qtzbO8RhinW4TG6tT64PeA==;T/5FnWDQBUIyGQupSau+4x0gSdw7WxREejGiozzqS7kb7hTLBPKlZHBQSJE2DTkp5QtuI+Zma945LRuDk0Hxmp13rVAkFlHwYgFyf2GoCZB7btiYs9/1G3kupPqLHaX0CiJltEC1uWwsn8uG+/6RrWxomQ4k9abYmcH2wDMaYns99+sEUuHqEX2Sspz4USf2RU5cCE/gkDKRo32+1Tpnk7Uy/k2Cd/jGFuDwUh2qmYPZSdQu9daf1GEzkP9A9P1tb17D2epRAHbo2ylkiFQZVwQffflNLwSoEqB+QyjFETv+g0FeP7JAmem3Zt8IRsRbhOwX+lOK16uczl6JC0DYxezIkrdygP2F0Xr/mvVXXaX4gNnJYsJgbBhTGkP+T0T1h6x+HnPihE5SvnhnLzDXfav5oH476SQ63URLtddw/7Zt9RPyN+Jbit4GCgCqXca+16Wc1hSzD/X9X1ITMElcX9IZCLNIrQie2XGBqGsWWgbVkWqP2k9NGTTsb/fSgU0CiDG6brk9qtTKfqPLADcwyljSKpGqM40e4uD8CcQyCEBWAz9XmCdy+q6oTsTxendUTvpyVC35x+kX/m9SagcX8dQfzPP05E97nJWwlp3pKanZbWWdp0BSnROIsTMHTyosMS8bEPHCN2bgR2Hf7l01x7s9tUdm6kCbWFq0VKixfSIUBKVZgJEFzViOXdG6hLaBDROT5I22krcjHHhz4gRIhWMsi/K0rpN4BUBg/blpAnANzTFRzKkSx8ecAKrBeOx99IQAwPJjQZV5396z5a4+J/AQ04WGUIg45jLZFJLO1sHg2ZuivfzTKqMpanGsfx4OjoeVQDfxHflZTX8WUqv/TW87jqzLiRPLW6Aoh7K6C6P/rv3SbRuydk8ielZn0kDxVkuRCTPnLn2AG9M7o/xfY104896gB6wczZGuE8vf4huG4UpslKHmud22GXXAT3lMTBaJ747TLjlDv+7J5ehePAlD0Cjz+oC/td7Vh802v26LznnjPi+qr4eTXGWf71RP1duAIlGRiFDi227dA90gLGFWfEHbkNkTrX5tQ0Q96sj8Pd9rsysIrYkKTfTgcZvPuxyHb8ibXByELT+OdgJAYFHBujkzV9mqg1T8B3MpoTxXojnCbS0yRHpyZOrGMZ695+mt3uHPXL0hS7Yy1g49ncWPKoWJZoTS8DFNSEaNxyrUQnLNJXwGhJRhJbkceYaGNDjgdHMKwt5oZUiaP6Zb9XBUmk0eaumsHj+qbCEhBemTQeZLMZrDUQbhgPruLyBLF6wnbLJnWUHY2VsSkYG2aBU6h8K768Tv9gF42c2JJpJPcan9vl7YlU3NNTrDAxPKh/HIpNdGaGLkRdHVxFb+iv6i+LsisLaIQnhZ1ALM0IcWpWXpVMXXDmNnP8V9lQMkCw2C3pHH6OqgjCj3+TEd0ok/XG3jVLMjaHg0nGDgEZBb02C+zgwLyme4aN3xGalSb9uDRewLw3taDS9Kx6cNvkUmbDit+5Z4hjlqBgj2xgXbd4R8oc//iKoc1pngC/337PfuWLj+ZgI8vzUqHz3bZHV5E5Xg9kqjgbcJd00FRIQSAg35NHbxJnVZFp5XQCmRLj2M3ILsB2N2x/bW+9nOYrZsl1sLSR8x03HhDHkPArALNjP+RwFjp9iVaQBv04M/DGPqi6mQXrCFxrDtMRvenxM1MiruyGDZMK+TZi72znHljPstgHm7DVazeXL6pw4reNNnsY4D59lbqt85SEYmjDJ5zfzvcW7SJQZ/hTzDZrvb2b0tTfCnqEZ2NFjpf0m/PvlHg1CFkx30kXSsbTfwyooFcEYlMDf66c7JPgwrXnT81qptSHHTv/yRhPEdlcbpq7dqJCR7/Phbq0NC5tsMy40WHzbHOhiFMhUu6WRoEGfLvGg6F/BqT8EfWpAkimQF2DPojSlgOjowppPJN+zSGJWqCdNYTrLvqsI0qoW61C0l7o+sbc001hmZIXYEkNO9jM1D+4KkTT7mpay71WNNyoUo36a37tQSFq2QkLAI/Bnz48ct5GLOQOttBMNk+74pM1c0iNRINkcy6XAaHQLfSgbeHnPkXffZOYC5FkKhdA/iX3UTTPo5lLYjs9bxUYjW1O5FbzJsdNdX8zDe3fD0kWt7wV7g/pzS0DSaoLW1IKFTFhS4cXFf+AfArJQk5yAjf0WOAqWso9c0kEDtEEgBEDn0BraHKuBLQRajM4LGYsgfdoHhFlVICaw5QxQDpDoTKPeiLpuR2H1Rn/CvC5ps2PHicaoKg8n4Hfphi2S6W2ceQ7KbZMl3OYyuSb5EjMMECohcJ2SBNdlEFHGrCNSTlPo47MVHrq7JaNef+TXOxGCEWb2u665DQk9+97sugW7l0FI6Fuxhl5Ow5xySp9LztET8PQpT6lisvmyZcsEbHY+lchsQYBrOYi4yZFAYtBhwySVQK0fikJ4PVGOojKc7J4Tn9h3vVFNweIPQXmhnTxyeNza0sseuAlDNHhJLXvJEID9QnO08C+guzxWohhkBkBzXraVkrlI/NwCzGOaf60ucR0CEXXq81qCnIEEiie+g3ybtzuXmsE2nFb7Vanmv6wp8gwg6+rV8AqJ63C8sXoKH3ImGsiXGi6kn+8+khyuRqtE9aCNu21RFg2lY01mX6uXXY5hEXr7Z0Mzw+7IqTS67Zcvv5S8MZwbEofYNDcQHOpWNLjKSy+ndBfyT8eb5z/yAq3CnQBMCUQo6Gv4/M3iWIaupZ24SE9+jx/FPBtxWMTujiUL4dorXxun+1iZrajVQA+fhrfz26zXGhoD3UMhHopALThctuyjswELeQlSFvJqj3DryqZDqh6TwJbSeq1FUVeH2GXm53R4AvbEldq2rNFIO+YiGhxie9hlVeRugRDB/hgDHUFRqWkgGX3VTEwm935C9tKgAtj++u4qILVMCJijoW5nb44nfuwl/L+0YS4wlv82WmAhw9ndZEBnLSaPa/vjw2qt0EgJ+U2K5qRiA5JdtME9JKp3kAdlsYUEA0/Byr78P98YwwzcZFbKjnlACvmlZlIdPml3XYDGd43cxNxJVho4kEilhTLatSeyKafmBdke/c2UDKuII+gDNmt0o4qZGkw4Rv+bYZ/4HUtsL9zfO7LOCDgEu7dneqpHee2rAsJJwBVg6llTSBPD6cDKSZNPkGrw13E6XcFMeu6U0F+HyodeFFftK7s43c+EdxA7GE/xl/Yjso4Sgk5q+RduIrak8Kn0+0/cJ3JEU1nrsKFi+zKgrxbJco+Qi0NlaTYR3ih4NJg5qnK431gRVEtPWTRd0AwVYujDQD5Tlbtq6bVydPG1uN+LFeIs8mbB50pMTrcV+LkNRl6B7HxvrnfQihUiAIDqkCPIQAPK9xb+6IZVtJGZHp/LJdvGJoGucmMVc/2b6T2AyD+2BFo8JI0UXQZx26tPzF9a1IUx52Vnqi2z4N36/DCaiPU8ZgWgX51NKsIdyF12zZY7ZoOU2OdJGSNmcVoNSwO+TBLg92o8wIp06FmfyZYVSGSybmTQWi+XP+lhvdijXyOawl8IfESrG47W26tlfEziUZ4/rTw1oQR6xUSRBZ1WZRUtJXb1M+vB8cbfLdp9V9aOSZVB8vrTNrGVuzSh5F43rhcQiALABL8D7U8/Nmvr4Id7gTw9m+PQOQPdo/UvpSs4bmC8SG6ziP3CSucjCiBB28tSh/52c+x1Rr6sTnH80kNB8XGPAfVDFK2/bZ9epKJsPO0OnWsgA0Ebld6oroM9AQZ0X1V9t5suQQpiiQEB4xejobMf3yVZx7WqiFnu4HlQypaOQIiIC7ZvENG4ExDqI3wf3nCvCwTQsxSWv5LR/ezoft5aD6s3ck9vrG0BOIbgk7BtlVX6BL49JxWeADPPhCBjEDCfmxRTWVrFEF6fjpIkr4aHBtDEKCx8ab73/c4e7xczKq7yavNKc+nKQaM3RnMjfQAIceXsSi4jc803ZmZH3L8vsb0Gtuh0eySpZVfI+QSMicO6yjUfDlJVRVDX9psCBhSvN2JwAq2KOPcddbqvQvftl0IO05O9D8veg5eYlTEmM+LV/7ZaNGG8Qw3aGDHEH0KfscTYQoyOjIbagMtdLJJ4j/CqX0EG/ziW6mBvgOzbjmIzi+PINlbSEgfeSTbeI91xBi4WFmQ0+c/Ca4jb5SYCaaTckSgBPMczdmEfWJCJ94vtYOoFtQV7at90lVMw4Io+TgeoECK3f4rYGMHJ7Wenh0x800525T2FEl9r7xgtRSwVm8im9N5GnXRerTXMJtM/F5wWAB+DxJOTwsP3ypKM4uaboLaRIbsNp+E3JEKIi76VcFUA6ZZVM737cjGUFGrBR1cvE/j8Ot2kCixeWpYajJYinWvW4+dy9ixWoEt8PvQ0pqKWnPAepThM7o4IOkii5p0ldAkWgdQtNZ9aQBiSPYTCXDNnfZIpFcewXzM1M8oZR2ZiJl3B+sqGPILQDoDIdZd7jGkniGkq1/kKgH+PYanmzFqHn7aynLbDWxbWXRzftg1YgbaS1BfrXcW5rVLGf1EjCy+9AURJSiJjHF5d2Mj3hMWhH+Fv4ViH5KxwDvJ/Zz3WibLykcjhDWUC6T19Rcxiv9yDbtuA7GTkotzl+9gRq/74hqnRaPVO5l6+FBZ5H2Vu92ER8G3sm29hM4RY6s4OHMgI0j6zGOVVFXqkNjJJYXMdXcz7M67Y5GlS9M16NjZ5bXKHWarB9bzretJnibBnnw53iVM4EhP7ZhI79UkkapjKdXIqnYv3wHjzKQoLoR9UohpRd8u97I2zLHzAVwx74nx8xpzeNOx+ePzYnADs3GsEg1SGigK2IE8/K0sqKyOXKHaGSbxVXIMBqP2NbdC5cgLA1S4OMgEZEmazwPMnwABWc4+gdts71H0cKvzQKd1vfKDxtV6yh7xTDOf1Co9hTcHY7fkye8QnzJI9xqV/JWtrL9P9UskdTS6uYA9ih4mF9727P2b3D4A1jrXMtnxbR7/s3vpN9ZGCvRe797+Iy9p5mP4wGtZxMmpDl6xq43oSM8UqqUYTuRTb8kXWZGno6sdCn1t+BwDTFf1QlcW1nnJYy8k9u6aITRGwCg23lqDGv3BJwTWKsL+wptbVUHut9eulpoeiFhj3tb8iw1AWFEnkUSK3q2eHKFvVMtfSXWkFCovfKTkQxRsCGUpFENwI/gO5Msa9lE5yCL+2VaNfabzgWG+ZTC9uclDYAVaxehYrXIbA4qhgnBio18By7R2dd2KafQpMf7DAn0GrJYrCdH/LG6w2ULZxJOVlILVQCwbm6Rp/ch/MIvOSoyWEW8aAtRqeP111oGlf+AXlIDMGh6BhfPElcE6VvUs9btz+omfJUe3ZvS+PNUNONa9PkdjsBdrHQyuWRKcMnjh0Ne5xK3AwwW8PWUNDSK5JTuAoaEKjM044pozPOYBQd54ivJcHb+LprbfZnmF1ev93t3GYbhiI6mzYVuXbZg3c7tBHkJqvn8eNmd44tYV+Wmigjn+BR5w+ee90j8nYI88SL31LeCJmYOwOMvyCMCezQHQVnqFZZM6TLfUoUyk9HIZomT/zUBNRyU9DszJc2uCTCx4mQFfMR9aWobG4RGqydYiOHwVRSBEl77X/XGMws2DOqMF/vWPyjJm0i31pr8i8FbPgG6ctBQb6gH56yfCl8NUeBdRRAfth8yIVoufMg7yWb7z1ElwTzx9Xf1N8asFX7x/wc9NiCI5gGiAu/RoBpGhYEKXgufe3Vaky3aYiOuBcXPThlZsZFPtGq5uB1cFy/Gg8NOLnGFTKeIaxP1Gv2R9I48JjoQobuCK5cNa9lsotMKmT1Q+tqLC7UT6HugzCug9riXEvFCVWBDsWekmUxRygFetvf2fxAlvmDebx5gGgYmqhxYT1dqDt7Ll+JYYBaIzRsaBDfXSMCZqtpWYNZnxX5CbNYHipGgUVovZeu+lPP1pYnu/I1Eu9HyqSrCSviPHC3ezrqxd6v6gHYT4JEuAsJ4OmJS34sWbC3pX9UYtbbShGk8i8yL6shL7ajW1mKoL+iaXVUpFRsOPnwUXV0lZJGFg6VVYS8Zgtpl9ocN1zaH2Uguvsj79NztKyp3W1a2jHEttLuMyGO3NJ+QWwwnMVb0sbqNxjK1dO69dQp97tlwpclWiERyqDy+in+KOFnl46JaPPJZHoJhUKyU4dCgjY16mXHXQFWUX4Y/uZIgJjM2PvGIkkLvcaL2wNC1epIPpNU0kb09QS+JJuad8GchirdE/gM3DmO2pVidnYFEf+HmJ65WmtKiWR1KRNn3WasskbDShHLZyXAcdkXBg/HOW20pYhKTo2Mgfscvq9bM/D+wdfE5qt6lUUAm1WhTuhnFYmjj8BZxlrm8ncsFz7yhb5g8wT+/1Pc94JNQbVPib5Sg/WXZCpNBI/CYv0B44Wxn5s5DlzvubkIZNiLIUoulXnp4vS1aMS4iJnrmKjSBM3+wqyZRPDaJG3f4mICAt5PT++xh0NiAFvM7ZoJsFjQ5iYSMTnw0Vd6dAhwlSI+uYx2oAmMKEVY3hYJC9XRmA/bMKRGKvp0YcK+8YPhS3YbBOrKMacBbC2TB+rEnyh4+SdrysP5dAFC2Rbu4BQzfolSIvuaK/AQcmynFQX8dXnw6mpOR9CE1loEEKGUhuWdq+fsNZs43PYOufr9aYExe6ssaiDk0UtCmO012LAcgk3a5VTDI3+9OR+NT+tcJsKNCRmJKHV6vdi/MWW+Jhf8lx5LBv1UkhtkHL/RCAoOI/mV8KmRC3sQHvrPclAwM7uQPv1AAZ8kQsDmy/mrrXkQRZAZvHVaUMZ0HgG/piJXWAvGoYBbuS5SuARFWhKB48aHv92JcLwNJyF4LF8xPz0XhmT7/ITtVeSbY9qn9tEpHcMT53neJ5fRDhjXMlovrabXTphaBjqMYsQmNrFjkNMWvNLtHp3eO1hoBzkcBB2Jc6hk7TyyuSWvMGKd2xiqPqNHQNrg5EoH5aYp7fQopMKVWsh3ZcZL6Riue9mCQ9NY/ycQ5vcURl6vPITGRufqOr9nZyQWYfgFgugN0bjiY45XuClCC+W9u8uinE9VYIUGYIrXoJk2zmfQAtFHHba7Zhi+mL0Omm0UQizrIEN9LhLiQfoFIo5IDno0++bTIS8y/DOjyWQ7sgV5m3Moo/Meb7GqQuHj0zKUke02rXX81aAuL2H3jZJxh4ZN1ivKpTgyw0399bHRoTxEWi9FA3nOgymdFpHCdr/Y3S4xe5SLRTBI3agwk3A7K5ASY4a2xN9i3iiahEw9G6z43lYeFxq1x+o+kXjpa1mGuLf2THOfi4mYy37u2N4PEG5NWkXnjAHSasFtXag7xIIVGbri18QpTrscTAmcvtLyeLnOQ7LhI3We0YDWuAqCoN/VePXtrk3dr2nBHnNvVj2SUOKA4jxoAniuyN1AtBmRHhfzE6mEAp2NF6lCfvdx0B4g8ExynwQ3T4SLckrikUl2b7prTMBwoM0lFq9OhZkRXS0RL9v6mD9VqiG9nR3EahyYnfEa4d2t2RwVIzeOG06n2XQNP6NDAUBXKPCOOqrHvm/IjwLSB5mhSFJ3h13G6JBoFozuaY02KMSclflcIo/e+mW5CDPmA1mlWhGsmc+bKPPCTc36Leyv9KHoZ/KvI00Hg14t8zAG9H4FyGwxjrZOxm7uCtLIAh3UXEvxcRV684nm6Ma/FYlpOugFtPcEsAQLzIXejnLFWZJiQS2MYo5SMDs30apU577JLh0tyJ+4aCROT8uBKh/KTKmCrb+wLphJeDSmtgdpvRHZM5TXNDtVoTXXcZuqK7+gx8YWjoR1agJ0hLHURmMiE4GEADJeoQ47i/GAWzpx5scOlYPocV1m6L6m+02BkAK8F2WbR974MrdzaNxAvZnYdvs4ziay+qYmL1FEIOSSpRp6LoJJ9glkeT+Fj8Kg8BuRmZ1pYHinWIhze6Rot5wIStObIy/sXjpRm0HcMW8iDQ5V9MlGZKx6Xd34k2iGSTnUWR6CCIzJd2dbIOfQDT/CrhlBGZEZXytbs/HKuuvVximrZyIU6R/kjPwPmLcODGolgJc0JmUT0TKKhblLhaj/eg/cnYcVZqOB7BGq242qYGhcB6o7sNJ2jLI6YbSBFHbJS3anf+kxjSUiQT7J96EPgx30iKYRgzk6goaOEKdpwovCqOAsM81+FskViog6oFrCK84hoqIbXVpgge/nYt6226GnQkVlKouZaPA4NYuHS5ofYm75jH06WTd0p6hGNSE4lFExpBtcYxAHqd53siKN9fQzvsrR66qO46QJD9DRsmCKUbEfWbVFXgTmWlPqZXgLV6rrxvuZgbj+RQFvIe5SX/Jqyw0DF8uOWFKJj/BPljB42yTaERzyD+t2P/d3gCnQkBDaizRsaSq2I69uGjJkGbxyuVwiVVECF2D2dSd6lWdNF1iDHBhKJPNfIc5egBJn33piqRTxRD4gWIfbUbmgpNlKy8NeemslvrOmM+MIt8lGnRApnApUPpzM/HC9rwuX5A90AIsgipUbLjOmjolmsjQuAj7ypVql21fgWjGMyRXTjFt8hCl6drCSTc2AnHAt+s4JYDelmzTOY3Tq9PTp9Oj0aUug8FVCuUS+2mnzMS0cOo3Vtc/vQ7DTB+qgtoTJBBsaQSV/Iwh2mGGG5WQMSmWPfi+3mwo5QsIXCaQZU/9YU22IcNU+bf0ckn+xDPXILiBBkE6wA0+jy1qLKanToRwoa4NLqTTnB+VCX/1pTvGfrUFn4hM/lVJz/gii0xGtNSq6mxAtzxl3q0Cb7IoykC9W6ivaDKLxsqQwyTfvCNQannPoCbENdOrDW1FavimdqM+wawhqcOLoNKGsuxUeExoc//g+RXW1qSkmq7TNKn3vg/yx8Qhu8VAKzOpGe8sk05KRW3AEozXq3rHMQBRFd3fGfz4n5UVyYxLZiZifXRI46nDqU/kt9EDtF2Hs5u1ROhroXLkdm59sJta8rJPdsnyn1sLny5DfoaU05F7lXKL9gBE9O2Cj3myjG3kqAVubYSusrfwLqgwTDCnlyVLq6lPVfDMhgS90Chf0PnUIdkrWi2goGigU7vBYff15giaLZD6URbJnWOJFdOo1+28/DlOkxpJQRRyj0egJ323yDALaD4OI3nEyPjImMHPeU9/Mcz5qYMt8eAuxWIergMCWOABhjiLd7/PdeV/EconPxPF4i0nCDV5yRa4SudxEmFoteYKtTawLcoyMcgyyb3Qii997+HVo63ki/y/yiieIgZ7DlMUV18BrHEe23no3O80zoSbumTBjEy1luTy2fMDsgQpv877l/mQLH7iAuTcPwOi/ioGeEscgu+nZV7Jh3B4mhNHJtLscutIAcUv73vPNDxwN5jW0zXyAvhOm5Cn3LM0jSjuVA+nl81XhxnFTac/Oetr+/R1/w68YuGvweQek+xNGui+mZpWTB2hgzpeonDbCfWIiM9fpoPygaxRvKpGMzBfIAa1GmN5jaC+ucSzsaXOKABrUkztTwRRZIe0FHH6vS5U9IIYg0tKWxwwW8eP3jZTNWQmQ5VFm/w1V0YKNtdcIJ4T82UT+X+K+68n/xlSsS7b3yGIhJoBUKRUfqASSkJoHOTXqAXtF4P+XQkvtfj6Ooq6XM5bQ18pYyWLpa8Wra41+kml1WNZEc0y+Bmd+FehwgRzUoo37D0NbOwyMJajkm5IYWIVDT0JaVx3LT1GMbGBfWgiC4iaiytwRdru27IkGPr+GbdiMy9ZuRBvjOfheajDEsd//j/Sm8uKuVtP7vqCjlRoQVlnZXv7I76p26eIzeleZ5AZu5LfyTYpfQgG0Jimhj6e85V8sINZ1pCeZ//cKHPy0XjouAkP/fKjQwAX0kXUU6kMwmlHlTAc9KtGw4LSwzDmu5U4Lwu/yfQmk7h532cgiJL9qSBOpC61/9ONmUc1tCV/FMUXlqpX2aS5KRAbCkzYsiYeerbo8XECNRXBjT6eK34Sc8gtmKNs8lqi/rdH7k+yZFzPa1m1IdPN0l+7ySIj5WaolM8dSZu5m7jmw6GD+76KSM4152WBqkgOLB5pngLdDfpSUl6nVRwuEcS9GLj4eNrPVSZIh+zjbzjirv/5flQhdrvmsWgSsZ9iYGRBzTUtrm5jqkz6+tJuty4ObMsguA22Y4VYnAJuUvfkMoy9/jNp+GySbwPMA8xv8Mc32TwralcdD6xS+X4Ej7AS8w3cyxQvD6PTWlA+kRql734Q5/HxhELR3pwkEE4/hfIHv09+rJsfYYMkfzzqYzmSbrhTvCsqhy3LPGJHFSSACijgq3hN35R49BLNCkgic+t7bSylF7X0rWqo8klEb5lv0ZZ5z0z4cYfRKKYVjji/J6da6GU90yX0Vn/OA48V1riQOP596+KlfZPdMBqn5irM265J72S3HZHAdHHMeZuZMMBxl0Nt3L2yTobdeGPEWyFxDK1bkmxp4CDQRVgjgFU0H6e2aDEwZ9I7nLEQz7qpqw63+KHDeAhITjJWevzja2WC+GKRbHDQQfstIM3xE/QX7Wdw8YapiGpp1OiFrCYS1l83t2I9ChdN96qQHfTryqpjLml3Rkzo/Nekp8wSxF8yiFC04TPlxM5x8CHnVxEAi7W+3a8IUL2K8hPb6og9DsxoremPxrvsH3Gwsc+jCWaRYgh5o6xBK5CuAUjgOUrTK5P89N7ouPobhVLyAZDIcjsVBgdsTQ5bkeBhj9ksW7uLvjQuvRUqc5f34HbkXnm/KOniSNYFZIkjjR9dIa5kiPcBvoArRTBMFXgJXR/omEjQkROZE5Xp688ADQWAf5mhz/HvJcYIUroPWR4UQQduJvlf4MihxziuVB4rsU5g9WcjVuSOAMOaLVYMwEpjoftHuXA1Cf+sKlsAG3i+KIVimyt/kkFFpg/FbvBdQjyey5EyAOkWom5Xqr6znUpxkR/Lm1sSaiIen6pnjrjDlwBd4ZFu/se4UFKypRRNFiDruQBhou3fhvMD9Onz/f38WozCbbmlJ8xl/x+ypEUQAMMy2njFitNoq7hzpgRDeLQsLieDNgWTmblr5Bv+e+lTZ5bLUAW4FAfVcaJOSWkqbJwenb+AC/BJImK6idK8oZurvl9WQGNXKHa7CJ+qwjabViYmKask3Gae+OqeJ0V7SSGE/IhjB7ZqE2K95nqlxJz+zSyKr8C9ikJw5cczj2AkYN61JtmyP93tv5RcgQ0RYJH5rbgInVa00nZsYb/Gr0eBuqV1lKnZTWPtYDadss5e3UtZaQoF6wut86Ksyhw6wbuW4kQMb3XimwuAkn3EYYHQa9T0ARaOxoPFZgwmHdfTy4LwQE1s/kXrZ3FC7Adl1NStgVod9/uoQ870lT5pJPg6l00frsON7UF5msZ2yeL5u0kGKtmlUq3Ub88UrAGvEFWwXCmLVGARXNUdp1nTOWaQVLvydQA+bj1VypWgHy0hdGR7wHo+pP7k2dOFyPPFfLd8LYGRk6wB/uHALlzdc28DXAoR21n4hzhn4iP+fGwIN/lKXr4JkDNN7PiG4hWt2KH/NlK5MeWW6cR61JNHAzz4oxlRB+dE6dy+zq8vLah+e6Lqy/tqgYy2ugHU2mIH9AXhxEKKnniH4n19GeUv8k2XqePO0UeSGE/DytKovGdwnU5DfjsjdiRwUoLbKti1StHXf1lYGVZlNuUXOQkrj0kqtgEA+6sW5ic1Ybdrw9bE2NpEXciAA3WLF5oUQkR1IaZvhZ2s9gub/zoQIuL21pVRCik63qcv7OoIEGgQSGwkypDPiyWTK31mWkfmo5hxRIG6UFRbT3RWQOBaC2WxikNBQbo/CCW/KvO20R8vGcvJYIZHYKxyYm1x3Mvu9W+E8iGorDnyxDP0lRCn72HEolNja8taMpWCGXnB4qtZ8ZT37cCeNEf9cJPPw8l/DqZ/QBPBV1UZFI1laVUasMSCsAr3nu87nSkdcse5sqps27hjhY/ckXHp7OXbrBBGMwVPY5qdKFtXipTsJBbuZjv6W43bYA7aG5aMtoZ2PSCcAuMiKzchSzQUEFk/RYsM1udi8E8dKt4wLJ5COEk3KNxCOnD6TqYlHtGkQn79Jzgzm7ZJMqGcQcB+iIOX4ARtpA0PXc1AwBi6DdRgUAxfwJ/AUcUEzowEc6hFxybJqY5/MHo9THraBo37ypXC4cKBgq0Ezn77uqZgJWuqqy+LrR3sxnCtViYqjjhymPQDZWnbpI+nYZ9dbVndWr5Sq/KQmG/eptlwEJdvOTNoBDQjfjwr8YCnxT7mvdaKCxQak0wQKUMDuFH1ut9fwtrMfagE+eM8C/UepRQv7dJAXHNpUyGcNECLrNXUg5qp6++QOzBJr3qZSMdg+BLTD0/42clpR4pQA1miRpbJbouLZbeNAF6fj5c+JsIg9HoK9Uq28WMkfHZBCWzKZEkRRh25bhJFDRy86A7hh927JjTayPqOo6Qaafq1u9iSYFyi7JPVDFl4pNYT9c27c1hxSYsD7Co4QrHuu+7YudEq9WVZfibaVYkXvEUcs4YKVvXF5PMJ0/65vCV9GKWoWxOCWngivuDWPlyFQ9wQ8b4Noi9V8ckozmZ1eTDEJulQo3GroS/fC7A2xgJ1rQSYup0RSWuSf2iSWKLDGRsrVF8ZeI9vuJLu1R+Y/5VXZbznBpVT2QXoBzfpXPvfyBAbrs1eA9YztY7bwDmeOD146h67MQssVaTgoP8jszP+dMf+reW9tIByM5Ymkv7cguR4E/3FORr/677zgUXoKMPyzMDYdJrC5bcwBC4b3kPHOkzbORoYRSq7q5cE6HWn//S3+wuZOKPGkqpNr9JbPtdM7Z2JuWAYo3ReP2gUYKxQGa6SIecXsLCz5wNdwdP57baZ4JlzqTg+zzy05awx6lIr08yevzjsqx1YmX3Hl7m6oOe/PByri6w+RKeO6IKmg1N6ozAGOdygBS8Fvt0psBCjOyTrn7OR8ZYdoJ2kmYLv9G1LuqwoY/v8Cq8EwPWn34AB7X/jd3V0OyHraO4/0DHv/USgQJGyuV4bDtiPSaDfWsMhJTfDZuPLNQEh2uX9koBCeHHlJHAg/zuCUKTriwvfLfIJXjtqoa+yxmp2HRrHRZl3+4eUdWaY8328vHZ05CnmCg/K56DNx1c4xqfvj2ZTzqO6NLlXHGMYvYeRvIU2W6r52jaI1vodStHOjVqCQX/YiZBV5Y4rTSFh/3lFYDIh0eOU9FQtM5Cw6Gn7w6iDy7vzORV7Hq/sxLV0bVOBTKO2HREDCVfpd9Mljp8VJeeUEwlLEfECzh/IYH8r7kMO6B3w09mSO63vqLP2odfG4OvrjOo+NsvSb39eFrxfJoF4JpaJr22aXwPAGVffcdkMx61sbCf0W+aRQhcpk5RJGHuKGuPfjBPcrUPRplUeaobVeFAP0b26k3OBZeadu0aVmqu15/xWd1yCLGz1lGh9KGD5t2WW3JtwR5/NNQYYbIXfMHVBwwtZXs/XIOot8LKIS7ZX6cN+l8qpA6xGJNqoRCHUvsXf7ohj31+Tik828XB5bv2MvL6CHHElq/pmvom1kfH/nTmnIAZpvjUhSDdCGmlp6714Twh/vfZz8LaxVlX1Z5idWe8rzfA/4IpAlym9JJNXzBgs+IpCafbI5huAKlrtWW7/osDuP7T7ZORpzm/0c8OVpF6X9D3e4p9NM8Rzpmr1vTKfY8zy/tBxa9NE5OKDGem5YVGKmIwZqF4cEP8RnHBuentvcDybzYkBR0oq+ZvM2HE54kwVq1td8R0tmcItIXWx4bEnHZLVp1UyNIm9e6OohIAiorIkqWo+cyr0cNZ9zA1pEuYV14ep8jXJej0b3KPJppyqY7RwUTpIk9Gon7ko53Lx1J69Kajc6YHWixAx7Zag9j1JumEbD1mFRkuIKOwnvj9vQNp2M9ETuiZ0JFNv6NxHvYBF52hdndPh7kMpmqSFVQDlfziRp7RVndyyn2iMMrtwGy+0Q4quxuTPKUK/MNrm61yuP6tsGbhxs8o86mxvPxSDUN4Wd9YdlIiQwdCOfiG7OKHWOyqHsAWRYusQ1nMuF7yiZ9RKR4OyXV84LP+Z2jAJwFYJ7IoZpMlkH4kOYV5/mi1tQNbpwvSXauwClop2xZ7jBuDc2Rm8FFIBMpZvxIcaMC2ENei4QinkgjdbxWi5llXjXaBnqZfpMfAUuJdfV2v7Ds0bjxaHYvHBNvgA90mYIjSGE+Pye+sEkCygMH+uVdOEE1ebCb1TQ/DhonNpcxghkthJvNbmfM0CopULX98VxJluyHIQ8RXhrez2fvJYybPrtm02vO9TihQJ0S7NxlzxpsgzK6pWYbY//nLwHmY9nB4x+J4qCICYXbud9MB8RvN0gniX48GS2d6n1Vjaeyo9z9xE5xpZzW4F5zsozJtoogDB2jWMNrJ+CRoPKwxFpaL9OaewENYcQ2EjjWddPFnJoIK8YTG+m63moCT9pvQ46Rome1lbn4wYpCsMAnrgbBBHadaVM6JXJHXObZPOeM+ZlZmvTOQgw7ioepY+TRwBnZ7+YAMPbCDjVV7bR3b697KIwAhmfcfZC8gYUz7LX8PUHCwj1q5B52Ui66f7IqOKDWxPM/aB5/vWWoW5CChFj0VlTuxQEoQRb9iCzhSIy3MMAqeL5zohg3AUBkpPQ45RqN/RHmyFONWxB/vWdzuxtqnEROocjeDaR+nV8uyeEt4jmOZezJ8CzcZMJLy9wpsgqT567qi/9HkRlX0YZ7s+sYz8LOQ7gURP51wLuYWoYtPMXcqOdM9BP25OuN49P2MSfNdJRzGXjzyWktQXQ4MXncz7zJ1C/P8W9ET4DC/9gMpeNxiN9GDrNloZHy+/vrVQVl2VXa+Qajkgy4PY4kbAsW8SZio4NtCBT5iExTL9THYcXoHiVDQVhwjpE3kyZ1m/We3194FFzn8FkIeEojc35Bld6eeoNJ/EHUTwtz0RcrYws+Oz4YA2oIwwsiRfKr9kQCci9sGXVHcTTuKXFXujaMVfoemjRcTBSimW/mOQBg2XVt7UaME3dYtnDibxugD8I1Q7l5NwHisVkxke0yLXZANTy4ig/nRrxrMoEdeonO93/Yd9yfmd4DBdjX9pl6t0UuuQ8EUKBgh0cY/7Jm0OHoQfKCKmMKcAVq9gcvahDWiXB0EFCpgBhNRIJwEr/QezzIXO8d5I88cvWLQAPL1QgVjql72S89XfXAGJAM+YIASz+VkUwFulnH7udBsnRM9QzOy62+ND6Rw67BXvtF4O0yZugbuAkC4LeOy0hYbZ9DwCKq+Bs5q/2lC5p2mi/ts6s84KHl0KYuNyZUDOAWyqbyJcAdFtOxCBQIXNfFxMpqhQDVknGRDhKVuCI6hZ2gkon8/ruHypem10k8f6GpsyN7WAaNQssnr60e7PyJZRrg6FwYYQHy5kOAWRJF5I+WnJ3Biky1QwdL2UOitlSN4/Nyel3JIJb2uxRRhQR+RqhT9wDzoUJUQYh
- Tech Lead Track - Month 3
- Slide 1: Title
- Slide 2: Session Overview
- Slide 3: The Tech Lead's Delivery Role
- Slide 4: Risk Management Mindset
- Slide 5: Risk Categories
- Slide 6: Risk Assessment Matrix
- Slide 7: Mitigation Strategies
- Slide 8: Early Warning Indicators
- Slide 9: Capacity Planning
- Slide 10: Calculating Capacity
- Slide 11: Capacity vs Demand
- Slide 12: Stakeholder Communication
- Slide 13: Communication Plan Elements
- Slide 14: Delivering Bad News
- Slide 15: Project Recovery
- Slide 16: Recovery Framework
- Slide 17: Root Cause Analysis
- Slide 18: Workshop Time
- Slide 19: Key Takeaways
- Slide 20: Deliverables
- Slide 21: Resources
- Slide 22: Discussion
- Slide 23: Next Month Preview