gPz9Kz9f8ADtnrsa/arO1vPLGAs0KyY+m4Ggo+cf8AglyvjC0/Yk8Hw+Oo9WGvb7reb5WWURfaJPJ3Z5A8vbj2xXTftf8Aw08b/Fn4eSaX4c0/Q3ms9TsNTt1vb1oUmNtcLKVJCnG4LjPvXt0FsbUNwmWICjHGMVCJEnhYtukxIAQeNhzwPwoDysfGHgr9o74+eL/jN448M6b8PfhomueG5bT7e8niiXayzIWjUL5HULxXTfFz4m/tLeHfCepX03wv8Ca3CvlImnWXiWbzmy6/MCIM8dSPSvoOLwh4d8PeONS1SG1itdZ1wxvdTbgGufKG1DjP8IOPxrpPLDyFdu7zPnOT8zH+VPmvoTy8ruz50h8cftNS28Lr8PfhpGq5Z1bxZOSAQMZ/cdvSuI+Hf7Tnx68Y/G3x14W0/wCHPw8/tTwoLT7az+LJxGfOjLLt/celfY7yLGVXG125we/rWNofgTSfDni7VtYs9PWLUtdEbXtwDzN5Y2pn6A4pasptNJNanz54m8XftOX2i3Ct8O/hnKxK4KeK51I5Hpb1pxfEH9pg2sar8PPhjvRVQn/hLJ+T/wCA9fRQG6JstgseopuFeM88E/OR/CRR6hb7PY+X9F+Jv7R83jrXYV+H/wAMfOt44xIo8Wz5QleCR5FWvFHjH9pi+0KSOb4c/DOY5HH/AAl065568W9fQEel2dhqd3dJGILm/ZfOldwDdBRgADPatVdqOsZkJb7xBHUUctwPni38eftL/ZlVvh38MfNUBSR4tn7f9u9Y+lfEf9pS88b6xCnw/wDhgZbcRM0Q8WTbkO3v+4719QRssnmeWfl3EO2OUNZtppmn6Pqt5deXsvr5VDyNIA11gYAAzQC0Pnvxt8Sf2mrDw9fMvw1+G8/K7RH4snD5JA7W9XLXx1+0xaWVvGvw9+Gca+UocnxZOx3f9+K+igw+0Mq7gwILggc8damZcqp2eYwODQB8j6F8eP2iNV+KOtaOnw/+GovNISISK3i6ceYXXIIHkVr+OPid+01a+HLzzPhr8NbrG3bHF4snDdQO1vX0HceF7HSvE0mpW9sFvrzCyyAjdIB25rTskjs3EC43ffdRyMfU0AfPNn45/aaWwjDfDn4Zo3lgD/irZ+f/ACXqpbeOv2lDrsyr4F+GPmeWAUHi2csD9PIr6cjyUf5d23hRVNbGytNSa4fy4bqUYO5wC34UAfPGp+Nf2mp9PljX4e/DJZCowW8WT+v/AF70+x8a/tMW9htk+HvwzadUAB/4SyfH/oivpJY1Z/mH3xioywVsr/CMHpQB5D8APFfxL1fxrqsfxA0PwzojrCjWi6Rqz3+8AfP5m6NNnbGM5r2KNyAu7qp6VkahbWMUzXjMkE1wNjF2xvA7CrqJH5mUO75hnJ68dqANKigdKKACiiigAooooAKKKKACiiigAooooAKKKKACg8iiigCOKLaaz/FE7W9hKylfM8p/LD8q7YyBjvmtSqeq2q3CrkDcD8pIztPrigD82/C/xE17V/F+gfFKbWtWXxrqHjx9MuvDomYJFCtoyizEP3tmAJtvqc1+lUDNPbRuw2syAlcdCRXjsP7FHw9tvj1D8SY9Hul8UQz/AGlWF7ILUTmPyzP5Gdnm7Dt34zjjNe0CgCNYjz/hS+V9Pyp9FC0Ahltt44aoTZNnO/oc49auAYqG7J2nnjaeKjlYHy/+1pa6xov7Xn7PuqW/iS/sdN1TxLNp91pSMRBd4sbhwWGcHoDz6V9Qx/P/APqrlPG3w40fxp4i8O6hqViLq68K3h1HTZD1t5mjaIsP+Auw/GusgXalWALCAaUoQeKVW3E+1OoAikt9x/zzVbUJfJZI18vc4PXqPer1U9Tg8ySNl2blyDkc4780AfHf/BRIafN4s0W2uPF/iKbU4IHOn+E9F3/atRuGRws0u0HEK5+8RgMo5r2z9jXwt4n8Hfsz+CbHxhdXtx4kh0iH+0Gu5/tEyy7fmDSDhz7iqfxt/Yf8D/HrxzY+INcttVj1zT7c2sN/puqz2VysXJ8vfGQcZJNd98OvBtp8OPC+naHp/wDaD2OnxCG3e5unuplVR/y0dyWJI7k0AdNaBSGCj5sDJK4zU0MRU81BHfrCdv3zuAIXkpnufSrPnqT2x65oB66ElV7+RY0+fbtYEYPepnlCJnrxnA71n6s32lofmaML+8Ylc8ensaAPFf2vvhfH8bPh1onh+bxZfeHZLzUGMFtZXy211rbpG7C2SQ98jceDwprxz/giv4v1nxJ8HfHtn4h13Ur7U9H8bahp0lhfTGaTRjGqD7H5nSQJ/eXAOa+l/ix+z94a+PnhlNH8QQ3AtbWT7RbSWly9tdWcvTzYZ0IeNiCVJUjgkVV+Av7OHhH9l/w3No/hLS5LS31K9e/uZZJ2upp53ADyySuSzOwAyScnFAHpVlBti561N5YqrYfumk+b5SflQ9R+PvVkTZNACiMCq+oBkC7V3bjt/wB33qQXYyuVI3c/T61W1S4zF0ZlYEEIfm9qAOA/aS+OS/AD4Qat4mawv9SXTUXEFlA89w8juEHyICxAJBOB0r5T/wCCSnxgvPiN4z+LVrq3irxJ4h1r+21vrmK+tpoV0rzGP+jxb/uxLg4UV9uavZR39tMrRKWYKp+QSA8g8g96wfAvwd8N/DrW9Y1TRNItdPvdblEupToNpuXBzk/iTQB2mnwrEjYyzMxJY96sHmqunFS0hVhu4yA2cenHarVAEf2VaQwFfutj1qWigDL8XyzWnhLVJoZAs0dnMyEtsAYIcHcenPftX5jfsQeOfFHwa/ag+HWn+PtK16TUfi2l7fWGpSeJYtTtJxDEZJPLjjB3AgjHPev1IvrOPUbGa3mjWWGdGjdG6OpGCD9RXjPwt/Yd+HPwe8aW3iDSdDuG1TTd4083l5JdR6Mrgh1tEckQqQcEIACMUAet6HdR3LSFFlU4BwyFQB2xmtCq9gWIb5f3f8JJyT61YoAKKKazYYe9ADJZhE2McV+PXgj9oD4gfEf9sfxf4v8AFmk+LJPBfhT4oHwda67p2vra2umgXKJDCbUqXfzGkCuykAg9sV+w1xF5gH1rxG4/YX+HOofFWTxXJpL/AG77YL9rSG7kh064ug24Ty2yny5Jg2D5jAtkDnigD2DQ4ALeSPzJJAsrnczbupPGfbpV77MtQ6ZG0avny9rHIC9j3q1QAUyVGbG00+igBnltj71Z1wpV5Nv+s2jIP97tWoRkVnZyy/KfvbGb6UWuB+XP7R+ual4p/ag+P2uT+OPEFjrXwsu9GvvD2iQXLRW89ybdmFuw6MspGSB6V+mvgqSa68JaXJdczzWkUzqR8yOyAtz7EkV5r48/Yb+GvxT+Kq+NNW8Pu2uLcR3U8sN08Ud5JDxE0yKQsu0cDcDgE16xaRTLbxr8rI3yg7duwDoMUowsBaMC+Vs4wQME9xXyj+1m+veFP22PhLeWfirVrPSNQM1pLpcDssM+Xi5cDg4wevrX1iu1Rk8mPp9K5nxh8MfD/jnxHpes6lYfar7QSZLKTP8AqySCcevIFMDoSgTcqqqt/Dt64po2xsyHyyqgEBhyzU+NMsrL8vGM5zUDLvjYsyn5gS+O2elAH5z/ALbPw78SeLP2r/FFv4A8ZeLPGXjjUJbJY/D9jqH2ew8Bw+WN91KTlcsdrCPKswzjpX6CeGDcW3hyxjkZri6t4I4nkcbd8gUbjz15yc1474r/AGE/hr4u+MevePnsvFGj+JvEUkH9pXmnaxcWaX5gXZFvSNgGAXjkV7eLX7HAiReYqxoqoW+baB7dz70AWkmURsF2sVxlcZOfU1+cn/BQ3wLq9h8Y/FnjLQvHGu61Hod1Y3Ws2tjraxRfDyBY+bqS25aVWHzeWu0tX6NSBWVpFKrGR8zL9568R8e/sC/DL4l/FC78Zano16ms6vJEdUFrqU0MGrLENsa3USkJMoXja4IoA9c8MXTXHhrTZFuPtS3VpE0dyRta4ygO7npkc4rVmnaJQdvzqMqM4Xn3qpa2P9nwR26IjC1QLGyrhY8cABegwOKf9u3JJGySKI8As4wH+lAH5xf8FRP229W8P/H/AMB+GlufEnhPQfCXj/R0vbuCxnZddM6s4jWRRtaNcEMgznjpiv0W0gG4tlmkm+S4RZDlCoGRx1/DiuQ+KPwK8J/GCSxPijR4NYh0nUYNUsEkj/497mIHZIT3xk9a7Gymhe3iTy3WI8bJDygHqPSgBb69a3u1iOWWZTkg4Zcc5Ud/wr8yP2yPEHj6w/bF+I3jQW+sa/4H+GsNjdPb6V4rht2sIWiDSvcW2GcHK5AIBIzX6cy2zS/e2yOh+R+8QPoa8i+K/wCwp8PPin49bxJq2kzLqVyyG+awupLWPVtgAUXkcZC3KADAWTIAyKAPTPCOoJc+FtJmSSZo7y3jlj8w72w6Bhk9uuK1pA21/M4WOIMUPTPNU4YVsrK1hVI0WEAHadqxoBtAA/LitR0yv+yeCSM5FAH5L/tr/tB/EzxT+2/8XrFfDfirVPAHwt0+yb7VpPiFNKTS4biFZJbvY6t5skZX5SnTJHev1G8DQx3PhnSriF5pvOt4XjaY+YVzEp3H3I6n1NcJ8ZP2I/h78b/FMOsa/plyt4xH2hrS9ktY9SAxtjuUQhZ0wMbXyMV6Zoum/Y1hVQtvDHGFFupwqBflGD6YAGKANsdKKBRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNk7cd6dRQA1e3HenUUUAFFFFABSMAe3tS0UANf/61OA2iiigAAxRRRQAVXvw21Svy4+83oKsVDcx7vmz0B4oA+If2i/2oPjrqf7eF/wDC/wCFs3geOxsfCX9uk6zHN5jSCbZjK+vFHgr/AILH+E9F8D6Xa+MtP1RvG1o11beIrTSrYtb2E1nGJLqUE/8ALJVJIycnBAya7b45/sVfEPxT+1jffFLwH488N+HZtR8N/wDCOSW1/oj3jIhk3mRWW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Cells with any aberrations(%):有任何畸变的细胞;Dose estimate (Gy):剂量估计值(戈瑞)。 Hiroshima:广岛;Nagasaki:长崎。 A:在广岛和长崎的个体幸存者中观察到的畸变细胞与T65D辐射剂量估计值关系图。【217】趋势线是三阶多项式拟合;两者的决定系数(R²)均接近0.34。B:与A中的数据相同,经过了辐射效应研究基金会的统计部门的同意(根据大竹报告【217】中图3重绘)。作者声称他的误差条为“95%置信区间”。 图11.3概括了大竹的染色体畸变研究结果【217】。这里显示的是有任何畸变的细胞的频率,但该参考文献中的表2的数据表明,85-90%的畸变实际上是稳定的易位。这与辐照和测量之间间隔的时间长度一致——到测量的时候,大多数不稳定的畸变已经被连续几轮的细胞分裂清除掉了。 该图中的左图显示了来自广岛和长崎的个体研究对象的一个或多个畸变细胞的辐射剂量估计值和频率。就像前面看到的辐射病症状一样,(见图11.1)(脚注6)这幅图最明显最主要的特点是高度分散——在大部分剂量范围内,细胞畸变频率都可以是0至20%或者更高。(脚注7)这当然意味着,指定的剂量估计值几乎没有预测价值——如果在给定剂量的情况下,任何程度的染色体损伤都可能发生,那么任何程度的其他生物效应当然也可能发生。我们已经在急性辐射病病例中看到了这一点,我们还将在第12章中看到致命的畸形的同样效果。 在我们放下大竹的研究之前,还应该看看他能够从图11.3A所示的数据中得出什么推论。为了准备这个课题,作者 根据这两个城市的畸变细胞频率和每个剂量间隔内的样本数量,选择剂量间隔,以便呈现尽可能平滑的曲线。 对于每个组,他都计算了“95%的置信区间”。鉴于相邻量组之间的间隔通常是不重叠的,因此A图中显示的大约一半的单个数据点不包含在这些数据点中,他只能表示我们应该对他的平均值有95%的信心。当然,这些数据在预测个体畸变频率方面的作用,就像俄克拉荷马州的年平均气温一样,在装行李箱准备前往该地时也是如此。(脚注8) 大竹接下来用他的平均值在剂量估计和染色体畸变之间关系的几个定量模型中进行选择。考虑到根据当时执行的T65D剂量估计值,广岛受到了严重的中子辐射,而长崎没有,所以他从图11.3B所示的两条剂量-反应曲线推断,畸变频率与中子剂量呈线性关系,而且随着γ-射线剂量的三次方而变化。此外,他还推导出了中子与γ射线相比的相对生物有效率的估计值,并再次补充了“置信区间”。 虽然与中子等高的线性能量传递粒子的线性关系符合传统的观点,(脚注9)但大多数其他相关研究断言,低线性能量传递辐射(γ-射线)与剂量的平方成正比,或与线性二次组合成正比。不管事情的真相是什么,根据像图11.3A中那样分散的数据来决定如此细微差异似乎是一个非同寻常的命题。然而这件事很快就被遗忘了,因为在大竹的研究结果发表后不久,洛伊和门德尔松的“新的改进的”剂量学方案基本上完全消除了广岛的中子的作用。(见11.5一节) 尽管大竹的结论是不可信的,但他的研究确实让我们对实际的实验数据略知一二。这在辐射效应研究基金会所发表的文献中是个例外。例如,阿华【218】在辐射效应研究基金会的赞助下发表的一项研究仅仅给出了一个与 前面图11.3类似的汇总图,甚至都没有提示基础数据的差异性。然而,正如几年前在辐射效应研究基金会的历史论坛上记录的以下对话所表明的那样,阿华非常清楚这个问题:【225】 阿华:我们在研究剂量估计值与染色体畸变频率之间的关系时,发现了几个令人难以置信的病例。他们中既有染色体没有发生畸变的近距离暴露的幸存者,也有染色体发生畸变的远距离暴露的幸存者。我们称之为差异病例(DC),即与预测存在差异的病例。我想这些病例包括那些由于自己的婚姻问题或其他各种原因想隐瞒暴露于原子弹辐射的人。 寺本(主持人):统计系和遗传系对这种差异的解释是否存在争议? 阿华:是的,而且双方都拒绝让步。 寺本:那时两年一次的健康成年人研究(AHS)志愿者血样采集工作已经开始了。我认为研究人员多次检验了从同一志愿者身上采集的样本,并得出结论,你们小组的观点是正确的。 阿华:是的,我们把每个样本都检验了多次,有些病例多达10次,确信不涉及个体变异。 阿华的话表明,出于对婚姻前景的担忧而做出低剂量暴露的虚假断言很有问题——难道暴露于高剂量可能是那些热衷于避免结婚的人不真实的陈述吗?不过更重要的是,对那些不一致的病例进行辩论当然是应该的——如果辐射剂量估计确实有效,那么这种差异真的不应该发生,至少在图11.3A中所示的丰富程度上不应该发生。阿华是遗传学家,站在事实一边,即使事实与描述不相符也值得称赞,从他出版的著作中删除这些内容可能不是他本人的决定。 【脚注】 6:看到的染色体畸变与急性辐射病症状的相关性将是最有意思的,也就是说,在X轴和Y轴上都有经验数据。然而,我还没有发现一项这样的研究,当辐射效应研究基金会的一位高级研究员被问及时,竟然找不到任何这样的数据。 7:数据由【217】中的图1和图2扩展而得,图1和图2给出了每个剂量间隔和畸变细胞频率组合的病例数。重叠的数据点在水平方向上略微偏移,以便尽量使它们全部可见。大量估计剂量恰好是0戈瑞的研究对象被忽略了,但畸变细胞的分布与所示的最低剂量组(0-0.009戈瑞)相似。在图A中,Y轴在35%处截止;根据另一项研究【223】,最高值接近50%,而且出现在估计剂量范围的中间附近。我们还注意到X范围右端的“交通堵塞”——结果表明,估计的剂量高于6戈瑞的值被截断,可能是因为在现实中,这么大的剂量是不可承受的。另见8.9一节。 8:达莱尔·哈夫在他的著作《统计数字会撒谎》【224】中率先在俄克拉荷马城迂腐地运用温度,他给出的平均温度为60℉(15.6℃),年最高气温与最低气温之间的差值为130℉(71.5℃)。 9:线性能量传递的概念在2.9一节进行了解释。 |