Ps5Qr9VYmbdpwtvbKMitLQ==;jKuoEi86X9ZBjZ/B/4NuK9lqtre/hV04G8wXwswDn34ZZSv8mQsZmkSe0f7kdJFwDhSTjI3gZ/eqBo5V1e6bK3/qvurVIW0jTEUsXAxjMBcKfSMqizQufgNAJ7vCScW+N0eRSpQcnsoY7VObjgpAcIFBo79Zim+BBJVim/317yj9TNT+X2wLR+HihR8rs18A2V4oZ9G4lnprJw3vcGMAOT66Vme5269NfQ/qc4kjvojnT/lxC7uYKsmwUCpiN4IUQGICMYqHC6OLWp5QIMbala0yUp3IYvOhWzyIMr5WlTQhBNBrB0SLmUkRxjqPEno57YlooJ+bTo887E63UYr6bS+1ckxt+MxH06aFGW4tIU/SFTEq5lDmjYrqpeeS7Bv3idKIKF7HTjWMzP6SHcBBHhzO6rc07FL8vwXRT4K7klJM/g6xcUcd7aXAwwQtpJZ5TMEXf34Qpm8mAWdAa1lRN6pZKtbWQtcFct1/BLZomwwUNJgbfBcx01kksJ95qzUpuliTU3lL7ermpfpXifQmIACNYLNE2I6f8/QRDpEkKCG1CZDUXcBMKprJOIRo35IAi6kkPouYWs+8GjmrqvZP84YWophAtJa8i7krmD9lXtBo+14zJpRB8QP76e/Phrgj8frPMrM7L0etrHom8MVyDmpgyM9PkbOYUTrvlxfT1ZhPfeAu6wBVjU78Qxvzd81h6MthnoSLCSvVtP2giga4UxkayrR1sYhjcS9jXQ7g1+AKL1fRgno2k31hrprRukTIp1PripJ6h96WJ1U7JKgMxDi6XwrwVef3LdAHTGy7wLUtEjSDmlZJRlDLDSGukYwhIcl+m0+OEHbRRe546cFXbeU8m73G4DR6+8c7BIHUmim+y0VhcNk9zlkWa4oxcVEUO+vs9NQ097xD3jrcQ2difVvCzAbxDqsClWC961JY8hnf7p5JxGzetysZOJ87Pu5+f4NOLHYVMVxUCnFiyu4MnID+cFAVOwi0hdzSZ6AE6dJ47MLmS91Rx175ngRwH+Z4qOpys5VCW+fH6ekLph7XQ2WCStQiwpvwLCAY16Kh14IS4Z23uJKgPl6tPGngeqQ1jKAJNaA7aRO9k7pfSEc1dylgxLjjBIYTjucmFQuKjSxYbmDM+L0dskljo6Cc5K9wBs7OphsWZpmSanPoYjr3Ko0lD7U0rpBi0zEx+nPf3U1AVAUOhuDilvL2MlLvkYqs4ZMSUiH4p0gmYse6lchZ2h0ebkm2JqzkIHN4cpaG8V/avZo91xSoMt9nq7lVzLrwizOsjVMQckyys/p7/Iy4fOCdNi7m+L4Zg1riv+0eOq5KrunTY0sexmBQuSKIcxbae1FPFYH4rrSGO8MgFl6pdamOAa8FwBAqU/lukueUoZKANGQGMaMC+JqOPu5UCzwaytLcQqEaoHkzDeji/XmHGpOZUg3Mr+/CUrXwdfyFHYEk+WCrf5kXmX1NuDNf5DLkz3bktuhLTONr5+dTQDybpv7w7HhX90MCIVpBzeqYOGrQZZMhbK2BO2N0j+PDOtRY/i/es3q5cUcp8PApF0QHMGHzjh4Z4oxdFSPKQCDurpUszLy4wGABdYbWkbhO5SgUXZ4+hHEzYTu6+0gSahK+MCZv+KYKj8DkE8Zw2Abi5HmM7nHI456WiBPfCUiiGI4cB2M5Nx6BQHy+LCYf331vV803lKEKEXHldP5SZoiXg5sU4rV7b6AWq/XaOuCUQE46euTUXRd02fhZlqPUoAZPRl2w0lznSeyyvmMxRJ7dlipqp8ZpypZWXCPonBgbsoh52ikGnvVNntaLQgYZqK6oIac/gEHQ8HiDWIdIdNGe60a+jcpLqx8zjaUemJirsOkO/hORKnBFaCP85bMIbkq7Sd/oNw9Fr2UV3YZZSc3G3i94Qy2ggq7prRsUIgSDfJLuhJ3+nF82JPy3RJObFw19lSdTJCW/msUIR1RkVvuclMmoGCjMuMnPcuMkXXnNjsySVmnc/0yKkWqhpsxE9G+7Dk5NZlhGTVwTrqTCrAwZri2MR6ocz2Wdyot+uCW6qCUcN2BBdTobc1qbhwV50T1sJVrSwNWTb5Pc6af4FFpYvDCF/xS7D9hhKebWOQYcqX115GEHpPTDdtYHR2o2P74WbNveKAdOkJrFQBOd0Z9Yi8QmWfmzrJGE1iZQUR7gVGIdibTdM1f2F9pOlQimd+5j5dDRod5E0foKKxx/7ih4zHs1S29IzsTpqR8ft/pejZNbxf7PjJWAxHF3AWb2rGHfx2TxJ65MkEB6OwCj2tRPFIJ5jSWA8+XmbLTLB1AqRRXgSPKWFPAt/XT7bifC5c7EXNDccLmqVYwB2/L57BKmOx4iP6b5jFBWnzQhySTFbQr3acn76D7OVJs11TEGwxJwACDlNIOsS38/3CqrMDmIoX1ikz8lAAqlZKSzeKeYZvf7JXx2qe3iiy+hFYTvIxcuJ9YMbo9uLE8jCGrHeMrtrF93+zmXaG+zxQz7IkvejOb6SecKfYbr6WdKRgNLJQgOq29VyVLgNM3hzooNOpy4FaEWdDJpN2vdwKDCrR6NLGCmcUo6qx0Xb7m9T+p/zUBB9nGXDxDltQncZMvsLwtb3YK86w0pR/YlEO98UzCbiwHrP2u5JOAPGMjeD4xYnpfBaKRdq4WB4dChaG0aiUF87a05WpAVrXbprDbkt1RvDNHAgqNu65m+PEeMb5wNIbmZk84XHhuK2tpY+5ZRotwt0Bi7P8XyMJ/wEO9bBSZCdaNI06zA+vH5JfzQHJ8fpR6FcDPVKI5Zmvy+KkN2joIA/0jh2WsC7pdyQ2eqePlijJ7xCGI5foC1JPrNrKjYH1brI0TY1CJmTJ5Gc/Tc3O1GRiQH8vQnWQxujP9OLxK6/+bCAdg1WVHuT1ZM3jbh0LcbhilyMhzISapBG/DFkQIHwIp83jKqiN+OA3iqM/rvjsnxR8yvu4XQSyz9LcvyqjtloDxsreb2i4fIBoRMSMQRvipIrrAmFgv/35WSAe0e9OGs0g14W5yrb9XDrEcYmr9fLAtobUxQ6prsog9Oc6tAUcUZueBLUWz5acXg/lLuGYtyzN0UWZsU6d3l37LELJYcabeDZkZ2aVtkaEdSFakJ50EOCuuJrMeaQ8syhwg6qrHckNwzN9FJnw/igQ3X+TJKh89/h+ruH22ah1LVvPqgZ8tPEIpTQC3DwZXKFpsazwUH5sLVG4PLq+0J8wghI6nyPxr9AXMCcwJpAb7Kq8DHh/yBrmjlVO1wJacqnC66x4e7tmjY3DejTFxNNqUZLmKz5pHm1p2vJ6gTj4d9gD//HE60FJbIFHdBna77XmNxkJY5SM5tn7OMC732BRY7mChEjNWQS/i2pwG62e7QtplEmqXSXS4D0pEHckpi73Rgj4oc4+w0F/Fyq+hHATcPBl6pykhfXJzgV0CVtIQHzZESJrXHrZYdyScmz7u6Bj6OWLECDOQKZIsT3aGUp71bL3RDL87vFeWV/ag+uZoXCXSyq7syE0j6mE6VPXWypoyvVVfnc9pC2Ul8A1CkNiFNDWKdyWkCC/NG0Ii3/l9sJgj8xuOMVTOmsLseaYu6Lq2/zHOI5U6MfAMQ6RUGGwrzTPZqsUDBvnN3yt4c4iYwmmWfNzNizCs1s3pDP9mmNuwzb8jqjh6zD73FBQRSxt80twmhHn7AH2WoWvCq0jhxV21/1z2/+3eDctsQ7hA+KX8swLMyz2FRboCvHnPbRuclTRV4cpZIgEI1x5bXODEy9NSFXFm6J9KCe9+fB/Yp309xKnzjMqYRZAE9yh47O12FzEw4zr/kCJnLWsI6alphsJzUXRTSJUYKiPD6WomTMxqiiAiv1nyGNXfzHTqR99tylgxI9CoqxzdwSgYCNI5FOhcLSF6GU8a+/Nwky+TclGe0egMPQGqWUJe7co+eTT57VMsv5jjNaLPJxi0FWhYFlnKno/GVfqmYmab+KBVEq5vLBguBYKDMPVReI+jKMqkCRZesFIB1nZ33m6luOUNufMZMPvUftwbmulP5yXR1YpyeznZLzPdkHz/qEejOEHKYfdtRL/nX5ms/wNAIhVuB8H8YjxYvtzZL4X3y3EBRx1PE7M5F/Phnd0IhGC4ZnkDT9MMmlQibO1RUUHFVtdKMBNSxP/BuVJjZYZvPJXm87R2Iks/4N2W611ZON7dT58tOWMBkjix5vvqPdt7RuOQJ8XirSwzS+LkppCltY2BXYgUsXeM0rIKLqZPycccC3KAVqEa1lJb3Zxvvc+y+HCNU3W8pS16VTbl1aXjr/ImIy7ruNn09coxlzdNSm1/1OhcmyqUSw9cf14pVDMqOMyvKbiWDyfJPPcYNjxjkCwbxmyCy/uwLNU1mQKX3YQTchjjZR5nA2dr0LARAH4v9YfXIeKLpH3UJt/Op+c9FmuxzEUYqzM5rQVOr1Lk+q9cJRXYuYv+U1QvT77W9K0k7PM2uctL64j95dHLTxddMpdFnRJ309VqvOrLaCPhokKM6v6QZsX9CKNuEfo46outzMvmuC7CF9G8bOOQV9VF7DWL+ejOPP7d0Stu53SXGQt+ugaGjcY628YId1s/6l1tgsU0jBjCcu1f6AzusGhpMousEBARBnMDIs/FvTwAVZYjHOVLPvEheCyCDX3KxA31o6clwILrzyP19WgL1qiyZTJ5VwVXM5EPkj5oLjAmti0keQCgwoLhjT9iHt4hKoIy3u0xVRHMiIbTI7x/yaqPmvBFOnPzzWuNpOXVxKhFKOExNCMKs7dK+cIvao/HZrz0Ba67Zs/5uuCQbtDMQjmijm70jqIdt3iFRUtxMVNVMFuiT0+TI69j2L/7vUCEt0o55r76AQ5kSS7YuNPXpjZO9OzZmlGHP39lSG+fuqyopiBNeLfMHkRAS2vAu3qSUuA62tBD2/UgGPEZGp9PQ7At67ExLje4Fh+Uif8maFxxV03pIbZxG2GQ6GOu65GpmupIQHMyB+ryPPbt9OE9cwqXkTSJLp4gToFVvRSR5w/fnsYb5gsaM93snWPDXU4T+k9n5n+IgkeRaZkYjailkLxxVO248wdWBSQvHQG+tlAYSC/8yVZ/Dp0NtFh8LaPZg9cun3NUwTTny4NE4421UGDXBU2e9pYGjs0lzXC1ertljsPrzy4xQcPPk4RIjDsUhIxC52mQ2uD5KPzA4kYGF4I3Gedbj1TM2XGstHWPnUM6z4HazZlOZ7La5f8lqjLUuMDx8rOd/VDdL2oSwSbdvL/0HIZVNKIEugqWBVV6vRR4OUtM/Yx5RgWULZi1fcPj4Go2cHtU02OH9ZX0M7A66dfFu/VHGgH4XOF0fgblDpDyUk24LUo43D8B+q97gk2oTVtr2FfUs84rG04OLKanObgC4Ig89EXAa1EMJ2eQNCEqvIDQbFh736DttwEQnVmBv8y2JwROEe6pnpA5h+Le5/gGFb1FDa1Z2uBK+Q6hvFiS7xWtCrMrIVd1crIpGjWmHlvG41pgtyMaMu2XxOpFjsvdgTx7WvqgkhgX/tBztu0lTVW3KKS5QSzc22VijAV9pG19t8wbZg2XNf4s4766vA8o2MAgTNdCj6Llias0x79xiEp/cnc4llgYPRVNgmQdCGbDXkh6aSpADx5cUVMcwJsSObjjKoQgIONFGsmrnsxgTjCaHbyNaD8h5dzk7vbFtwAZyAvxHJ8qRJ+Cvp5wJoZL5q0Yopibrpe/6U/EJ2m1HT+FRi5q/xI8/B80yw9Var+ThWBJUL2yihK/RqfbsIK0scusBgQOf7vHtBRimAV8ndE0A8MSZZAnc24pMB55vtnFI7TPVzwXwFp2vo0sCG/rPcbFeNsQlQYP7shp043XyECF4WtxdX6r+d4gqZCIUAr/IDLtTFK3umMQeXUKNtvVvL1w0DcROwPEIdynDRZ1uD8+ScR5AsZe8TEwcctOJaOptvbtFJNxxzgL1/NNINw1KjJHFlnAUzI+MRbddeTGcUzhtfXZ+HaVKcElXgYh7NMjuZscNHba3HI41VR/u1StrRjzn+hRPIz5GfC06/Z/2mWUdUdeygIV6UEU7nCF/4MNDcj0lwZH3Q90Ik2/oGRrvt0qNBPR42jwHq3N/NKERhB4UC3KjZDM1aHGZZsyaomrCoi1BPomhtbfo3u3965A1B0McAw/mo/0rgARKRmgE4hXkEDyRw/4A2KR6IqWWxQD5nYGldZw6d6w9c3so3R6pP4bJGKSr2JKMBSqqJ/JxoafrWzLVG/PMAkv0HlGV3+cGf+lmpNKhA2WWxwS/Q+m3s/LWFzPxURR4wpf/+aX2dGjadmGJv3nEVdQAu9BdrPFgm4frrixZUxRUD6HQQmQaZFMU1mA1m3hPeTG1TZ5RdB9wsMmK8GfOeoJhBP2L9PzgL8xOHDvnkYkEL2pg1BNvjgjy65TykNYBYtKreIiLSnMgTy0qF714BeFRXpjq68FqwvXwtouQABXxp4dNivIaPe0WnunkU4+BsPswYM2kDFefUWua9zjCWOIOJ9wNiIl/FoqeyUCHW8vBFLCH9lR8jXQPGTGWIP/7gKPZo9YhuqXr2BYjklMck8O2PKfE6yR0c3wCZ/tFDJoruZUK+x34vDYZfJ5VdAth9JQD30uuaz1T+2gZiNdjXqUGCBIUHxkXjKQpbMj/bNkRKrY1HYGzVjWLn8ppuBL0rr6AfoLupY7YQrIz+xLA6Tz+b7rsdKrVZ/3D2owK0GzkWJ3MK9a5FcbxWtsmI6oiCU1Zlhl7oFeFgl7sa4ur5ZCAAW6YF+vTXP96dMacaUaHjtHnLI0k2TPSKtivJ3z95uj4uwDvcOvV2W5edNKZf2b9Kgr9pc0RDOANNMeVS8pZjr41mvvT9n3OCgVKyRZtB5TWn6MswmVyrUgbqz581jTSQbXWdIS4MAoqbk9feDvbEtMu6wqKm4fzi38m0OiQxi9EdOUWZdQlLhQWZoWsoucpEEN1atu3Hl5IknydJngx8vvFpREy+rPispk3doWQXKjmkQ0/wkzvejjemI0OiiCNz7Y215i03VEvbO3HdNvOhUJAkZSV/RLTLMhKcMQnYsouOIHo9qR9fk1AiQXGzMbI4WDFSgFIlRvzS2QhNXjeaW8kZNgq+yFtJUU/sbS1xNAzfrD8jczm0m0x530GYqba805c/MetIwor1RQXMBnt6WAwImKujgZPm8vw4hgkg0aoP1EswJ4O3tfRcZBNWuPCH5LklyQqFhl5lHdcGavm89YvJpi97QIJ9knkq/nFV1M5sR9IBUbojuEISFhLSgNXSefNamRnCax4Ori/nvFYWFzL/3zLS3DQGzAyDS76B+q84H1QdtpEFvxbNS4gObN62Orh+3Kqe5ZDoeGPvf5aVYUKIKTX5h0XWaE86tgpwP3Zo8LEovTV3LH1GdXpDoL67Ey66FCT/MbK/41SVzGOFpC5wewjpkl7FbriO9crYP3aiIsG4hpT5UqPTNAqMZUkp/qFnCs7lJk7Q9ISe8FE2PXhQV8b1cgvhhBsq5MJ10q3dZXooRCk99/AMBZBN993BgulNKLnyCv9+hQypi1PONYJo1hAN2sQhzz8XLsX+JkU6AOfYVb7538OumydKR52hYqzahJNkYLWVvB4mBCL0yAnC7YLCuE92ktJJ6fUudflPcqEyi8LaZ4oftm2VyiKJdEVnLOHUH8WoTtwgkhxWREh7AR3PiRN11xy9yNcYEuLL6YpEueHXWSN2s6DyvBD5c0U8TggE4cKQuh7KF0KkBewc6XIVXsXL9vFx5Pd8+omp3zX1EMDBqsKHRKytRD1bA/2e69R0YkkPd3x/t0Uqs1s7IlK8kzFH+eoVYkdSZQ0unzRmcBaSph35nyZWfsFdhnGhpSkMBCsp49TcfWpqCHlLRKciIcXxt62U5bx0qD++d+R/oJNvllk1GlLD4t7Nuc9SBR9TSH/Gtf+s2K10pDpbAUHFzlPNLiixxoQIwffJWsI6Sn842rYpjnydG3irdWtrCKh9EbVqIFXAVoVBKabxvXIeMsy26so381IXq78FKJj9tJ5gEE+vYaEUkaLcqMdKlVMwS2q5XYeFakgntuF5bXYfw0eY978rUTO7YztYnOT/Hqy17uyf1V7bxskpdHFKlToivGwVoeZU76nCa8xINqkCxsnAGdaledpAKBU39VovWrV6THDNB4MBlIRLDTjlropT3YLgwdQpouFyu42jX8g21IIj0E78yzoDKUr7E5ZlrcDYGpdlkip8vKT4V2vdn+Nm3t86gD7MPjYpaYYgm2MRtRyZahykHt0GUsHNDoMtOkh7vJD4vs58Zp/SgWqquMiET2gIEtHiv+eM4LJq0hKd0N7z8LRjnQgOdfpTaoFNiF3VeRQPS2xSx7/SWD4ahFEhlWYIG9QMu4St3xUY1+Zp2B9YvBrJ/ahiKiB3kJKGdSmcx2p1XT1z2WavgvZ0F3WIsyGATUE/nnC8OZNvwOv0To8lJULc8feZJ4FSzuV49n3lf8YIUrS5U5sxeRQafMAKeaHA/1XaEwB2GiuR/KmZVVQUknKTVRxYh69eQSOFvRz/LnjA68eTNgJn9zAW3Sxc+3sWKfcTmb2dhEYnnhM3OLdwXL0AhagBR/0alLymBXTOnXm4BqDl4mMspo5R+T7sdr8fcDBhvNQAGrzv0oGlQVHNnd4svCAmF5CiO9EB2V63W+9sJ6sBYf8opMInaFm5ZF11+9gl1bAFzOCFD3m7xSdKPbEmTqIBrYnN9hMp2NqXm5Qq4TuF3zh249DlPQYEjFQydv75SFVaBjWEyvaN8D07ZycLFb5iGqr+ATx37+FBqSZhgEbsc4FNCpBuxttPGBNZ1eoGL370v7iVbGJEVpXTqdMi+MgXJB9yIZIjZHQ45Pik3VTU2XwTmCH3rNRc0Lb6Wyds7x4537DF+8vOR2ggjGH1iroqMMAgeTI0f20E5YPcJohymAVoxry1oELu+Uh/NsiH18LViTcn4CZ95ByPRXdVtEd6xFWo2+uZIXxYGuml4tWqcpi49VzNZvzOca355H0WZZYpoNmmp3miOwZ6Ds3x5a2P0aiplWSOp9qQ7qp5eAr/X2mktWBLe4gMjkZv9dhAu8fJLssQsC5PpoKuYuA7q2z8WOQZZh7D8JXHpRLJepbnsubKWk/ikHXRB5lLYHmRowwqlw1cBRHEiCTCityYaLDTKkvAFjlp0YrTzI2vvhaiCGsSk6opJ5gUfPtKT1WfvDVDeyIB3vecqdJwHQpiT2LpT/9IbZsOvahCUhuya9V+d3XfaEhXlFzqGkCHOWOppUFnKCOSawSasfh8S/5w4O/+pTckPtXV/FHMP2/aRn5oSEF7MzSeQpfg2UK+dINn05DJZMQVzZgASSjLTClJmO+uxPSDzVQFsZzZgYcwk+fYgNyhKN6/2xikgcIwFaX9n9F+6m0fDFXjFLi1PJq4CbUyLI4hzWvdRX46HhywsqFumvqF7SxJDLoTBi8N3u08sit8EFImc7C9CWfN7O01hTu49ZbbxPa5obWQUIdY/aRVzcQiiuh4Owc/yZyHZfN+6GwtdN4TNp9swxQL8fG7lhaGn6CKIVSNK5S6zDnarC1Flva7rbxe6D8JZFSvzpTB/llhTaBdY81tDdbuP3PqG7b83G8kovBBDkuKehNtDuuQ8aYiQD5Zbi7oPcsBQOyht3ug7oD1p01vtbQkOAO8dTMsOmqGEktz8MkUmyXnnGpGKNjHyeOplqFvIWgQLzAivghj76+FXR0XF8WSY09k0EmfpK8nMRuycG3tzgEzlc4IFFDBiQXYEl0h1Yusb/G6GxszQqIoEoqgRkSxD6lq6CsaRGIfFbU8dPYRf83NbJMpTLXzelqLXCyMi3imEtB20vFnrDw2c70fQhYF45Os1N3QB3glDD8ShBItYa8630vg2koN3wAx0SUXaHguof8rkyrpeMOvZw0u9X4vlV8kk7tzjoyBtmohVpjOB73bGU4do289ef3UVgoTdmfFGcz6tQYBvtNKxZQkeGliC6+FH6QZCWqn4mgpi/FS2Akr3ysa6LsbdSwleTUAeHP0yGFrufPWuo1doPoX10NsMjAQdBFxqBgHDEyX2jweaxYjlKvLhNf1ka7Wyimjb4ERxy38u/mJV2/lekgpz7CjYT68O0hi7BKxkwSkK7eyu0LvpwHCm2RS/PSKbroPTgb7oM9R+WLJxCFqwH7rPCRLskCkNzk/os+4puPt4cvIEFfbNs3slmLio6UQHVq9N/z6P4tINCytzGSv9mrgqx2ffuZgnnL2KBnVoGu5CtcWxlrRBEWx3t4k67/mT5uhdJdmPa2OYRLFyhxMc8K6p3QWdPmRgBspsN0w7M6bta2gHp+1C9XtfKvNwyfmE76jgaOq3IH9gIoO7Df7ldeLDy8428/OBi0OW/2aa6vqDWs01p073JhM/TZNDKgUFE5lMr3uyFaHwpztHZQpBxaYesim0nQvecyazVcfTu37mXWNgL1okUo98XBtcX4NTQdqHrqOxeHyHHZtq6vS3PjhGxOG1D2aL/0Cza6P8JDAlAF6WQm3H142I/OpMfEKBAj79GYvq++9BlK93EhzW/UM3hZrim9Av0/DphOC7AtaNN0EDxp1R0dQYu3rFqvAXKn8MX1MaTHFyslZHmWGJYhdqfcesLxVPIM48xWCSBk9Mqrk3Unedyb/lsEadjJhvtSeBNhHxZvE2Ebyb1rxS32y2rL1Cygjencj2+qb4mS2OXPeUNbeonmqqYg2F7sGUCvNbG3BB+zTXMJ6ZqL4EqawM6TeSt3OeO1v4vWfKG81xKU9y4vk3dVZuSNCMnVZG05+ZFB/QpXDE9GcIXLFHv7RB3AnIzHToDG/C6h1d2CXHo4a0X/cH/iWFhA7ImK9mKJNqe2bbOe9U7ZNjB4Tab1/3vrOodvmAz1E5Elw6DCAiKBEXQwPg1R25UmYR2wqWVihbg1APZt2Xf95RuWZ9ctmn2w8Il6p2qkiYQqBoM+0yrIOmPNGCGSTWJ3me1G02CGwf02ChCXLYgwQCtq68HIeCAuSprjsWmw/e+uMYRVUjD2MX5CHQQ6Mg49ZlkMY2No+Sk+8lX6owrcvVkcH+h/gLNKHNkCm2T5mi5oon2toFxXMZZvIa0Vxue3Khh75a/hnd7wNiMuhGI9CsTOt60PYH4k1HKFBawW4c+KNqd4bMz6l8o43ZijOGdRygDpytxjAYpykO4jgzZSvOQ2jZqi5Ukw847iO0roovW4ozvUFjyPzGYDfR5Fw9rPbGy+5VZWGic4rMjEoPz7bjJTQz3V8fKsY2UirzJuJIcZqdG+VPVtqK//I2mdmJ8CB6HnAij8qY80+BnCv4LlYawgfto34v/rFOIsjjvLGiNiN3azEtbnhkqUPCaBZYa7c0d1OYoKjjwyIlqvxIFkToOL8sJTQ0vKKA+LXEv+cG9DdlG4i1b2QXwiulzP2C+KrnC7U6WDD6GgIZyJFWgzRnMvGZ3SgECNNS9XSNfjve3/WQPq1/bBE/ajJCz5V4pXNdEwnEt4cvVmm5VBV+fnf1KtQ6A6KUD3s09CCp0zOZkMKCzBvISEzLAJSXBuwIay1EdpW68t9P+druEg2XcvMiBVDTekOEkKv7P5yyrFfso9qvKNswpGY9EN2TCO0ZdMF5QbW0KNLGa6o2lzvSPEwDw0QYWFqSIQnnFfh9u0A5Zc9NL6elVLOGK7xBy24jxIZn517S1FhdhS24iIF2dVF+61ICyQxk5FGP1up7AWeM3rtQRjHHzIHKApY9KN9fzsrr5Y9YzoAPeF/p5J1xUpMTbczHV5DVRVNCWt9hxPGxl8nplSX081Om/ZxE1zIJl1Bx5n8m/5abyA4iV6OBzeG9ECmTaWe5/+bsrwz/whJf7SaJ3lvo9bQ8Q8bfSzJ+RVDbzD0tAi3Nfz9bholaMPng+qjkJBdwIgaASeTZciUBLRrxsUFeHWPKbP0XGsT+I4wrhFViVemsOkaha4LMD/HfNWipK2lI2ZBXy+WK8ozBofeGPqlaarI6em6rPY5/Yj50OrJhUtg1RdzZezqPv5cnXxuTitjvjnImflu6/LWaDhTDch/UTKS+Cs8aWU55l1WFFi7CHqZwiQb3rv4m7TwM9wAT4f487LmGbLdSmZU/hKKg690PQPXXy3Zi0UD8Ex3SAtIVtiFjR4wKJQpE52SYA0cYz0cOgDW1GS5ic4/WfW+8M7TfRX6fDfDrjRi2iknTveB+ejEaHgk4TYWHB4FyKx4hdK2aJN7UEfubJb9SdqK86R8smu9aUT5rQCTurhlRt5lhr9/NWhEnWLGwtMnlSixi+zl8Si62ovx06wSq7yiXisBJJBX5Opk+Sk5qrfKcXiFmniBlArh9sNqhUCukZb/wMjsys1J39BcjZRAzJWkWqB5P4w2DnW0YgQsHmX8g63fyh1mrUWxdvtqGQTwZ+uxlhbJP5qCfu+R7E5Yn0RxMc5AoUyncA24zHete42B9BZ7TRk6gAnJe/3d3mh+/ZQCWk5M6E6hXvI9Bzob8c04oQUwBfFN3vFqoRhJWkm5pFNskr1c/X2Eu7EEIkAPnkDUvn+U5OtWpoOihxKRWYlFduvQeNPxf0kxjYdAQGAraYlgEJGPPyz8/bvKW/us0z0yFG2wcSZ0nImWso2/+0Gl+0zFpPo5p2hYzl2mhDHafzY1X5+FmNHdYCEoNByw48O/fp9hia4MRWcCdeCtUvNt/J/AmcMCl0G6Bzy2rQz4z16h9hFnMOJH9qsjmQAKqknaTF5RnRDnzJ2Lx29L0byFt+LfMiWvRt1igaOcOIXw4HV86BpvkDGqxbruQ+NLNkMQTMB7WDDqmhUf120lw6LPPFxLpZa8VImgepKGpxZwANh8B4Ln8RdpuvieqGhBGOGiC+0xvC/y6TA6r5wugHJty1shHVKDRFuAmEMcZ6XkKJ5Eu/KqK3MPxitryMNI5KqauYa3FvILds4FLjAYTV15b4ZpNIcwntJyMcfcLvd3Ru7CPb23X58URqqcRzoHeKdFZEZSUqJfQuzBSWM3wiegya6g3jMUKdDMI9KGR4HQEybi48AWWtnt0gFNsYSTVt0T7J0ZYR1LAA1U9nhaynhVYNrYwBquLECuG3pyGYJeQf4LB9BrR5Hf2l035bfulM0zPHLfNfFnSlvJLD14PyZ8bli+5ZxuguqLYMeBH0vM7EXVyq8jqcWGm9uAaxahe16fOO9VGbBPyKgxpqZPjQkTiFTOGsIzB5OxYkgYzBJX8fA3EtdCLUrRHghqwAj1gIb4UR68lRBUOEM/P2VWqo9gtR33OZeqSG9h4DGktpash15IX230q1TXVrT7BkhRn667ohTeY0fNN7ZWGq9XHKnl4CnsjT6maS02+fJs2Q+kUTcXVn38IGoKfKlsXV3IOxBTGKroyfyPTC9UEEDGuVbotYai+NmUsq2XY6q46A0g0cAYWUa9Es5hqLcjrDgLG4pq5wZLA4LBSLQewVw0KFSoeaZiwcIKzUILD5uPK87hN+A7zPznUD6+TwsiQQm/n0HP6FP8c7tccMzidYBofygj+MXYnwqykir0gZx6bQZEHOUqBRWhFrrQYxTmjsIqANTbEVWCDFRZomTDPiuHTTc2C+8lhSYMFgu9WR7uDVuU0lDwrYDPQdYQZbydXyvXRMZPYdlZu2QjOoKUk/T2srEWGR1BgiMBFP9AnAy3D54aXp4pIbuYBABoceBgmTKxzMgRbJMchXajG/3NzyFUwR/kr0vkwT1RTGvhmIdHZMnt+X3A5MWs5EjGi5HA0kZwHeApXJbylHHkiGR50EYl/9PQPhq8TJ0aXKytAt+0Lhfij+NZRNAh8Dned6xCyuOQMxWRnW7OaMkq5QWz+iDRGP3AD7lqlrg+QBzV2ya2WxvPQIpHNgthQpDdHof+7NVAip1i3iI2I4WizByXvQv41CzyVLLmY06s5KLdYQ6CzBzFphiZifVJ/bv8uj+XsAXiAoqCx9ImHOGD8tMRzkQOVS6qNSeSKdMqQXzADKxxdj+FFbum6xv6a2sKmC2o0U20fGCEwOxhlFwoHgAxSW6actRs3+qiMhTkL47ENmzA3ILqThRxN17ZmeOAfEFoeNu26oe98ofbc44yETnKr+IxtLpx+CNtowb3ad5SiNOKsOQ5Mxr98YwIj9/0dSf07ImsapFrnzHIlVW6/nMfRr6jrUOI62l0i03zswqKiXWj3bA07kA/1P9Nr9T+lIBeEQmAy/CXZ/ayRdfa/crBMApKYR0ywOcpzBqx9Xk7Tkw3wcLJ9FxfPhi5K/+9zF8IEsYWFQk/Cl3h7+G7A/9UQ+bCkHbzgjdSZFuwIH0RpNGyKMPi4rXDhUL69lb3gOanhkA8sG9t1apB2lytC09mpNxMdPQX4El/hUUva6sPmW9T1HYSNnaxPq2RAHLMU9zLEH84AkyNX/Lo4wlQnELnBFUzdb3Ztc8S6JIQ4braz9TKxucPTVvIBBpy9pWXqHoGQK279qA2q7zgrccqm6zIw8JdRSFh3ahleQFcMDW8mVoEnhZtxkeOnhzl7BmC27SFagkjtJ9VYsuq0AgZEkaM9pMLOq3WjYTzM32jjXmFTF/c7yA5k+3Zpr+TE7rMJaif+PoVt9BksHQ4h+A5ym4Plf2Z5rg+xe8+EsTjIhJOjqO7cRLOacWgWUy6kB9+1yvLhd/GDBeiMgKmoF3Ty16FyM1WpeK3jSgu/L4hWo7ENxguUlL1oKt0SlRBBv5WiMZCMl0xL46ARwMVbGMgAsxtS5lfjCoH2ff/8Ije6SbbxNYcXLf6B5ka5iZ6Z75E/L3qsbYYsMZTFCAAC1WGG7SmrC8EzaVscitoTYuvo/oeHzyOQKvfgF6k9NadGnMLIiSOX/+ByvlMFT7HC7Rwgv/cyROkxXQgQx2LMy2OPWhJTy8TtZgTCOY31ToBEtIzpp9YPxt7SvjGRldzbkSI/F8/IGOum3nuHqcyJoQwJQWIp0PjkjQ42oqMB57yxM2dMHS3wx097fvmSe7AOj3fB/CxLV3fhpyPPxpdMFo9XsCgeKhYMcTSQKrNkNlKprwuARoigdUJpvF+iCk9rUQRSxWJByUM81394lEEJPKGLx10aQFNoQ3Trp4i01ZQpORCmLNMlCO7FTYwwXptN7g4I7NIr9YAUJW8LOVBBvC0ukUPnL7zSr1bVjb4dKCKKDha5uOGvNp7V63P9kO7NqbvD/jeGt/t9vMS4ccgiQZtOuO9CFPbaeMpHjQ4bldPtb/dY9vCHB8Efqz+OrjCAGFt/LBCJKKhK2mywtDHPpbsa2biLahBUT8HRjQukSvBRhRo0iU9y7De4rKQ5sKT61B+sSN5TqhxgAhA7DuWynnh8jueAMQe37AvQGx7uDkAYVYFk4oZBVGdPT4LydDyStVa44JjzI9L5hZfkzWOpr6dAXpORG412JVMje18L5XDSm3LhxziWTstQ8AfYmQ1jDgRBJ2hWFiE3luhCIWDba8I3re/aHMhGK6yCaI7sVJSyk9SUzmCQAqPAv33qtdFMUY2CdjeBFgsor8SooI6QmeZH0OIM3vLqplGC6i5/nIlAY11qe8m1xuOaTzXSXAcCsSXbU4mwfapMWj3x1W+GpziWWnCQ4zpQqy+qc6CE1KhXFgtCO6ad1ndf1YRv/lFIYlqYqggca/1+nppkAn93PeI6mtJ7lBXZMtU0twbWoGJHQmwSC0mBof8AUY0Gn8sfIMqTWp1KxtlOh2OQG2SD04o+FF82qrY39Pl4ndady+JACjhtMy6gZrEXOw+irxfEFCpfAPEy1NYFuLvNDh5qRY84Jg9VW7KOpSF2+142as+p5DQaqJ4837nDnHJxWFE13XPq1dMRF6XGSkpB1WsL75pP9V4X+gr/T/zdJKAwLjHSlJBey5RjI37USz10fYG7j2Z1tdfBnX4kI+z8K1eHjZSAt81XyPG9f7WRh6At/8o3KQc7ZM9LCQAJyYswPY1qsYl3wgPa5fCc7r8gMuu2M6zEOtr23KGg6b+rXqMsqWmqpA+xonaKT1ljXdP/M2PWruArwG6POQ06KKDUb72X/LXegfmnABOSjlc80U3OIEeRUt4Z0rOQFvf0Z3IRwipbjOedny4Oew+EwlIn4M7m6/BYueTRJfsWvUzfPP2Nok2P/fsnkNuOdsTsC2DsoMVjsIbAk7jULIFxxT/t84OBbW5QI6O1p3dtcMYAiRXaxYHdTFgQKUTG5eGA7YWcLjhYLuV3CoUtWtvHM8eLxeE8B4cHrJ5G7IbHFeViqInCHgBHFpkGqwLnKuwmF1D3c1eeQmGx1yHF3yt1dfwMNSu33e6KAXjgueUNh9KNoTZT/RF70E9RTWOHQdpKJaPKlPjOuVnJbgKVFcONAKXR/eqj/FWkVseAhr+/o1z0pkiTsQXeU0tSxD0Hw8q+zQVa/cUJkAO7yr9HrOkvrCS6TuliGWpJOzAYOBFre/q+3rxtsUmNyuab1/Mu4zSBKNZc6rwQLtwExZJxJ+PIg/Fi+Uzg4a2s4BMtgI9G65awBVWcJwJTBQ7VXF0KP3FgcusU2UUtydglXLArkFemUqieELRAlKYjpC0zzDOtUy0owd2Xu3D83Lxu0gxTffxfiY5WtPhOraFNcihzrkkAsuO6Mvu5yYhTzrDd65ajIP676ikr0jaOW8NG69W5ik4qRqKTUzOKygM/rRmym6tbU5OlqVE9cEfAB+IB7btzMmR65OEPX4XcKQgh1JqXU/bbqtTgQ875JU/ED9XGAabc2cFFrfZbZ6ZFBNg224PC0mQpjpgv+VFBEX2NieDed0vY5hvJPLe5q4fWUBOs3yGDvNhAb4ZriDSBXRt/Jk/uUXlABiaUNa1eAcMTKDnCxLRNlujnID3hr9sEqjqVvAR87Z8+d3cQnhOSy13vn5Vnc0nGPcGvSzJaHTM6yP8TqlLorHBUw3AeAhPqkGqSYuVjjl/qJrkIEuwA36u9VZveuj3R49k+47p2asns3lONGt1KtQ+0IB0LdReDjvGAZvtnXSQ5TH1l7gSufb5vgoeqwRA5rQ//vrM4ro8lZjmI8yCAKLAgI9lBkvsfpPMlzJPA/4HdJHK2AuJ5huQaQ8zkgGF+CuTdBJGlqoPrKNjeoflzbkDDXuTdKbzRTjCbvna1b5Db2UBTYRHvfWE0jjzKvjE3TLM4phFbOSOVt9gvq072DkcBgIwFzdfw7j2Ue35AJJgfnVlQYl9w6tZ+bMcGFmm0++s3lZmMQ7U0O2FsPuCP2KbG4O/G8KsMQex1j3ITWmCZ6BloNES8gpARGt3vss0dkZ0HFhLSOaHuMqsmbZNnAtgcTrP7GUSThjKgN+4mmSAIOzcHerTVQQ3vVggMIwg/erY3vfY1HraP6D3yy+Hb2VeBP7TTF4IgUR9hqHJ+pK+tV4mordNk8ZVAL96dkfXVrkfB82aS15i56bbHe23uXsozqQQ+27OcIWEKkwJLYjDLe0FIktkbTZ/5fSzVMV8pugxVeQixFPJp3qO5wT3iPqzOmlUvl6szdeywSKL8U9Wymm/vh/bTVCUySmbJDQqrWEuTn0DXCVPCTcCydo281/eVNJJ23Lt2fX9nDRwqMOOyFNF/lABcfkRje025iryJZHWMcxY6ar3AJzSS2U0fPk1F94qDkS19iUsp8qQIURsHgvDdqc9o762T5AUi2RizoSlOIJTeFghGBFAHtSpck/301qC0tJk2NzJxxlsU3/2vQmeshMbisTtneh0M/Reov1fydD8z2uK0lFoYtemRxHPYHmNS2IH9m/m/K5cZ+SWn1mUPIB9CpZHeSUdH4MQPJo40sNk3NVn3AGHmtHxpE783t5lO9cYiYdc/CP9sSBY8Q6MdvgqTbkam5B7G2P1PpSmzQZuylq751HpdmPUksYHo3Q51Dpfw++JY54C90AeojE3Beb67ewX3fog7yNeP05HjEZ0a9mfPpORlDAaEBz5ZTPl+D0uePDqEtLd7gl/q+msdBVrvgy+UW1VtNPhJofgdLlgwPeEOtxxa5Cs81Eu420GasWqA2OKQt+9kAOUIMppxa1a8IVD53mU8i629RtsXgGxbaNixSBehATFKI98WzZjFT2y7/RKezoB6xSdXRtHeXE2BIt+1ikWmC5vCbSN26MN2h0iBmHqHuavQ6rRBKJzmGTcdmXO0URBz45n0FMY266VOyF5kVnoYi/vc/ImZ8yOp+lr+8ssBdMZR7isY2X3rWrrsNXZId++nmScrGOTM3FuRbVLzv0S1h/37UYkqeW8PuXMs4UoLKFNvSJFZ+lcLKURYE4GIc+oeSl7UQN4fpABvisBdrhB5AoiKLWQ3ofO2cmrt3ttFvTOXGd/8PcYCS2tJ1FCudYhtBvsRVHaGFiCQTosjm79BfNIkkN/LQkduKc1YnDFhRYXqxxYqEW5PwroVgVqZYrYSDjS6WmLCAqGhqY+3pP0g1gEzA4Ckha29jLDJiku9gIuQNazb7huEke4pSuw8zUSft0Aho3xPt3sTxML606rh9l3N/XRx9SQldHLujlizl9nhDlIM95s91n55b6P3dxILDI2a5ZMnEmz3Yl/ymuMfmUa0cbKmYCAuRcJgIiAmZVCH3pka9jJ4vQfNcGPQTq+R/mkAcCAlhVvqi5j1pTheJxOJMP9RIhTH0rAY/gUexcvghyP/MlMmbjD+DaMQW4YFn73V5mC++Um9dwY1xQTYpNe2SDrJ+uLngYhNWsv2dqJItJKV9Z13fTcI9SyJucBCTHCbncvx3YFPjgWgMOJVq3O2+hiZrZo3FDbH0Vo4euAIxt6jDlyqfW/kSl80ApMrCgX4uJa7RRREe/tcbz/LY8JmFkZDNztftfZjjVWdNmULZnqOvYNdHKcCRPoOtH5O/QblVAYPLg6fo3knwAX5seq8Pms1z9AQqNvNSZK+Xo3Peo4rVzHkFINdQ5PB8bgCUDNP6KvXWRp2z6GGWRGFiz+MjT1A1OfJhLJ1L8piLc6APO0OV3yvTJwo/r9YCEyOD0LPu3IlSKOoRg5bj8uTCzUntZs7PyoGLvDBHZu/2s35QK7lohkVIZIW3oJ4h30yzNVfvlTPj+DKgCYH4lGtsV09dHifjFQmEiKWlwkq2UlDOCeBC2zensU4ITh53co/870k/+cIDrrRJjh4Y2dv/Zbl7Yc8lE4B5G+oeIMJoPO3YCBiqY9Rfztk+QLRo8M8W+9/e0gPJK7rv8AziPwq2iE91IAOmJ813vkaYhjGZE9+GRcQGOCgN8+PQfzp29bXVEW3MYaWlCrDuxGXqyTN6UCaVEQKzvTyOlwSF2Dmjz2dnisq022XfKF1Fu+l5+Tbb2XvmfS8JUDPzaYcqGqNluiMjMKIPU3rfts9+pPPF+yFUo6fazqsgVT+XaA7Tc/KUQwZfIWYpgVQHPqQxJ6q+LD24vMtRR3vTEOTrzU2lXz7JgTbOrpnwPIbKAloxG7X1VvGo7zcwYosJwHWvmbrqOYm1QF52iRXhsFxZJQjeC4xRNYqLD2k8ruC/pCG+mp/uMAQSl+YLeu1SiUBYisf/TetChc07l2j1mTGsr9lJsygk7/XYiJ2rToC2ICLh9jvbgIm6udttylnanzClvKwG3igoifnMLEaK1k5jDb4s7Sd7VuKCB7io49hOW8WyK7dooR551SMSvExQyGA5FDOeFkXbf1Z2r9RXHn6I/Z8r6FDuqKnrm9lb4ST4Wmjr06Yq9WTqqxUAEzQ741hDrQ/c6sdzyKVXhYHqeSLGAPaDE/tezUx/TtANUVX3KVrcrgiTJw1KETaPk/e0DQPDpTBIwUgbfNXnT3rmC8403TBktNqTH0rJB7WVLx/zvwNXApLZeJWrhefIz25DjUeyfuwZLhhLHo+MKYEXh0kwIqOkH8Ur9dhGz3unxqqQU+zBkKLRRCAbg6/aMvmM6zP0rNqXezb2e+xYsa50imfdOKIApruJIeDoaOZVVayx7/kMp+gRxbV4LVpBhDx0PReY0UoVJzk6fJ9ZO4691fsORNBwUW7h7KtrFhHEd2xCQDs/sKWmVTTJyY1hAqlCGsC1TrC2aTyv5W5TOg8TwRkptlr/d1w+bVb8yJQxCVvWQKe1y5QLNL9B36JrFGQ6Z5w/WpLGLVZy0kJxHIf2CJuS099YjT/dvyj5C8pv+ph1N7Zj9iqAlO/30xHBVqXyzcBfXc4wJ/u4GzEjDhpi7/pnQrYAJNAv5cjIeOI+jo70AjA5ElRT/xjWh4U8BVxBnILxpBxggJeD33LzlybndYqcycaCUFYzXZ8WfJ0NI0BhL8A5JXWrDCxrvXb0VBFzRIKOsqacbvS3LyO1rvrifGEMmQ2LDXFe28yJsV2YkBivwfKZ5F8YuHIbbM9CbRmfpgB4OBRsKhwfSeZL2Xnr+KlFp+xrV2enJrLXaHEDFntUFrdZgCud+roBkEqd+k4tC+6Fykw0h2LnJApbHk96bwen108H/L+0uiKfnSck9+ubD1aDgf0z8wRlG1g9lejG7QxNzlpEnnHoKLd8o1QxeuHivd/oCbrpdy3Ek4tyaM3F3jGQ6hTxeOnOwQAKoWUL9aqzWM4581xFyJ02x72Dt36YzcaOvXPQstbJSnrSYhE5loXL2pxfyqiwphFmUMe4Eql8T6C+2TGOkkO8HSRU78wNy093DuNrYyWmXcGOc6fxE7WTZETT9I0CHg/+e4GdacL2xcyhYLI9Wd8L7TE5fKiBaicPcy4xRQl6OgBz3NqS4Y2v57bSzRYeTMW2R47vECIqiSjMtm6YLD8EBYvOSBzqp5a3/9AUuDpYYF+GfNlvl6lYXfYnq+6m98P3bSQ4G7SiP8KIyK9X7yljtYL6ZuN+9ej56TRb3ThGmItILrXuArFzoofI21BajouGuRLudo6/9K8Tx8gNjlXPlEeUbaRdo0/BD6221XsJHASxZimXFArldaqTbeZWis4weJCljsNU6vrbHQx+QEaqHz5wGX8Spt+x/sPJD//CifWk+Dsw7CZ8IlEj8TZJSzoZBcx0SU0z3yzIyFwyAsDQl1Wd/At/VNRIF74Y5xMyI3ONL1Y2lhLSfW35Io6ltsZnBBx+3N1D0X4BME+9QbVQaUNTxxIRuF2QlsLenSTgfda3yd+/OtEZuhuoXuT1Q8O04naJrbhXXTVxP8k/poj8VExIJUNJ744HXs7YRCcJ1H2hb3EayoxVk6d/E3H1BeZHrR8CFiFKodDCdsC01sPJYFQkaNyV1e5FbG0141mv1WJX0j3N3cFFswTU1aMvmQYYif+Glb6fVz8Vyw6aFzGUOpSS1wIUJkzMYeVPVhEHG2kBJh4/VNNXNy6oHCtcolPflz+GHZgdcplU2kLA8lgX73YS/M2EBNU0b4SffHwUGMEzlFlyT3Jhyy68uKwy0wEjuoqI/dgKhTLwySEsrYHdi8w3oXj+Xj/B36yLSV2t+xmYXEp5Cu6sjV3R0Gy1s/HcnkgEKAom+I+YSzH3HZrWRSfbsfop2omVg7BmYxhBmIH5QIQCHK9zD14r2yD1NWSYJ9guINDa9/f7vQT+rhLKSZPdrDkX905pqIC2JOkdDn66msTkrwdsb+vHTODdknUiB0tCoyphlVXTYQff2uUmizwn2grUm9YDJ2pRdxjUsxZAnsQsrbGpF1UCFCT9MW8DqkJ3CjW6GC4ETxPTZTnUtSDoSS/OtyZ1kvMS7aJIRLjQGcnmvw66SaLILeWM9gxAX/T1gXxLQ6HecFkFKKPSxc+65u4fnP74m7wvxFBVU9AHQe+EJSCxGpo2onrFORq7cqF0yX7rFrZ491NPtfHT/eKhRwIRXqqKUd4LDk1q5TMIx3d5cpXZxjpiScs9EId16VTanC2lKeEej+K9YpYjIV3OfbqwPrRKxNOrFbo2J8+gfLxXav8rRL06spG2VRrPt/Re5TnPl9QnYchGL1L7OPSIMgnihh4he+mJtLjCREubNGBq95JT5VFbz25G8AD63zu7u5kJoLBO6p06byR+JNoXBgiUXtkuYxa4RREJh0TUQICHhaftAC85GLLnJusagbYp/+jp72sqslZVoP5uUBliIHNawrus5CF/9GW3YVbURWkk45lgXwTZVoTQ8+9uj37wJVGDyWPR9A9m1TDyoO2Hgc9/Steqzbxj9+o/v0Ug8P8nQb9cGOnrMs3rm5Ovu2rh8QCh6xYgHDm6H6xM/OWF4PYxa2dtKoON0WyLchsPwb1MW1UORDKWSnj9u2qr23giGjiJHgfYHdF+Q0jAiRbPIHdsVCxiQ9iZZ5LioXa2Tp8I8pJ9RRY11a82yc95kA5VOIg9+UPtM0q8075KmyvJW06vQfMd6zPSNy9UV4JrRcZ7n0ICsW8qWpvBGSABMgvxjvT9s/9wchbQUH8kkrPWll8Ri244MEPiOjzj1BEuZu0+uBB9zsZqhxW5w+Pb4z9+mBagJ8toN0ODOZGpv4fGtG0suevY0Wig/4GtoAN3MlEsLj1r4jyj1WV9dkQeaqsQkcswBZt8fgCIomt4KenwDvRIcnPK42ZGrs6rflufhLFzVGmyXru49WdsgrEqOgm0xJ4VEDfqoO6kPwG4lCoBBCYATPdlFkP4+jF+uAYtODKTVcyyUeFIe9lOpHmZhk06IMUxVsBwn4ZS+Di2KRnERQreBbRL5ZudloshUhVPYD3lssH3uMFxET4WV/wO0GnxczGxnhZUizxxMh6VSQmCXJb3Fms5pu0Q0h28UHB0zlYxXzYksOw0DBvfbOzajjgjVREGZ7YP4v5gQfZwKBFRD013qodEMatMPmBjGzoxU8Cqt0GX3FV1Ojx/+do8pqPeE9AuyNQ3qbDYqMSf7S5dCDxfgRWkb/iPqu8vDwaOcELcrBLWkUNv24hjc0MqQE3UMQXmxjQIzttKKJf8BF6wyL+e2KvFOpIvcmJrxewH6L1PVL8ifGTJqx6WCfrUx7KWQ8z45v0HK0vLHzuAKPbkyon6eeZ9z6FcByRPmaOx9IKAp/JhZlYHlfdrzK7J8c4rLR8UdNfo3D5O94sdDNc1IP+iIleyZgkHMhsfJrgufE4fKrLYr59kXgjnp3V+IkApoXdQHYlOmzl/DONLwO6ilMsHMJRA1PeeA67JIi7z2iZ55IF6kv25dOaEDPYRIajp0Wchib4SK//IqoNsujfIRzZ00jYDDMRUaGC5yuY5tVIa2rbKkNNRFkizz9J5jgpD+ySU38yKhAtl69LhIebaLii33/S/JmMdSuxg72G7InDH1wAdOTQNZk54NmoNmvu4zZRaNDlGGW5Jrk/QzvfpzIwi32Owhwkgkqytn2O0/Gn0H+LQPSuAOuO9jvQ4c5uv1LfoXe0lxRNKMNmgZGdTixA8MSqfvI5RVlXFO2NdRAuanLO8+w39vrrzteHeB269Szo9AMt5NOznJHLZStcay/3YBbXX5QeNuLVa/ob2mXpOI6qVm0ZoRK7cMEwt83Ic2TXe9OeJwoei7iSBnnrQwYgKAT6u79okPTCYSYCnY3WiJ5fupiux+dphXy/E66oSObw1yWhUSrjrp/x9EtX40lW8MhLaeRd1Jsm3Voreauf5ebIA/VUVU81ilVPrMK6Tw0304UCHoojh0umKlKycXVXRYI0r9eE3deBcVVbQdnoSOkK9vErLefNgfDB7mwI5b9Oh4bdwc+oyl1dYQcCh/wnCFxkWPAWBKDY9QLNiLkTh36d9t7/t9/CInA8hDg4qEDhN8jjS09fkRnPNXldhsfMZrd3GXSYsP9Cm7JO4t0twSuYxjB20Mz1LhydjyPJsQqO/hSvHuWEUogsSvsUlsMnWKiVSRtYJOGoCg6BNSVRyZQX4GVgx6Eb77nmFI2gc0piEhDff8tOevdNK/i/3I3fIyvsbPnfLTelwcLVk+JOGDkjVABI4DGNOqKAruDwgNB++JodFJOJuOo+jW/rcXfi6mtFvWTfDp2Iee8szdszvGWrTo5IC6HHeGA/VuW/5ly8CrmuymQEK30N8dxa8JjWEPCA78tyg9V35NxdMDsu8K302thRzBgQtY2izBQnknJSKZZ+8xtnGrsOCYpjjH7QliGOalQR00Twa4EQ5cgk/psZnYVtQVNZcX7oMt5a1fI5afEBiJvHlBqND5duNOWs1YFG8ZvELnrbX9Zlj94+5F4/I3UqxtwFk9Fc1tm1PFQ5ahJyxtbVUzmGFjhXZ1aiSV9WgzmlznLDO4HPWbfUyrOTztSOAa9xenTmUh4+xKS5oBEu1K+r1bj3SuquDVGCHgG8KCdbGzT9ByKoXDxYAqbLOVg0K0E5wcTOxciXPPjmCUXtZiSNMT0NDtH+1AGRiHRZeZSWUOhbkwN7xJJEZ0MvS4HJ5fAgCyNUlQ3grNa8wHn9jUXII838c1ZGhbmbe/FbtqCCbeaMQvNBtH6Jj11rHW03G1bhMRR69enNy2NxCSg7EbC/R0G0uFF3sraoErn6D31Dv/4mivOpLd5ioD6JV4/VqLPuMtWRWvM8Aw6s1q5fxbw8Phd7nTm5I5SKlC/u9ZhNwFeS34kmlFsuMIwmCfaaHNvx56tOGlvP3RGASClvKIZGglpGFgtRrug5zHHhBM/X4lq77/adqH3mRDVu7zjjVaJOP4//cTCOchWLIZ01U8X7s4wVIXMAx32MUyaJ6FNzuFwW4sXYdKhyK/2aW7kCiMDvwiulzXb4I6WoTu3ckpCDU2vyIuef5HV/lhfmGkCvSuq12qWFfl4rxkYtp8QtxcNriNyzZnsdgA9rlVQoz35Cml1iQbDCVTy59g+gJncbb/n8fXVY8IOlyR3tDPojLOxomHEqkMwF7nkoFHfTtA98+LeVxNvGwVwJ4TLMjoCggCHTYIk4jXQd6T2Hk2CyVrOzXar0YbO6ng0yz++utZoGzVsJjBLWKI7EiY7Th79oeitIb+gXGJGNaBtJ+wlQBLX/rqYJVXcqkRyxNpP1RYf+33jUbC7qUETwYgTvVZ+199srZJJc2mmv/Db8ki6ePy+YT8DAkGIW6qo39ujrZe+5OoZtBEgf7LxY6EqcFXJRNZ44lVgRsx+F4OKrp6xXyansz0eodwiRDyPmh0D4yZ8ohPKn4liiJhzHGel3DZue+S3013VviE8H+UbMW4vF5KKZshB5Uml3TPB6+BjGYkXrQFKhaIwndBIV1BwfxHw2vQuyQCBbJEwjdHX5rHhqxgy25S2fn2i1lmGSlH/OtRkCd4AZSllXXnp4Mx8kFU3VoCH0S8/HAES5pLfx1806TS8Pi2V3neJtfQ49412n3bRzF4zS8sFs6b1dKsomXrUbV4S1FGN1xHv8xZFAFteyyAgOw2468/AfUXLDG+zm4a6rxGrFYHZnnYStMJZioJ5eK1ZmP3Pgel3rCbuG9E2P2ZgVn3crOpBLXuNn7h4Fz54sjW+XhJ2fHuyz2HSATISRxxGZXnWfEfSEVY7vLrQIV7kLtuO14yUrhYzizqquueBP+Ol8SRB6Wg9ZktGoPzS0kUEunrggVqjy+4xSpp8Kh+Du7wLZ32p+gELoMHZR4CLK1tXnZeoUk7cSdItrRau6rCUqYYbIuIBPOfWNal/mw/srTzcvKkCTiQqfs3bihqT7O50ZbMHD5JpblgDHeR9DTwd8m8aztElLRBvdcFApxzFSfjrfjfETzpxWo0/nVFUrhBpFnnqoZ2izvni0lQF8vjqi16jMkYD63XaLgkb11q3kq3MGMtLUkvtPCgh1sH2Knx9M+uBTZq7Pzo6ZzOGI5hUt8v3V4L4jDc/eCw1wOJyKy3XFaNhtqg9hb+ArDMs7SEK2O9OLCSU3dgiSQI1ph8T9XrD5QO0dLTiir6I4aRRylDlrjMEgD5LW7R4JaXTRtiCkfUso/pe92/9ieiQWqXSo4sVsRFzYqZYTjlNLPNPcr4CzlAsNKUU5y2PjZhL+MrdqO/P6OWIRn33n3dPMQoE+oM32yl1WJg+RujFQxM/yq1LJrArNJDQFqxp/cYxeS6L3/rxdZ2HYfvVExAv37/v+sEBEXeeYkcbsAekrnROM5nIQEXOp8CCoITOv3G2+zLcns/Wgq0YjvWnHzVv82CJsuK01LsaUYNhLIqdh8QsmSSCzMCpCjKIc5egu32u4YcH+ThmwkgvPHQViH0uKZqMozmu1/p6rl6uHD6yLBrCtIQtWlsejeWs/4TPZmdloWqsKcf8OOTsRicE2UTOMcPklpcCkAcb1oV9IZroDq4finhDAMJmVaAQJu7ayJSvOkSLERwCu4W5+o4MhZ76Zx0ULRjn2dL11awZvzntxJkOuN+u8xY+y28J7EboOpMTSKAu9OrrAXqVGjsMeqRg+s9MTzvgRDJpR76J633ACWuzd/kx27sUR8xUsk9vou6p81gKfU8RitfeXEr5tB4dUIX1u1B2LctJrIvvd0aYP12kQooEs9crfRHYJ0CpNLU5MCxLcyWi/kqprV40WEbgFURLfbc8yYBffO1ZnccpdMHPE4+etftOTPvksiQl1ZDQyVv2/1rkFEvmCEJZh/LTb5Qo61oJyWbZaK20ZB/MBxWGcpHFo8AGu6g70F8AGAv5yKelf5aH5dskLy9E9aApJvogyoh5ua3D+ZU+rPSauBjT1ksDjoFyxGXMYJapsEpnnk+r1M0lv2izZSjZejWzJwY7Relf+LinyuI3ydDa00kCFg+ZScjts1u6xuuHia0fw/yIwP59vmomz3OwREyu0cSOBXbTEihSsUNc9KlzAqn+4RQDQCc2sWvAsvfGqom0YuVXYEeKK6waUAKe1Q1HsGs6ogQW2qpM3m0a8Npx3IIfuNu6EgvusfmKUXTyzvhCKRktZLfmy94Vz95xwreQ4hIZbKM7dW192k3NlUWTJsVEREMeeeVMSaifZdqpoL0ewhwNwK27BL8MwopjeXAM0HU1ptGbWDnWpa9TQ/DfyYF4ckQ4YVz9KaTL+nBpo+IKoI4AGuCZBlsY2FpNqANNX+sLUxYeTv1/kyorltX4dlHL1n0j8RaepqSLpR0R5GcVPhMiqi0L2/87mkPLkRDy7aZTZHQfgRWO77q+fpTIii/k/7J+Z5WbE5K5JSLkrSaB/aEhrq/hvW/xX8Hid1XaCT+ad+URUMJixL5bMab0OYSMjVpmvzw/HDeSrnPCep4UMzohNIE16ETYGh1+mrmgS7g1rZg0tRXced5SDRMGV6/yIgCmkc0hEOLo8BliziROKzkK5U0hTHU5VNRuHH+2pSCVqNnIA1rZuEszXNFJ0Mh3u/Hr44qodOkUnCHedSzA4bRlgIAoeaD9DOQaVg9rFDZapu141Cfdzjh2Qqb2mSfOub9T1B93HU0oTiQgTPqzWvj1e+xtjekJ+71F76mCU9DlHoo1i9qrN2J3hcENO5E7z+uNhyjcqsUAX5mWHteT69pJvgsx0byYTkSWIuVvQaScy7wk83cWGBwWp3GouY/vvVsWk6HbStTLfF98IVYzlyPYRKvsvMie2UBlLktPHljNSOmmc5y479pbGvXkNNfz8w3jNVPpUkQc+XiugVnFZnzg4pPC+NHTSiUi3EKyze0rlOEshvlkF8tlPVGR/srGRtg/JX4E4LQutMuB0SpQHDv46sR9Z0tvqpqiDm/1bgdkCgOYMGM0XonLyKOb2Ul4E0ctmfVjzfSA4xsEIBIfKtCUN8zX5VVuF167mkszd0WUXB/h8DwG8B0MIkgdxVU4v5nGXzvp2M4Q7l0AyGJZxpsBJ2kKXngU8+L3uB6nqAoiPv6JjeNJLiKpAqT8DIvHn19FuPyBibf0iVJwiLXanClNBpLK8Bxn6XidoRBFqxPh8kRlpybsI2CBVS7TcGIbfk6QCZ2KF/YqT1uuLaajGDWfzbjWrT40jtbYpfjgMTAH1KL3eUGazBzBZutyEUZc6+IaDaYIZKr5C+pXfh34iknQaqAdY1u5xWMX53gGeJ8pQWFfLtb/I0mmxRCqmYWkmHuo8j5gLks8Sm4nVaVQiOxNouxklCKwVgJQgj5jF+jDQlGpa3gJZIOAND3QD0Wnx9zxUpOrce2lv957Plle1qhgwr/yvfw7DN/cyHvGEJPzO0ghuFNV3A+5TGAaC0AGcR1u7fvBKZTK3ufohBuu039xEuqJJH9pjIJnsSE06IhSEnnE/3UPBxLMdMYBBjp089zC5g5pqhBLIAgbhhrZADlpQwfb07lzMq3kADho8rIERLVMa/rQQvHGGuCEN70j2Mwn9+552CzM2UbKkIWROs05RjddwBPaykVtHs+1UX1ZqQgFbW+fD0AVLp/zi9RNb/kxOxIjXh5TA6Vum1M3KIml77Vcn/QAMQjfNyX7Q/B8vGjhgPZ7byB6UYmz9eiOqaJj9sAHnN1Qe6f/XBnbPNXgHVlrW0fcepWrKQGYnYh6J/dEuEzSL9Xqr/JiQObWyJBVFV2cHM9qBdHqzAo3oKJgpX2F86me4aIN7VdIzyNmh/0SseH9TQRJp2nG0bwWEwqDjQLUtMg+wUrxiy7JwBh1muAaZa7kFz/0FZ0J0pBFmbMAtcTlIy/pggbZFd8idQm73mMG820jD3THwRGtdwkoRbWyUGpY0hVfTmj9PGxemroPR89ZPDS17jmqgx6HML2ulCjRR45kNw2Oc/HVULQvCY37olGnoCtfiURMZYhpapXrWwUm923uiDdF2edDmVBS8Zaav0teTeoUMOcMfG5g8HXn/khg/p0/kXCEiEgXYaqdvyWTh+Ydzz6WZY7xOfwgyFA+m5/JsK0g97COyLlIXJ79b6e0yvTOmrMLPzf2c6F9rLRW1gWdn31Cr5d5k5tLsiRGmMSYI4/IOEe0eNmsVw1TXrJVenkMjTj0LK4ExP6rQT8RQQNin8YKt9t0eWu1DQvu9FcIuTvaCA31wKUEPPkZ/WLcw0pkiz50croQwOQe7P48vRx1G6tqXBMjOs8r3upQFhZocPtjVplF4VAzNb58VJZOS6RffIkbHei9/bfIGt55o+D1TyhiEeit0PxiZTXbU1TuCkEvvN11F08a6rAq5COy8wa8tOAPfkGm/c/u0t72LX/jQVjRKyEgyly6SvbzRnUq8qEGYneuIAKNVFiHoIoD0yrixrRan8dJjYOkM687fEvXwTtlzVrhzSGsfyhDgtnI8swIvQ2TGyjxELMFZk5iVI8tU/q+eFTbuvf5OmC533chHeQKE6oI9kTwXq9ApdBN+guqkGssfRpEzqDulQySrd+iq5+nCRuFPmNTFl/6zOxB4Pgbf3KLWLwkguhxF8dyNUOAMk1wLIxLCpRXW4H4vyQHPFMcXfe6Ct4FUPt0T8/soU1x1OHcR2+4D3/uK0A8NVFsMp6/vYpA7ukJUIVjaylnhSub4LE15bY6hkJuzoRuhOy11FOPg0rAFy7ebkU9ZznIl+4UJVxTEb0bIPLNCJl3E0NAeaJdVw59WmwRs+Uz59YYCLtUibS6LgVU04La6qUuAqcFCP1NqWh8mZYBvNlL8TTlyTmpqMaGDrqF0Hwy+GASikqcepfxqXHKb3jgRA0Npwd1VohT+8WifU8GjKvdztQ00fFoyQKLXp4i46ywhNs4KBJYU+zON868pE+Oc8n+TyXEBkxSe9JGGykUcCmjPOW4iowIDnciHTexUdlUVqT7QgTfzios1dOuR8dkgWtos2K4kSMl8kvqtl+aoYB+SnYmS5oUrhrOS/RYqEir1umpNIGdbkslzblsgOwoj+0ZWh3UrZtErCm0UdoR+vpZqDzYfugUNAkVnucZ7PyzjkOVOULyWa+wBBnvMPVckS5CuBMbYCG7738r4qg3Yq55tQk0Yf6bEqelIHCha/MIoOKAKqFzGDQKaunlzFGiNgfCKmabRFvo3/eZ8DCXJWn+8wKlnqE/BS6FP35EYMiE2Ig7NCcV+O9nqQWP5rX6DCYjo6Kzkf3GZIagOuRFwxcKxLb88odmREBRq+O0rq+0kipSqjhNETXrU+Pk0yH+HFzfKuEeiaZeasVB3gHLTuVuFHnxZtgwKAtjAYMpngOynkxTh3MdVEuUkyVOsWG18OMFD/2XOWWUFWGkovy6N8y8a9uWJhYtzscLXWAHaJGC0Gvl/gDRmKjoS2hS7RBDii4oJ1BA9HoXbdMIzOhk9dCVGLQDY3gIiUhME37+SPXiTjxGBSnXjStg/KGxgIvUaofvKo7PSllJISkrHPSP5NRHNHcPrR+uZkBhWRql8NtpeHScLIg/p1S1VU7IPKLVM+Fqj0LOC7zoVvYGv6i5Wpwv/CM2vi4dI0uNyuM1l3DX/beAa1150w713TmaFpjIEwuxrtXq5fedU8B0H1m6PXdMWdMW/c7oC7rhdGTWiVrd79cuG5TMHC3ROPk0TYHHTkRcqjom6OchpD2zE7dX4BoaOa8uGEkhFjBhZMb0wBaYwxg0Vb3Xp33yhUzJ/QttJTH54ZDM0nSRKzSGiRoP4aVPGu7K+4nR8xjaDrAZDemyodAjBMgoRpTO3WiDzuDtdUDhVfjpTNznXWuxMZiDia/t5Mj6hH7b9SkFYdSlFR9LXu2bTjH5ZKcOS7AdRCKAnXsTWtjo2y9ezmXUrENl9VZ1EKEu31plytpkhfqAY4k8DgP4ubZVnNxguyYOqZhzBMHtYS6U/D/bRb79txCS6YHTa4K7jsKsZs2A+bMufJBKoafuP0Wer1GuopHqDlfdaOR61g+Bq+zahV57hgNlPVQIh1i8CIWGmgs/QJCjOy7zdgorvI56Mt1shFAhdFIoJCXmX38QpW/SQ6LnuuhEG2kWNKH1c9DKWJGrfxe2pO5Z9m+1VjnB4pOYAFjXzwzLvu+gvLDLfolcXct6kZFB1YzwCn5duVeC6mv0YyEvg5TpSbBDRM/x8QBs9CeCXZMOSyLZq43KY3sou8sKq32COIc5u0wNtsT1/116Dc+GLN9ZyIOBOVGNR06DAodeCPAuT0Q8bQLv5tD0SRor0hThOXSEgE2VOV8ni4WHcxZG4OPIcx9/2LMDAnCHOM9/oggTdX/Ri8MySsaE9LgLRM/g+QUMDjOoQg19FpmbNeXQAJdLR0evQ0kx5VbNWrbCucajLnkBjKDC7A3JRHWihbFb2d0ZX1TQflFhM3zE+JlvMK8Xc9zCjeIdAquujftRgHNomAOvxyWzLB/olZOjozEOykS8uF8s/udOLSuJGIUUK4GtKKspqPJlzDOBczV6RUpYg174b/Su1E6wAdh53MQHk7g1yVv5lfHpH7vjLbmYdkstVdd4NYxzMQB4ryPvSSzgDC4KtiF/RcXL1DHnjZk1jazzqVoXHbpqty1kUxRH6fGQ28MirnpyFWpVt+mZnm5Sc01YhvtdCsjP7tDHsH28J6ctjTDuKikh7AZe38jq29kj/tv1FJVC1lRLS+lYX0Ge8zLl8Rf1TmTDgDV3q/eKmeQvxdQnY/JuqRsdJo/qA3/V5o2P1kexDQ5caxpkQ6Z8Qi/8PNek193Y3i0PBMErVHPlgXOHparyZe7mRI6yj6Pkre1BdxeX5MwrCI3+xCPgjBiipmP5hJ5RNd56/ZmK/5QwPx2uITXmXC1KVWxDd4mYzJtWmLcV8zXVtFXKKbBfhwQIYfR/0oDqfU3Zdiev+OSMRRepDmZ7Cu3QjTe1k8w9IecM+lBYimnGY4m1eYaF4+4Q4QxA+N/wKHhT8L4OGJ/NEYEca82N91sVQ7xZzD/z8lyukHHO5+tbOv+5r1ZigdGol4OkW/S5nuJfzkqIoNP8OKHpWuUl3akhM4Nh0clgjeVAU6ivdTC2HglqoSmuKqfoDihU5HJ0iyYatH4ioS39qmVYkW3IUDzQFHqTTUUDY30UtWGBqcde82smqcUv54BFCPSYSEuus990oFhlBVpI92vb13rY4nnv/ikd/loYgNqXsgXUZV6XqcjG43Wn6jHg8LUzXeELFJcoPy7leLwCE4heHW2qoQGgIC0ZVTPlU8Nte8QQnjY2uc8MVe52Su51YQMYWsi6SI59bX/41qJafubYS5OnPhS7CecdYboEui3chZe8ofYQXtHi9LXOkHFbMxHXCY/3TZNGxJK16jy8kmfD08UKWp9ndVsXFAVSWtU+c8RzRA+YaKoYqsHdpClp9vlXsbmrgZs301+iu8oWB4k+BLNhFR3+TrmGfdBNKkIeFkQAlYsg6ROVzpCxJCa+k2okMmrR3KL0jlny4uXtxL7QCvFSo/DoGLUK1ZwNFRIpVSNdbBzdQKrDDK+9V53jGPTMFDaO1b3+1H0p/Oq0kMV15+REqudhmpahQkQYBjGgHwbIG+WYOdZz3Q7RLYIrUKSY+CMK80CxEGuj/KqRpp5LQfdLFh54qx84mRLw5n+Le1RcPxm7mbBb+WnfHRCn3eHFjoa4y3q0xWLew5HxX47ArAbtP/qjdQTB/xrXH7Zk3+3OwMGWDCQhF7vVPsPHTDhUQ1SeniuDGVHeg414ArkM1adXJPDOULHj4YMM/xTgDCnth8/YxBE4qKWKbpT/DnpF7RhHa3j3kjS+unlf0kJOd9ECeEyFeGxuXRjyZYNf6UwRtLPR3MzAfTuWQWXHTEZXgHL0wymTP9IVwotbs5T11jERCj8s0zt8G2rHm0EjLsPxc3TXf553pFqJzLcBPRIykWTynj61CRHNQwSVnB0tH5zCMlDex9IopI8KQck15WFSCb3X6lEZsqKDFSjZ9OhN4sEh++aq/Glk3vJ2Mj8GWn7CWHd7HXOf3QHkvwNYkIMQNV7nwfjcaneEojcmWeHTP04KPF9W5wcexE3+eEkiT3T5yQNs6DGdM4/bm0UNdWeb33dC25QjuOXlsB5idzkUEGD/xmY5nZz5Wvg4bkQ7WkgkD1cnYiL2HSgOOORtAS+NNT2RhBA0G0QQuOJ/etDfozZjR3/IWrlR2eZvhNY07KN8z2FirIQue0wXBEgITCFgAm8raN5OL3be1jDSu7CcO5+ctqeBtlSuuq/h6hke4c4JmRU6M/yGB30rhwXehWn/wZC6ZIFj+Q28rgcIzTTyNUM3dqrwQMHvNl6ZEua4hSrNbSAiPd9RoKeZxC969Y99I3RchbRG+Onm0gFX4k8CgKrs3WRJfxD9vlw4We8g4v8qhgf91ri5gcsUiicV9bwzS1xIL15Aa+VF56zo3GLNdbfQlMbeuHWP/EuneqGquJOI+TvVUKoxsF4+kPHRh44oO0itjCaQUznNkpc/3JU6f52Lh0Xr4QXtT/XH/fTmesdcYCp2WWPLiCVSob0EC9krxNEr1r1bMH5eu7Knl82v61dsZ5VRfpQpGPl5ON0oCktuCfg6mQh5MGE9JvEGW0qBEj1TYOTcKJ4xNRXk5TAjmDMmc990A8WdmZ0V7ZgupueBvbfakcxq3Lkl6LqDlG3F5Mx5UkbffIRusmw3v04ew43oxcNRTsfIxUDZdJCYqNB7Tv8O7KxJs+CCbsROJv9qW7JVd47YUDGVX16K1ThcUKkDTu34bVzVmC31367HRiQJ6+jclKxN5GR+wD45RvlFGyo4tnGXtrcaR+pVNe20lc2czyG867tSHBIse3LsYpanun61p6ELE9Nv3EGqTNVS2tCuPiBWC2Zxqt63/3z5BcW87WEI2/bPPS1MIiFr1ASkEjJG4Yfm8EzqyxKBW/E8pIjoY68a75c2Pj4Bs0LPqC7+hTgWz0m2VqumeX0+DcRMUdYax2jiryTCIxROiW1ehejkjS5oY2r2wWq9CV6NvGXMGRHTbVEzx9KYfz3pLHRsc8fHzJ6QFchmoWegiUMUNPdYP4lFUc8Q1ctFV4OR8HobREZgYnI3IVD2IGJOx/6YPCbB5mrAVFthYQL1awVDZ+uUcMzZbLlnXJFejRwHL0hlI36icTDAXOMACFIAveo9Q9N2rmKeuHBfqZHXmM18AhrBHy2bADh5aaqOPaHfL6XZQbX2kWsEFzcuEP/tJ4LlSJUh9NQabqOQG/ktqlGUWu8/j0SOQO+UGlY5rkiWgEV5xrRKy9BJXFzUIUayxzkt3rl0SVu7h/ZtmSvGPxpC5KStg3/e9QpqKE4kSHca1Yic6E+g1edaUzeqDtnzc9/N8o5848Pa+cJeOpbrv3FRwOAUgOQksp9hSGvpGqYi43vK090uJH2Vo1vNDhbBo+Ru2jxVgH2l3kn8Kd4dj6P5em9ZIV7SMuN4k3TLIz+yOBr6Lu/43iyRcDOh8pd3sF2UxhU6pDcNtGciO5zRYnKySqbk9D3Lupa0Vnb/y1a1J3n62lLqf9NDE27InAI1N/47+eRMUSQRk2jf398u3uo11brFqOGvvYlI1FYTu4Y+wyxSW4qjV+cL6s/+kFQOJZIxcq4crELpOfac8GZ2QDVoVWf9KrABsvh0lE6GF2R67idRRGk8B6AjuX9S3KwsOWL0vPNfDzPHVTG09r1AIKh+iXoJB7zsO5Ehemt2NS+X1ETNRa+GiZ6+vw7X+/1Mt3Qv5954pMYPVHkM2/yLMDeFLammXjPdAhD83VEMpz/1wM162+yC60rhqFZfxpjjGzRw/htfSJVTFy3phuSpjK709c5dsapVz/H7P+MSbg4HuDW3JsiuzWIUlJ3JpwHHLi44lrSSl9uWPILyuUqcls+wSLO6Z/6MFuIV9+UdZhblNa1kr6JN4KC+e8V8kc=
- Overview
- Deliverable 1: Test Suite Completeness (25 points)
- Deliverable 2: Coverage Report (25 points)
- Deliverable 3: TDD Approach (20 points)
- Deliverable 4: Bug Fix Quality (15 points)
- Deliverable 5: Code Quality (10 points)
- Deliverable 6: Documentation (5 points)
- Automated Scoring Checklist
- Final Score Calculation