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Arbitrage Betting Basics — Funding and Running a $1M Charity Tournament

Here’s the thing. If you want a $1,000,000 prize pool for charity, you need a plan that combines predictable funding, airtight risk controls and clear legal guardrails. Right away: the fastest practical route is a hybrid model — a guaranteed seed from sponsors and matching funds generated by low-risk arbitrage strategies — not “hope” or pure fundraising events alone.

Practical benefit up-front: this guide gives you (a) a short arbitrage primer you can execute with conservative parameters, (b) a funding model to reach $1M with worked numbers, and (c) an operational checklist for launching the charity tournament in Australia while minding compliance and player safety.

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lVpV6jqOlhxb44fiZdY1mnYy7GnHtbjGWm90O7J4+WM979EzuYeljnFFd6dT2k2bvPnLr2r+cdbiksNPyOr3FCvbz6txRqUn3Si0dj1vaDVfQ7O9qU6cs5jTSR1+veXNx/jNxVqruqVGz1MEZoj+pp5HJ9rqnp2wAAHYdYDEAaMAKIrY062V3e0qDr0bdVHjtazxCPmz0HStiLGilVu7h3vd2T6lP2p5ftR5ubenajeadV7SxuKlF/ovc/NcGZmFidParajSt6UKVClClThwjFYSNiD3/edZ2P196za1I3ChC7o/W6vCa78cvH1HK6xqlHSNOq3lwnNR3Rpp4dSb4Jf34HHLsRPy0NT2I0nUHOVvKpY1X+9LNNecPuaPOdpNJp6Nfq3p6ha32VlyoP6vg+5hrW0Go6u2rqu1QzuoU/Qpr1c/WcSaiJhxzMT4AABpCHEQ4kVvcgAZ5liAkADSI0EigGQIeAGFIYYKwBOCgHEyoiMQwsEMCgqTYufm7q/tRVVTwt1VpvPPgYQJpTAAIAB4LishtBWDIolKJNppiwNIydUWCbXQwAwCjAYKDAUAPAJEBgMDDBAhlYGF0gMFDBogGAUgGGAEAwAQDABSQDABAPAAI3dKXWr1fChVf+wzTOV2boutc3aS4WlX+gcd51WVrHdw6W4oEtwYNspArAYRVSBQBE4AqT4AUSAFASAAB1vIBFPDfJBE+oeSuJuabTtpXUFfVZ07ff1pU45aNNIyRxv6yyFOt1Ou+zz1M7skyCRIAdg2StO0uql3NbqW6P6z+5fE6+d30Sj830y3jjE2u0l5v+6OPJPZnJOocumVkx06lNUppxbm+D7i4JyTaTwuLOvOOXAyplxllrO9GCL3PzKTOPWmobCZkg1h5e810zImccq2IvwMiZrxMseBxzCs8WzImYE/WZEzGmmdMzQZrJmWDOGYahuUn4GxB5NOkzapM4bw56NqBpbRaVHWtDubPqp12uvQfdVS9D28PJs24M2YM4q2mlomHYp3fOzTTaaaa4p8iTs/SPpy0/aerKmsUrqKuF5ttT96b9Z1g+px5IyUi0fLhmNTpcMZ38AFkDYYABAwADLQKJCJBQABlQMAABiGQACGFAAAHObOXCtKOoXM9/Z0oJLvbe5HE1qs61WdWpLr1JPLb5kxqSVF0k/QclN+LWcfFknFTHEWm35cnXuIhx+rfi6fmzjDlNX/ABEP1/sOLOR0sv3AAAMGAgI0ZRJRFMAEQczsfe/Mdo7ObeKdSXY1PKW744fqOZ6Sr2VTVKFgn6FtHryX6c/7Me1nTTJWrVa9WdWvUnUqzeZSqPLfmyabie2kDEBVMAAACPEBx4kG7HgMURnmKcSiSiNGABEgCySgoKi2k0nufEkZkAAAa0YAUFAAMKMAAwAqJJUTLZpGWEcmOBt0UZmSDp0cmxG3eOBt2lJPkcxbae6kMpZOtfLpz0x7dbnQxyNadPB2G+t+zypI4e4hhm6ZOotTTSDBUkI5XGAHgCASMk2njEUsLHmSOIUhgAAADMhYGAAAAAAAAAhhgAEAwAQDKAga3lGWFxWpr6OrOC8GTv8AClStqtV4pwm34JnfdhdnLij85uLun2Xa0nSjCXHfzOlUdUvaLzC5qetnoOxO0s76nUt73HaUo9fr96OnypyxWdeHLiiu3RtX0K90yu6VejNpcJJZTOLlTkuMX7DtO0O1l1eXNSNpU7G3TwurxfrOAqajeVONxU9pzYJyTXd4ZvFN9mlgC51JVHmcm34sg7DjIBgVCAYAIBgAgGIo6xEa3i3dw8n1LyWSEpRzhtZWPMIii8jxjkRVSRJQAVQp9rWpw/Okoe073F+zkdO0dZ1O3/WydthJdTe965HHkhxZJ7tnLSTa48DaoVZOnOOX1OLRoJ5XH1GSDMROpZ02c7ykzAnu48zIn3nFMI2E3jwRliYYmWD3HFMNMsTNCWE/EwJmRM45hWWL7i4GJMyQZxzDTNBmaBgTMsGccw1DagzYpM1YM2KTOG8OarbpM2IM1IM2oHXmHaxukdLVqqmmWF2lvpVnTb8JrPxh7zzA9m6RKXa7H3r/AHt06nsml9p4xE9v06+8Wvwxlj6jAAO+41DEADGIDLRgIZBQxAZDAQwoGIAGAhkAAAFUAAFaGr/iIfr/AGHFczlNXf0NP9b7Diw6uX7jAQyMt/SNNralWdOniEIb5VHwR2y20Wxt4L6GFWa/Kqb/AHcDa0KzVno9vTSxOpFVani2s/DcbckeFyeXa9piJ7PY4/GrWsTPlxlbTbKruna0v5K6nwOv6xoztIOvbtyoc0+MfvR26SJccpprKe5p8zGHk2pO9tZMFckeO7zoDZ1W2+Z6hcUEsQjL0fJ717jWPcrMWjcPKtHTOgAAVAMQw0AACAKiSVEDeiAR4FHmWURABxI0BiGkQUADCgAAy0BgUFAAMKBgUBJQYHgy2Q8BgYFQNqizWiZYPDMSsOas5YaOw2N8qNJrcdQo1cG1G4eOJ1smLrdrHk6XJalcKrJs4OuzJUrZNacsmsdOli99yxzILe8WDmcQAYBQADAAADIAAoKkCgAADAwhAMQAADAjAFFQwnvWV3BUgMNwCAe7vHjIRJzWzEpU61y4fvLRxMKVSo8U4ubfJI7ds3pMrehOd0vTq7ur3I4c14ik7cmOJ6nTZEnL6to9eyrNqLnQb9GS+04uUcHJS8TG4cepjygFuDd3hld5sAhgVCAYAIYhhSAACOqx4lYaYhxWT6p5S45T8SoptPwJ3lRw9+4A/VKbbeX8AmpU54mmnx3k5DTe0dr8IUvX8GdopP8AOOo6fU7O+oP9JI7WmcdnDkju2EzJFrxNeMvEyJnHMMthMywZrwZmpywccwNhMypmBMyJnHKthPcZEzCmZIMxMNM0TJAxJmWBxzCs0TLAxRMsDjlqGeBsUma8DYpHBZzUbNI2YM1aRswOC7tUcVttj9iGrp/vH/ngeInsfSHW7HZG9/hHTpr11E/sZ42er6bH9Of3YzeQMQz0nEoCSgGAhmWjAQyCgJKCgYhmQDEADAAIoAAAoAAK4zVn+LXmzjzc1V/tiC7ommHVv90gMABll6pp9RXGmWlaG9SoxfuWS5xOqbI69StI/Mb6XUoZzTqP8lvk/A7rKKlBSTTg96a3pnzXIxTivMT4e/x8sZKRMeXHuJLib0qWeG84HaDV6WnUp0qMoTvXuUU89n4v7jOOs5J6at5Lxjjcuqa/UVXWblweUpdTPksfYceGe/ewPoqU6KxH4eFaeudgAA2gGIZGgAAABHiAR4gclHgADPMs2AAZAYKAZFAAMNEMCjKgMAMKBxFgsCS4iwVgy2MAUGCCShgFBcSSokVkjJldoYhk0rJ1hZyIIhTCIDiQAAAAAYKMqkoAAANi1t5V6mIRb48EY505U24zTTXeibjempidbYwGBWQAAAAAEAAAAAAFAZadxWpLFOWPUjEMmtjbjqV1HhVX82P3GWGtX9PhVg140o/cccBOis/DXVLmKW0d9F7+yn/+NHaNn9WjqVGfXShVpvescjz45zZWt2VW8XfQfuOHNhr07iGq5J23dU2oqU7mdOyp03CDx1pLOTjJ7QX74Oil4UkcOt+8o3TDSI8MzktLenrF7L92Xqpx+4wzvrmpxrP1JGuByRWsfDPVP5Dbby3lskoCokAA0AAAAAAA6tFb+eBiyHI+peXo1uL4GMvGF3AZJyzLOckyeXkkAKi2nlcUdsp1VUhCouE0mdTllJdZNJ8Dm9Frda17NvfTePVyMz4YyQ5hMyQZrJmaDOOXG2EzPBmsmZYMzI2YMzQZrwZmgzjmBniZYGFMywOOWmeJlgYImaBxzDUQzQM8DBA2IHFLkiGaBsUjBBGxSRw3c1IbFI2IGvA2KSzwWWde7s0h0bpavFGwsLJPfVqurJeEFhe9v2HmZ2Hb/UlqW09d05ZoWyVvTfJ4zl+1s68e9xMft4oiXBkndjCIhnZYMokCChiAy0YBEZAFEgFUMQzIAAAAYhgAABFUSUT4BXDak83tTwwjXHWl2lapLvk2IjpT3nYAADRxNyx1K9sf8UuatLwjLd7OBplGL0reNStbTWdw5K417Va9Pq1L+46ncnj4HGgBmmOtPtjTc3m/mQMANMgAAKBiGRoAAAARAqIHIjiESjy7NpKDABQMADQGGCiKAwMAAcQwVEyoGGBpGWyGVgcQFEYDIowUAyBYGAwowAFEUDAcSKCgAAAAMqAGABgBiA3LC+rWdXtKMpp4a3PwNerUlUeZtt97ZAGeiN7b3OtAQ5CKyAAAAAGAgAAABgEIYAUIBgAjf0eXVrV/4mp8DQNvTXirV/ianwM3+2Wo8tJcEPGRgaYblnZSrxqPMNyyt5qVKbpvDx6mVCrKKaTxniTh9Xrb8Ge+17aSAAaQAAwEAwAQD5AB1IcRAmfVvMOJcpOTcm22+LZGRhVEgADy+82tNr9hcpt+hP0JGoAJh26DM0GcNpV32tPspv6SHDxRysGYmHBrTagzNBmtEzwZxyNmDM8DXgZoGZXTYgZ4GCBngccrEMsDPAwQM8EcUuSIZ4GaBigbEDglyxDPBGaCMUDYgcMualGWBx21OsLRdDuLlPFxNdlbr+EfP1LL9RyOVGLlNqEEm228JJcWzx3bHXnruquVNv5lRzToJ81zn5v4YLxsPu37+HJkt0V/VwIAB7rqKAkoqmMQEDKIHEC4h+sIZloyiSiAAACgYgMhgAwoAAIAm4l2dGpLuTMhp6pLFt1ecngJM6hw44gESOqYABFBQAFgAABTAAMgABhQAAGgAAQA48RFRA5KPAoEgPMckAYARTDAFBQMAIoGBSRlREYDDYKCIzIAAZFBQDIoABgABEyTUVNqEuulzxjJFSADCiI4iGQVEAAAGAGVAyoJt4SyNxcW01hrkBAABFAAAAAAAAAAAAAQAAAAFJZZmr29SgoOa+ssobVhJKJAAAAgM1pUVOdRt4zSml7DAAmNxoEQDAFAAAACKwLgwEMACEAwCgAADp8RiiM+reWoAAKYxAAwAAq4SlTkpQbTTymjsOm3kbqnyVVfWX2o66OlUlSqKpTk4TXBoaZmm3dKe8zwRxGl6pSr4hWxTq+6X3HOQRwT2Y6FwRsQMcEZoI45lqKMkDPBGOCM8Eccy3FGWCM8DHBGaCOKZckUZoI2IIwwRsUkdeZctKM0EbFJb0alavQtLede6qwpUoLMpVHhI842r2xq6lCpZadmlZPdKpwnWX2Q8OL59xceC2WdQ5JvGNubebVRvFU0zS6idtn6atF/jX+Yv0PHn5cejAI9fFijFXph1pv1zuTGIDkQyicgBQ4kFAMYgI0sZBWTIYxARTKJKAAADIYxAAwAAoOL1Sp1q6j+YjlG0ll8FxOv1ajq1ZzfN5I48s9tEAAR1zAAI0oAAKAAApgAGVAAMAAAI0CgAADmSUVfhygwA8tyVAwAigqIDiFAwKwQERxAZlQUAGWwMBxIoKwGBgADiGCKCsAAUAA4gCQwiBlQEQwUAAAGVMBDAy29WVGopweJrgwrVZVajqVHmb4mICa+VMBDKAAAgAAAAAAAAACAAAALlJyxl5xwIACgJACgJAAAAAAAAAAEUXF4JkICAAAKAAAAAACOnDEOJ9W8wyiSgAYgCmMQAWBJQUzlNN1q4tEoVF21JcIyeGvJnFDMzET5He9O1ixu2oqsqVR/k1fQ9/A5ZRa5Hlxs2l9d2n+K3FWku6Mt3sOKcX4ah6fBGWCPP6O1OpUt05Uaq/Spr7MG5DbK7XGztm/Oa+04Zw3ckTV3uCNiB59LbW9/Is7VefWf2mncbV6vWTSrwop/vNNL38TH8NeWvcrD1GdWlb0u1uK1OlSX5VSSgvede1XbqxtM09Pou9qr8p+hTX2v++884uK9W4qdpcTnVqfnVG5v3mM5KcSv+ruk5Z+HI6trF9q9ZVb6s54+rTW6EPJf3Zx4AdqlYrGocc91DEBoMBAAxnL6Ls7qGrYlQpdlQf7tWyoPy3b/AFHddK2E06liV/Vq3U+aT7OHsW/3o6efnYcPaZ7uXHx75PEPM8pcXgzUaFat+Jo1av8AF03P4Ht1hpGl2OPmmn2dJrmqSb9r3nMU6skt0ml3Jnk5fXdfbV2o4E/MvAfwXqWM/g2+x3/N6n3GrWp1aLxXpVKT7qkXD4n0hCtLlUn7TP2jqx6tR9pB8pb17zq//cNonvT/ALbngfq+Zk88OA8n0DqGyGgamm7jS7eFR/ulBdlL/Z+06brXRVVSnV0K9VXuoXWIT9U1ufrSO7x/XuNk7W+n93XycXJT9XmYzPqVjd6ZdztL+3q21zDjTqLD8/FePA10z2aXreOqvh1zGLIzSqAkoyGAgCqAURgaupVezt2lxnuOHNrUqvaXLjndDd6zVI62SdyYxBEjBgAEaUBJQUDEBlTAAABiGFBRJQaAElASUSAHMRAAPLcsAoAIpxGJItINCIDCJAwArBlsDAZhQUSUAxiGRQUAAAAMKAAcSKAAAAoAIoAAAYCGAAAzIAAAKkSAAAABFAAAQAAABRIAAAAAAAAAAAAAAAAAACGIAAYgAAAAAAAAACjphZBR9W8oxiGFBZBQAMQwpgIYVQxAAxiANGAAAFElAMIiHEoZRIEUFEmxY2ta9uqdvbR69Wo8LuXi/Ak26Y3KlaW9a7uIULeDqVZ7lFHoGgbJ21n1K2oqF1c8eq1mnD1flPz3eBt6HpdDSbbq0fTqyX0tXGOv5dy8DloM8blcu2T6adoehg4sR3t5b0ZN8WZYSNOEjLCR4t6u9WW9CRlhI04MywkdW9Gob0JGxCRoQkbEJHTyUachTqGzCocdCRsQqHUvQPV9Msdas/m2qW1O4pfk9bjTffB8V6jxvbfYW50Dr3li53Wl85fl0f10uX6ftxz9rhUM8GscsPczs8D1LNwrdu8fh083Grk7/L5biM9A6SNiPwS56po1H/g576tGP/R34fofDyPPk9x97w+ZTmY+un/+PMvSaTqVFElHZQAABQRcVVRozn3cPMs4zUq3XqKkuEd78wxedQ0uPmAAZdUwiIcQpgAEaBRJQUDEMKAAZlQAAAAABpQAAEgABpzUQAZ5bkgAA4kUFBgYUDiBRgAwGZbIYFEURHERQUABQAARGRQAAADACKAAAqgACAGAAAAAAMQzIAAAABDAAAAAAAAKJyBAAABQAFASAAEAAAUAABABRIAAAAAAAIYAACGAAIYFHTUjNC1uKn1LetPyps5+NCnFNKnCHlFI7fQjUuqVCVGFSeacFui3vwfSzmp8vJy4749PN1pt++Flc/6Jh+Db5cbK5/0TPUI6TqMvqWN01/FS+4PwXqS42N4v/wAU/uJ/EYv90f5hx6y/7Xlc7W4p/Xt60POm0YeeOZ6nVoXNH8ZTrU/14tGvUpRrrFSMKi7pJTNRlpfxOz3LV8w82A7zcaHY1frW6g++m3D+w4u52Xby7S4/k1l9q+45VjNWXWhm5eaXe2Scrig1TX7pH04e1GmHLExPgwAA0oYgDRjEMAKJKABiAoYABA88z0DZbS1p1p2tZftusk6mfyF+Z9/9h1nZWyV1qHa1I5pUF18PnPkvt9R3qEjo8vJv6Idzi4/9UttMywZqwkZYM8q8PQbcGZoM01Izwkda9FbcGZYM1IMzwZ1b0bhtwkZoSNODM8Gda9GobsJGeEjShIzQkdPJRpv0pGzCRx8JGxSkdTJQluSUatN06kVOElhprKa7meD9IWzP7HNYXzVP8H3Kc6P6PfT9W71PwZ7tCRxW1ujR1/Z+7ssLt8dpQb/Jqrh7eD8Gzvelc6eHniJ+2fP/ALdPk4fcruPMPnUYSjKnNxnFwnF4aa3p9wH6FWevu8tRIAFY7iqqVJyfqXicM2223xfE2L+sqtXEPqQ3LxNYkutkvuQAARxgcRDiFMokCNAoACgYhmVAAAUwAAAAANKAAAAAOYacxHgMBnluSAVEkqJGjGAYICJQDSMtgYAkZUFAMiiIxDAoAGQAAAUDEMigAAAACgqSogBAwAAAYgAYhgAAAGQAAAAAUBIAAAAFEVIAUBIFAEAAAAAAAAAAAAAAAAAAAAAAAAAABJQAB7LYaHpdk82lhbUGljKpJvHm95yccqCjl9RLCXJHF22qO7oVK1jbTmo5x2ksZOu3u2NzbzcZ0bKk13yczpx6fy8vx/mXdvlx1d2widx5/wDs4rt/j7FeHVf3lR20uJcK9k/V/aP5LyfxH+SORR354aw967jWuLGzrrFe0t5+dJZ9pwkto3TsqdaVuqk2k3iWE/LiFttdY1HivRuKL78Ka933GI4PLx96x/gm+K/a3/cM9zstp1bLpxq0X+jUyvY8nD3Wyd1Sy7StTuF3P6Ofv3e87RZ6pY3e63u6U5v8lvqP2M3c447jlx8/lcedTM/8uDLwOPljtH+Hld5a1rOr1LqjUozfBVFjJw99o9nd5bpdnUf7pT3P7mez1qca1NwqRhUpvjGSyn6jrmqbK0ayc9OkqNT97k8wf3HscX1qmTtljp/X4ebm9LyY++Kd/wDl41f6Fc26dSj9NSXFxW9LxRxWGjvW0tC+sa3zS7t6lGHHrPeqnk+aOvV7eNZemt/KS4nsUy1t3rO4cePFea/X5cMBmubepQe/fD85GKJzM947SBnJW+pxo6Jc2HzO3nOtVhU7eUfThjO5M40zEzO9w1OgAAaFBkkoAADJRpOtWp0lxqSUPaRp3XZuh830uluxOr9LL18Pdg5iEjTg0t0NyW5eRlhI8vJ3nb1ccdERDcgzNBmpBmeDOteHI2oMzQkakGZYM4Lw024M2IM04MzwZ1b0abUGZoM1YMzQZ1r0ahtQZnhI04MzwZ1b0bhuwZsQkaUGbEGdPJRW7SkbMGaMJGxCR1b1YmHi/StpK03aidxRjihfLtljh2mcTXtw/wCUdMPYemW07bZy0u1xtrhL1TTXxUDx6J996LyJz8Wsz5jt/h42enReYOJrX9fsqXVT9OXwM9WoqVNynwRw9Wo6tRynxZ6kutkvqNMYDEZdcwEMKAAZABEADSgAAoGIYUAAGQDEAUyiSg0AAAAUeIwiGnNFAETy3LUDAcSKCgHEgBiHEy2oAGZaAAMgIlElxCgAAgBgAUAAEAAFBQAAQA4gAAAAADEMAAAAAADKgAAAACgJACiAAACAAAAAAAAGACAeAAQDAgQDABAMAEMAAAAMAAAGAAAAo5nTdF1W90+pW/CE6VvUi6lKKk32i5ZS4HT5I9Y2PUnoFk5rfFY9Se73HBy2IoOpNzvqiTbaSpJY9rPcpmitrRZJh0I2NOtXeX9vbp47WooZ7k+J3WWxFjzv7j+bH7zY0vZa00++p3dO8q1Z08tRcVjhjvOWeRXXZYrLgte078F2VKtRvLlt1epGNSW5LDf3HDQ1K5j+6df9ZZOxbf1cKwoeE6nwX3nTzWKd13KXiIlzFHWN+K1LHjTf2HYNJ2guaTStb1zh+9S3+5nRyoJykkllt4SJkwUyxq0JHbvD2XS9pqFaCV6lRb/KjvX3o7HTlGdNShJTg+Ek8p+s8xl9DaYupdp2UfpJPdnC3nF6PtXVsbmcqMHRhN749Zzg/Px8Tws/o8X3OKdf+HapyZjtZ69fWdvfW07e7owq0p8Yv7O5nmm1WxVfT41LrS+vc2aWZU3+MpL/AMy8t/hzO76HtFZapThGnPsrlr8VJ8fJ8/iczGW/xPOw58/At0/9S5b46Zo2+e90lvw017Tj7qzdNOpR3w5ruPX9sdiqd5Gpf6NBU7v69Sgt0Kvfjun7n4cTqOm6LVotVdSozp1OKoVE01+unw8j6HD6njvTqif+HR/hbXt0a/5dByPJ3PafQY16c7yxh1K631KcVuqeKXf8fj0s9DDyK569VXUy4bYrasYZADncJgABpRu6Kutqlt4Sz7E2aRvaC/8AhOl5S+DM28S1T7odygzNBmnBmeEjoTD1m5BmWDNWDM0HvOvMLDbgzLBmtBmWDOGYbhtwZlhI1oMywZ17wrbgzPBmpBmeDOtejbagzPBmpBmeDOreiw24MzQZqwZmgzp3o23ISNiDNKDNiDOrkorhOkimquxGpr8xU6nsqQPConuvSDLGxGsP+BX9OB89390vTpU3vziT+w+q/wDp2f6Fv3//AIh5HPmKX2xX1ftqmF9SHvNYAPfeTM7nYGIZAAABTAAAAAojQAACmAAFAAAUwADICiSg0AAAAUeIxR4g+HPAPAHlucBEIlEUDAcTMtgoMBEwpgAEUDApIKAAYCGAEUwAAAokoigAAAGAEAADAQAAAMACgCgAkCiTIAAAKAkoAAAIAYhgAAAAAAAAMAhAMA1ogGANAAKIaSBRIQAUSAAUAEgUSAAAAdv6PtTq3lreUKzgux6rppLGE8nWttVKntJeLLSm1NLPekza6O63Za1Uo8q1Fr1rf9jL6RaXV1qhP98oL3Nr7j3YrEZ5/VJncbdWydm2CpuepXM+Kp0H72kdXO6dHtLNvqc1xfZ0172cubtSUp5cTtzV62tdnnKpUoL27/tOunJbR11ca7f1YfU7VpeS3fYcabxxqsQk95Bz2yVirm+dxU+pQw0u+XL2cTgYptpJNt7kkd+oqnoOgKVSK7Smuu039ao+X9+SJltMRqPlqIcZtnVrW6p23Y1IU6i67qOLSm+5Pw5nUMneNN2it9Spu01uNNzqPfJr0JPx7n4/A4raHZmrYqdzY9etacWuM6f3rx/+TOO3T9NuyT37uIsL2drU3b4fmnpeyu1dG4h2N7WeUsqUuK8+/wAzy62ozuK0KNGLnUk8JLmdysbK10O0dxddnOvH61VptLwgji5fHx569Mx3axXtHeHtuz1C3uYQr9eFTnGPLHePa7Zmlq9t2tFRp3tNejP87wl9/I872Y2lemVlTdRVLRyzTqxfBPv8Pgevade0721hWotNP3HxHO42bhZOprJktuMlZeF3FKdvVnSrU3Tq03iUXuaZ0nbCztlV+cUJKFxN+lSS+tx9PwPculLSnXs6l7ptBVdRpU25U08OpFL3tccc1ldx88zq1KlR1Kkm6j3ts+j9GvOePcidN8rPXJiiJjvLjANi5pY9NcHxNc+jju8nWpMBAaDNvSZdnqdu++WPbuNMuEnTkqi4xaa9RmSs6nbu0GZ4M1IVFJKUHuayvIzQZ07Q9WJbkGZoM1YMywZwTDcNyDMsGasJGaDOGYbbcGZYM1YMzQZwXhW3BmeDNRMzwZ1r0bbUGZ4M1IMzwZ1r0ahtwZmgzVgzNBnUvRYbcGZ4SNSDM8GdW1G3Wele7dvsLeKLw61WlSX8/rP+geA4PVunDUV2GlacnvcpXMl4L0YfGfsPKT6n0PH0cff5mXz/AKhfryfsAAZ67pAAAAAAIoGIYAUSUGgAAGjAAAAAYAAAFUAAZAAAGgOPEQBpzwFYA8uzmAwHgjYKJKMSQIjADLRgAJBVAA4kAAAFADAgIlAAAADIoAAAAAYCGAAIYARQAAAFAAASUAElABkAwwAAAAQAAMBAAwFEYAGgAAGQAAAABWCNAAwPACABgIBgACK3feIBAMAEAwAvZB1VtHYdisvtMNfoYefdk7rtToMtZlaShW7LslNP6Pr5zjB5xaXVazuIXFrLs69PfGXcztG09xcVtIp1nWqt5g36T5p/afQZaTN4mJY2r9hEv+uv/Q/2nYtnNJjo1pXoqq6s6ku0c3TxjCxg8u7ao/3Wp/OZ2Cwu6trs1XqQq1FNuWH1nlPckTJjtrvJGmvW2U1jHaqlSquTbajVWV6ng4a5tbi1qdncUKlKfdUjg5i02o1ahjNz20O6slP+05i22uo3VJ0dRsoYe70MOD80zXVkr5jaa3PZxOxmnfONQd3UWaVthxXfU5ezj7A2w1H5xfK0pvNKg/S8anP2cPadzuaFLTdHrrR6FKlNpzik3hyfPeeX1qdSlUcaqaqJ71LiMc+5bqJQdo2P1mVK6pWNeM506j6lKUVl033eXwOswi6k1GCc5vcklls7tpGn22h2E7m9moV3H6WTX1P0F4/E3lmNakhv3NGw0yFe8p0aVu5fjJr4Luz3I6Rq+qVdRrJtdnSi/o6f2vvYa3qlXU7nLzChFvsqfd5+Jx2RixzEbnyWnfhyemai7eXZ1m3SfP8AM/sPUdiNpKllL5rKXXp1F1abb3L+/L/4PHDmtEr1qVGq3SqztqSy5RW6n6zg5nEpyKTWxS3T58PdKteVWp15ybnnOTyPpL2cWnXa1Oyj+07mWKsUvxVR/Y9/r80dx2M19avZOlVf7bo7pLnKPJ+fec/e2lDUbCvZ3cevb1ouEkuOO9ePNHznHtbgZ+mf+f2d3Jjrlp2fPHFGlXp9nPwfA5jV9PraTqdxYXG+pRl1OtymuU15rDNGrT7Sm1z5H1uO8W1aPEvJvRojEM53XA4iGB2LRLntbXsm/TpbvVyOVgzqFlcO1uYT4w4SXejtcJJpNNNPen3nXyU7vQ499102UzPBmomZ4M60w7MNmDM8Ga0GZYM4phptwZmgzVgzNBnDeGm3BmWDNaDMsGde8NQ24MzwZqQZngzrXhuG5BmaDNODM8Gda9G25BmeDXekubfBGnCR0/pQ2iWmaNLTraWL2+jh4e+nS5v18PacFOPOW8Ur8sZcsYqTaXm+22srXtpby9ptu3yqVHP73DcvbvfrOBBIo+vw44xUjHXxD5e9pvO5+QMQzlAAAFAxAAwAA0CiSiAABhoAAAAxDAAAAqgJKAAADLQFHiMIhp2EBiPLcxlElGJbGBgBGhEYHMaJszr2t0e30fR9RvaHKrSotU35TeE/UyaZtetPMuJiM3dW0fUtFuadDWdPu7CvUTdONel1eslxw+D9TNMaWtotG4LA8BwKpp1KsKVOM6lWf1adOLnN+SW9kam0R5TgMGa5o1rScI3VC4t3L6qrUZU8+XWSyYyaWtot4SAGShSqV61KhQpVKterLqU6VKLnKo+5Jb2wT9PlIHYrnYnaq1ourX2b1eFNLLat+0x6o5fuOuxaba5ptNPc0+5oTCUyUv8AbOziADwRohgBAABuaNpd9repUNP0q2qXV5W+rTjuwlxbb3JLvZdFpisblqxA9n0noE1GdNS1nXLW2k1vpWlu6uP5cmv6B5vt7s1V2R2mraTWuKdzKFKNaFaMOp1oyzjKy8PMHzL0TDhxcrHknorLgAADLnSUAEAADAQDAyDAwANAQwAMAAEAAAGQAAGgAAGQGCgDQAAAYgGAAAEAAYAAAYAIAABDAAAAADiY8TtNw/nGx3W4uMYp/wAieDh6ekXnazhWoTpdRtN1NyWDnbZ2Nrpd3ZutVuack51OyccxTWN2/wAMn0mSY7acbp5zNxJU9nKFNPfNr4tlZ0GLf7XvZp8OtUW72G1dXWg3dtSodW4s3TeU+KfmJneuyQ61g5XZy17a/VVrNOj6b8XyRdXRZ1KbrWFejdUuXVl6fsM9y/wRoqoLdd3L9Lvguf3etlm+41CwwajrFeWqOtQrPEV1Fv3T35ZyNvVttoKXYXVFUrtL0alPe/V3rwOqrcZrO7q2d1SuLZqFWk8xbSeH5MTTt2Nu56ZplnoFnO9vqidVL0qi4LP5EFxef74Op63q9bVrnr1PQoRf0dJcF97O16Vr0dY69vfU6UK7WMfkVl3YfB+R1nX9HlplxmGZ21R/RzfFeD8ficeP7vq8rMduziRxWWl3m7pemXGpVezoR3L61R8Ies7pp2n6foVv29WUO1XGtVxnP6C/uzktlivbzLMQ4rQ9k6tbqVtSU6VPiqK+u1493x8jn9a1LTNM0ydjU6jzTcFa0uOH3vl5vecTLa/5xqFOhCmqdnN9R1W/pH3PuSOH2qsfm9384pxxSqvekuE+ft4nDFbWt9bkidR2aug6pV0vVKF5Ty3TfpR/PjzXsPcLa4pXFvSr0JdelVip05d6Z8+npnRpqzr2FTT6j9O2fXp+MH9z+J0fVeN1192PMOTjZOmemfkulTR/nGn09VoRzVtvQq450nwfqb/2n3Hl2T6IrUadxbVKFePXpVYunUXemsM+f9Tsp6ZqNzY1vxlCo6bffjn61v8AWX0jkddJxT8f+HHy8fTbf5cZcxxUyuDMRtVl1qbXPijVPbiezzr+TGICsGcxot9jFtWe79zb+Bw4iTG26Xmk7h3WDM8GcBpep9dKldPE+CqPn5/ec3BnWvTT0seSLxuG3BmaDNWDMsGdeYcrbgzNBmrBmaDOKYbbcGZ4M04MzQZ15hptwZngzUgzYgzr3huGzBmeDNSDNXW9as9FsXcXtTjnsqUfr1X3L7+RwTSbTqq2vFI3bw2tc1i20TTKl5dvKW6nST31ZckvtfJHhur6jcatqNe9vZdevVeX3JckvBIzbR65da9qDubvEEt1KjF+hSh3L7XzONPW4XE9mN2+6XgcrlTmt28AAA77qmAhgAAAUDEMAAADQKJKIAAAKYCGFAxAAwAAAACIVQAAaARACNOxAEuJUTybOYDEMw5AMCg05fYpWNTbLRIarTpVbGd7Tp16VVZjJN4WV3ZaZ9uU4RhCMIRSglhRS3JHwVPrY9BuE+TXJ8mfa2wetLaPY3SNWT9K6toTn4VMYmvU0zkr4eT6jXvFnT/lD6OtS6O69zTS7XTK1O7ju/JT6tRfzJN+o+XYn3FrunUtW0e+064SdC7oVLeon3STX2nw7GnOhKdC4WK9KTpVV3Tg8P3pmZcnpt9xNVYPp/5PuztHStiKOpVKaV7qr+cTk16XZcKcfLG/zkz5ltrSrqN3b2Num693Vhb08d82ofb7j7isLWlY2NvZ266tKhSjSpruSWF8BSO2z1LJqIpDS2k0ez2h0W80rUafWtrim6ck1nqvlJdzTw0/A+Kbu1rWN3cWd2sXFtVnRqr9KDafvR92SR8ndO2jLSOka8nTjilqFON7Du6z9CovbDP8oS4vTsmrzX8ugYPY/k0aNC62h1XVqsFJ2NCNvRk1wlUbc2vHEF7Tx2J9PfJ30z5l0eUruUcVNRuKlz5x+rH3Q95KQ7fPv0Y9fl6jwPlr5RP4Pj0ixjY0IU7r5nCd7Uhu7STb6mV3qK4+K7j6jnw448T4o2x1n9kG12sasm3TurmTpfxa9CH+xBP1m58Oj6fXqyb/AA4qIBlRi22klxbZzGibMa9rtFVtG0bULu3fCtTpdSm/KUsJ+pnD0vavelPulw4HZ7zYHa6zpuVfZnVOouLpU4VfdGTZ1pqVOrOlUpzp1abxKnUi4Tg/FPeiTTTNcuO32ztJ6X8nV/8AGVjv0+t/Tpnmkj0n5Ov+Utf5hX+NM3Ty4ub/AGZfUsj5a+UXu6TH46dQ/p1T6lPlr5Rf+Utf930P6dQ1fw8rgf3nnERijwByUYuU2klxbfA4HvgDmNK2X1/VqSraVoep3VF8KkKDUH5OWEzbr7B7XW9N1KmzOrdVfm0lUfsi2y9MuOc2OO3VDrowqxqUa9S3rwqUbin+Mo1abp1IecHvQEmHJWYt3gCwMFvnCKy5zeIxSy2+5LmyaJtFfIA7HZ7EbVXtNTtdmtVcHvTqUVSz/pGmYb/Y/aiwi53mzmq0qaWXJW/apf6PJeiXF/EYvy4IBQkpZ6jzh4fg+5lk05qpAJYSbe5Li3yOYs9l9ob2kqtnoGr1qTXWUo2ckn5N4z6ixWZ8M3vWn3S4cC7mFS1rVaF5Tq21xSeKtKvB05U34p70c7pWxW0+r0VW07QNRq0msqcoKin5do459Q6JS2bHWNzLr5RyWt7N67oNHttc0W/sbfg61WnmmvOcW0vWzi8mZjS0vS8brKgM+n2F9qNxK30yxur2suMLWjKq1544es5yewm19Ol157M6pjuUYN+xTHRKTnx1nUy64MdeFS3ualvdUa1tc0vr0a1N06kfODSaFknS5K6t3qYgCTUU22lFcW3jA0hgcvpezOvatSVXTND1O6pPhVp27UH5TlhMzXexW1VpFyr7M6uoLe3Gh2mP5rZfblxzyMcTrqhwIyc4qTg8qpTeJU5rE4Puae9espMzpyR9UbgCGBFAAACGAAAAGDIBDKNNONvdRvNQqdpe3FWtPvqM2NEnm6nDP16U9xq3dNRqrqLEJb0l8Dasredpc07i6lTowT+rUeG8rH2n0sxGtOvMNGe6b8zHPizlqun2jqdZ3ipqp6cYtbkn695rVdNrYnKg4VoLe3Te9eotJaY9JpOrfQWXCC9Oo08egjnKWo2eo9e2qU+ostU2/wAtct/JnEVv2lYqivx9dKcvCHJHHpiYi3cb2qWNSxq4e+m36MvsfiaOTsemX9K9tXY36zlYjLvfJeficZLSa8tTq2dCLm4ve+SXe2In4sjj4SlGpCUG1NPKa4pnpelxhfaTQ/DtL6R7pU5LHadz3cHzOtQ+YaDvyri98N/Vfwj72aEtevZXdCtUqehSllUorCff5+s48m8kdoWJ07BruvWml4tNJs4KeMuUo4gvJc/NnTLq5rXdZ1bmo6k3zfLwXcdo2tt43VjSvqO9LDz3xn/b8TqSRcURrceS4O6WeNc2bnSbzd011P5a3wfrW72nVrPT7u9f7Vt6lVd6W728DuOzGjXOnwq1LidODqY9FenjHuGW0a/UxxLo3DjuZy2yeofg3X7SvN4pOXUqfqPc/sfqO5Q2c0mNWpXlb1Lic5OeKktyzv3JHSNoqVKjrNdUezUHifVpvdDK4GbTGes0/QmOmdvc4bjyjpb090NYtL9L0Lqm6cv1of2New9D2XvHf7P2FxN5m6fUk/0obn8Dh+lGz+dbJVKqXp2tWFVeX1X/AE/cfPcO88fkxE/s7fJ/qYdw8Zya01ibRsZMVZb8n1dHj5I7bYxgBtxGAhhVHI2Gp1LdKFTNSkuXNeRxwGZjflut5rO4dxtbyhdL6Com+a5r1G5BnQ45TTTw1waORtdXvKLSclVh3VF9vE4b4fw7lOV+YdygzNBnWYbS21NL51Rq03+i1M2qW0ulvjXnD9ak/sOtfHP4c8cnH+XYoM2IM66to9JX/TV6qc/uJnthpVJeg7mq+6NLHxaOG2OZ8Q1/E4482h2qDM0akYwcpyhCEVluTwkvFnnl5t1WacbGypU/0qsnN+xYR1rUtWvtTf7eualWGcqm3iC8ktxiOLa3ns4MnqFK/b3eg69tzZ2cXS0pK8uOHaNNU4/+74eJ5zf3lxqF1O5vK06tafGT/vuXgawHaxceuLx5ebm5F80/UCgA53CAAYUAABQAAADEAaMokCCgJACgAqMWy6VIzJGmh4XcXpGOMWVGLMgDQjq+I+oixmtCeqg6q7igJqFLqoXVRQDUCeog7PfxKHHiNQ1tzuAKA8a0O2QwwgwYmGoBUSSiNCXA+jfkx6v842Y1PSZv0rC77SC7qdVdf+kpnzkej/J91j8F9I9G2lLFHU6ErZrl2i+kp/Ca9Zqs/Dp87H149/h9Wy4Hx10vaS9H6SNco4xTr1vnkP1au/8Ap9c+xT54+U/pLparouswj6FajUsqr8YPtIe51PYaedwb9GWI/LrPQDof4X6QqF1Ujm30uk7p5/fH6NP4zf8AJPq6PA8d+TXpHzPY+81WpFqpqN0+q3zpUvQXqz2j9Z6prWo0dI0m81C6eKFrRlXn5RWSs8vJ7mWW8eJ/Kb0ft9C0vWKcfpLO4dvN/wAHVX/vjD2nZOgram42p2KlU1Go6moWtzVpV23veX2kX7Jpeo7Lt/of7IdjtX0qKzUuLeSpeFRelB/zkg48cziyxv4fGKp1auKVBN16jVOmv028L3tH29s9plLRtC0/TqCxTtKFOisforB8mdDunfh3pB0Kk4Zp0qnz2qmuCprOP5/UPsWJIh2/UcnVaIh07pZ1qWg7A6ze0pdS47HsKP8AGVH2a+OfUfIVlaVa9eha2dGpVq1JRpUaVNZlJvckke6fKf1ldhoeiU5J9erK9qrwgupFe2bf8g0/k2bOQu7/AFHaK6j1/mj+Z22VuVRpOpPzw4L1sTG2uNb+Hwzf8u19HfRJp+h0qF9tFQpajquOt2Ul16Ns+6Kf1pfpv1Y5+sx6qSSWEtySQS3Le8eLPljpK6XNV1nVrq02f1GpYaNSqdnTqUJdSrc44zc+KT5JY3Yzx3Xw6da5ORfy+qfVg6rtnsXo22Fj2GrWq7eC+iu6WFWovwl9jynzR8uaD0kbQ6Fe07i31y6uEn6VC7ryrUqi7mm3jzWGfVWxG0lrtbs5aavY5hGqnCpSby6VRbpQfk/asMNZcN+PqXyntxspf7Ha3PT9R+lpzXXt7qMcRr0+9dzXNZ3eTTfavk77ukuHjY1/jTPYunDQFruwF/VhT613pyd9QaW/0F6cPXHrr2Hj3yd2n0kwaeUrKtj2wJEal3/f9/jW35h9SHyz8oj/ACmf/wBOofGofUx8s/KLf/GX/wD06h/TqGbeHW9P/vw6FYWdxfXdva2VCpWua9RU6VKmt8pPl/byW9n0n0c9FGl7PUqN7rNGlqWs/W69Rdalbvupp8/03v8ALgdX+Tds1CdG92kuoZqObtLRtcEsdpNeb9H+Q+8924ClNN8/lTe/t18QrkGUjwTpG6Za9rqdxpeykKM/m03Cte1l2kXNbnCms4ePznz5czqOl9NG11lcwqXtS01Khn0qNagqTa8Jw4PxwzW4cFeJmvXqiH0LthsjpG1di7bVrONVxX0VePo1qL74y4ry4PmfL3SBshebGa3Gxup9vbVoupaXXVx2sVxTXKays+afPC94tembZGrocb+rd1aNxwlYOm5V4y7sLc1+lnHieJdKPSJX21uLf9pqy02zcqlGk316k21jrzfDhyXfxZm8bdjg+9S/6fLi9jtmNQ2t1qGnaYoppdpWrT+rRp5x139i5+1r6f2I2C0PY+inp9sql844q3tZdatU9f5K8FhGj0P7JrZbY60jXgoaneJXN4+fWa3Q8orC9vedv1XUbXSNNub/AFGvGhaW0HVq1JcIRQrTTh5XJtmvqPDe3Bk+Y9p+mvX9Ru6n7H1T0uxTxBypRq15rvk3lLyS3d5n2R6bdbsL2nHafstR06TxOtSoqnWpL89KO6S8MJ/A1uE/g83T1aev7d9HmibXUZzuqEbbU0vor6hFKqvCX58fB+rD3nzBtNoF9szrNfTdVpqFxT3xqR/F1qb4VIvufueUfZljdUL6zo3VpWhWtq0FUpVYPKnF700efdOOzEde2MuL2lSzqGlp3NFri6a/GU/XFZ80jNqba4nKtitqfEvA+ji0o3/SBs7b3VONWg7xSlCSyn1YTksrzSZ9j8j496JpJ9JOzbTz+2dz/wDxzPsHkKeHJ6lP9SP2dcvNkdEvNqKGv3dlGvqlCiqFKdVucaaTbyovd1vSe/idkjFLgdG6UdtaOxmgK4VJXOoXMnStLdvCnLnKXdBc/UuZ4dZ9Me2NtfK5urq3vaPO0lQjTpteDS6y88v1mtxDrU4+XLXqr4fUtelTr0pwqRjKnJYlGSymu5o8f1joS0y72ro3lhUVjoj9O5so5alLPClw7NPnva7kj0vZDXrXaXZ6x1exUo0Lqn1+pL61N8HF+Kaa9RzEhMb8uKuS+Oe06cdo2jafodjG00qzo2ltDhCjBRXm+9+LOT3Hzht10z6tW1m4ttlKtG306jJ043MqKqVKzW5zWdyjnhu8c78Ls3Q/0o320OqrQ9oexneVIOpbXNKHZ9pje4SjwzjemuOHu3b5uN6c1uPlinuTHZ37bvY7StsdNlbanTULiCfze8hFdrQfen3d6e5nybrOl3Wi6veaXqMVC7tKrpTxwfNNeDTTXmfbkj5s+UjZ07XbbTruCxO8smqni6c8J+yfuM3jcOz6dnmt+j4l5nYWdxf3lvaWlGVe6rzVOlShxqSfJffwSy3wPo/o+6KtL2ep0L3WKFPUdZ+u5TXWpW77qae7K/Oe/uxwOq/Jv2chUV9tJcQzUjN2dplfVW51JLxbwvU+894nOMYOU2lBLLb5IY6a7nP5U3v7dPEHlDylx3Hyzt70t61rmp3FHQr2tpujwn1aPzf0KtZL8uc+KzxSWN3HJwWz3SNtRot9Tr09WvLunF+lbXtZ1qdVc1v3x80/bwN7hwxw8k1630ptvsJou2Nq1f26pXsVije0UlVp+v8AKXg8o+YNq9m7/ZTXaul6mk6kV16VaK9GtT5Th9q5P2v612V12z2k2fsdVsG+wuYdbqy4wfBwfinuOl9PWzsdZ2Ir39KP7c0nN3TlzdNfjY+Thv8AOKMXpuF4nJtiydM+HzMUY6bys95kOq+iAAMgQDwGDIQDwGAEA8ABrVr6vb2tCNONNKfWfadX0857+XI4mdSVSeZtzfe3lnIU7qldOrb12oU2/opfmPlkxUdMuas5rqqCg8Ny3H1PaJlwC/fWtbDON1Nr3mtCUqbTg2mua3HMXGmSqUqUVVS7NNb48d5xdxQqUKnVqRafLHPyJE/B8Nntqd9lXeIXD4Vluz4NGtChVqXPYU6bnVz9VLeZaNrhKpdyVvS5ZWW/JHIVLyUtLqStJVIOElCVR468o+LQ3rwIjTttMebhwurj96Two+Zv3mpXF5oDq0JOlOFTFaMea8+PNe860cjocs16lCf4urTaa/v4ZJNfmSXGAVNOM3F8U8Mg5B3nZOnT1LZ+rQuqsIU6VR0t8llppMqH7FdLy4Sp1665yTqP2cDq+gVFHVKUWk1UTh7txG0C6uq1/HD9xwe3uZjbW+zs9xthaxWLe0q1McOs1BezecfDa66qXVJTpUaVu5JVMJuaXPDf3HVw47jUYqx8M9cu27axqqjb1O1qrDlCS6zxPz8TqnLB3PaB/O9lLe4f13TpVH58H7zphcU9lvEbeqdF1x2uh3FBv8TXyvKaT+KZ2bXbL8I6JqFmmoOtQqQTa3J43M6J0T1sXWoUc7pUoVPY2v8AznpOMrHfuPmubX2+TMx+7uU+rFp4/bbIWkYp3FxcVH3RxTX2s5K30HTLdqULOm5rg6jdT47jlcY3PitzA+nrP0vlL5bzbUy8r2hoq212/pJYSrNpee/7Tjzn9uaXZ7QVGv3SlTn7sfYcAc0eHcxzuIACJlUjHjIrW9MhRqzul+Qn5swzqylxe7uMTdmckN2daFPnl9yNad3Uf1PQ8jXAzN3HOSZPiIYGUAABGdAYgI0YAAAUSUFAxDAAAAoAADQGAAAFpNlxihECIxbLjFDGb0FgcQKKABgAAABQMQwAAKCpAoAAAHEDnwSGB49neADAy0WAwMDGlIzabfz0nUrPUqGe1s69O5jj9GafwTXrIImu9biRGpZvWLRqX3ba3FK7taVxQkpUqsFUhJc4tZTPPenzR62sdHF4rOn2l5bVqNahFLLb66i17JMroE1f8KdGunU5y69WwcrGpvz+Lfof7LiejSWTk0+cneO/7OL2b0mnomg6bpdv+Ks6FO3Txx6qxn1veec/KO1n8HbCw06nPFbVLiNH/wDHH6Sp7eol/KPWnu4ny18ofWnqW3i0+nUzQ0uhGk0v32fpS93ZklzcXH7mWHIfJq1j5rtXqOkzliF/bqtTT/fKT3/7M/cfSp8SbH6u9n9q9H1VPCtbmm6n8W31Kn+y2fbMcPg8rkWHJzsfRl3+XkvRVsl+BekXbq5lScaFO4hStG1u6tX6aaX8+CPXOCDGOXHicVtPqdLRdA1DU67XZ2dvUuHnn1VlL24DqTM3nb5W6ZtWWsdJWsThLrUrWULKnv8A3ten/tufsPc/k8UYUujO1nD61a5uak/PtGvgkfLDlVrVJ1a8nOvUk6lRvnJvLftbPpL5NOpwuNkL/Tm/p7K8k+r/AAdVKaft669RIl6fLx+3grX8PXK0IVaUoVIqcJJqSkspruZ1pbBbGpJLZbQsf5jS+453VKVe4sLmlaVnb3FSlOFKqlns5Nbp+pnyrqHSH0gaTqFxp+pazXt721l2dalUo0sp9/1d6fFPmiuhhxWyzqsvo97B7HP/AOltB/1Gl9xy+kaVp2j2rttJsrayoOTqOlbUlTi5Pi8LmfKculTbf/8An63+go/+02NH296R9Zua1vo+q6lfVqUXUqU7e0ozcEu/6Pd4Li+WRt2L8LLEbtMf5fUeuzow0a/ldSjTt1b1XVlJ4Sj1Xls+Zfk25XSBQi+P4Oqp/wDhnW9c262o1uxrWGsaxd1rWbxVoOnTpptPhNKKe58U+7ejtHydXjpLgu+xr/GmSJ3LlrgnDgvM/On1OfK/yjv8pi/7uof06h9UHy18oxP/AAlp/wD9uof06olw8D+7D2voTpRpdFuzvZ/l0HUf60pyb97OR6TtRr6R0f7QX1pNxuKVnU7OS4wbWE/VnJ1r5Pepwvujq3tE/pNOrVLaSzvxnrRfsl7jv+t6bQ1jSb3TrtZt7ujOhUS7pLDK62T6Ms9X5fD9GkqVNU1wisF4OS2i0K/2a1mvpOrUnC5pN9Wpj0binyqQfNP3PczjZyVOLlNqCXN7jhl9LjvW1NwnBmsaUauoWVKp9SpdUacvJ1IL7TtWjdHO1Gs6I9VsdLfzbjSp1pKlVrLGevCL4ruy1nlu3nT71XFlWnTqUKtG9oSjN0KtN06kJpqaTT3rgWIcXuUvutJ7vu1rezx75TN5Wo7I6ZZ021Su75Krjmo05zS9qT9R6loWp2+s6NZ6nZy69td0YVqb8GsnU+mLZettVsXcW9jDtNQtaiuraPDrSjlOPri5LzaOV4GKYplibfD5PgtxWBb4ynGcZwqRk4SjKLhKDXFNPemu5mWjGrXr0re3pVK1zWl2dGjSXWqVZdyXM6/fb6Wb16NvpH5ON5UuOj529aTcbG9q29LPKG6SXq6zPT7mjGtb1KNRZhUi4NPuawdW6MNmpbKbGWWm3PVd5vrXDhvXayeWl3pbl6jkts9Yhs/stqmpVXhW1vOcfGWMRXm20dh8zaYtknpfK3Q9HqdI+zUM/UunDPlTqL7D7G/JR8b9D8HT6SNmot5ausN+PZzyfZH5KJXw7PP++P2fP3yn3nVNmo91G5f+1SPGGtx7L8p941jZpd9C5/p0jxrkcV/L1OB/Yh9OfJ2bfRnbp8ru5S/0jPQNWbWmXTXHsZ4/ms6B8nj/ACaW/jd3P9Yz0LUv+T7n+Kl8Gczw8392f3fCunL9o2/8VH4HeOiJuPSfs3jncTX/AIVQ6RYf4pQ/VXwO8dEO/pP2c/zib/8ACqHBH3PoM/8AYn9n1yfPHyn/APnBs3/m9z/Tpn0OfOvyn9+0ez/hZ1v6yByW8PF4f92r0zoKoxpdFWgtLfUp1KsvGbqTbO8XFCnXozo1oRqUpxcJRksqSfFM82+T3qcLzo9oWfWj2un16lvJZ4JvtI+6fuPQdZo3F1pV5QtK7tbmrRnCjXXGlJrdL1PBtwZYmMkxP5cRHYPZBRUVszoaS5Kyp/cL9gWx+c/sX0PP+ZU/uPm256SNv9MuK9hf6zd299bPs61GrQo9aMv5vDufBrejF/hU24f/ANRXH+r0f92Tqh268LNPif8At9X6XptjpNrC1021t7S2TbVKhBU4JvjuRrbVOl+xrVvnEoKgrOt2jb3KPZvOT5l0rpB6R9Tq16elahqN/UoR7SqqFnSqdmvHFPd5cThtY242n2gsna6trdzcWdT61GMadOMvPqxWV4MzNogpwrzfW4dcss/NaHXWH2cM+w2yIIyYOpL36x2IBgYUgGACAYAIAGB162p9rcU6f58kjuNKEadNU4LEFuR0+z60bmnUhHPVkmdyhJSWYPKfB959NklwQeDBeRTtKrSSnCLnF43wfh3GcwXtSNGyryqPEHHqZfe9xx1V1OUnJ9aTbb5tnIaX6Vtf0/4LrrzNb5nUe6jUpVf4uovgzd0qjVpq87SlUg+ywspnNPhHFm5pLxqNDnva9zNPDW5rDNvSV1tSobs4bfuZZ8Kz3elXkrmrKFBum5Np5Sz7zH+Cb1fWof7S+8x6hLN/cNcO0fA1cvvftJG0c3pGjX7u6FeFDMKdRZ+kX3m5tBoWo3V8qtvbOcHTSb7RLf62aez2u3enL5pbQotVqqblJNtcFu3nN69rt3p3zdU3TqzqddvtI8Esd2Djnr6l7fLrsdm9Wf8A0T/xI/eZI7M6rn/F4L/8sPvNhbYX6/crb+a/vLW2N5zt7f3jeX9D6HOy0m5qbKwsepD5yqXUx2ixnr54nXf2Kask/oaPqrI7JR1yrPQ/n7o00+znPqZeNzwcX+zK4Tz8zovw6zOPH7kb1Ddohs9F27XbiPfay/pwPUY8Y+Z5d0XNy1+4fdbz+MD1CP1keJ6n/f8A+HawfY6RWajWqcF9JP4sntYLmadZ5ua776k/iyYn0WKPoh8hl++XTekWrGnqlpJJtyofCb+86hK6k+CSO09JC+m0+X6NRe9HTzkmZhzUvOtLlVlLi2RkAJtdgokDIoCSg0BiGAAAAMAAigACIFAAyKQwAAABhSAZUY5KJSbMkYrmVFYGWIAMQzbQACgAAGAAAwpAMAACgAAAAAAAKAAcQOfGAHj2d4wADLSgACKYpDAD2X5MesqhrOs6JVlj5zSheUU+co+hU9zp+w+ij4d2d1m62d1+y1ewUJXNpUyoyeFUi1iUX4NM9zsPlAaPOivwjoeq29bmqLp1YZ8G2n7ivH5fGtN+qsb29mvLqlaWta4ryUaVKDqVG+SSy/cfEGq6hV1jWL/U6+e1vK8rh55dd5S9SwvUerdI3TNQ2i2eu9K0DT7y2jeQ7KtcXTgmqb+soxi3va3ZfA8fSMXl2OBx7U3a0CdNVKbhP6klh+R9hdFWtPXdgNFu60+tcdhGjWf8JT9CXwz6z5AlwPQeinpKqbEQurG8tat3pVxV7bFKS7SjUwk2k9zTwt2Vv8xSXJzsM5KxNfMPq7J5N8o3WFY7Cw0+D+l1S4p0sc+zj9JL4Jes16vT3swoZo2WsVZfm/N4x97keN9JO21fbjW6N1O2+aWdrSdK3oOXWmk3mU5vveFuXDHM1MuhxuLknJE2js6okdo6Odrquxm0tK/nCdWwqw7C9pQ4ulnPXS5uD345rK5nWUhSRxxOns5MUZKzWX3JpeoWmqWFve6dcU7m1rxVSlVpPMZrwOD2w2K0DaunTWsWCnXpLELilJ061Ndykt+PB7j5V2Q2x1rZC4dTRrlfN5vNWzrLrUaj78cn4rD8z2PROn3S6tJR1vSb6zr85W7VxTfvTXsOSJh42ThZcU7r3/Zzlt0HbIUqqnWjqdzFfudW9mov+bhnftE0XTdBsVaaRY29lbQ3qlQpqKz3vvfizzyr067JRp5h+E6j/MVm8+9pHUtoenyrVpyhs/o8qbe5V7+a3eVOL+Mi7iHH7OfJ2mJbnyjNA0ajZ22tRVO21m4rqk409zuoY3uS744Xpd2E+WOmfJ+fZ9J9mvz7S5Xug/sOkazrGoa7qFS/1a8q3V3Pc6lR8F3JcEvBF6Fqt5oWs2ep6bKMLq0n1qfWWYyWMOD8Gm0cfXG3qRxrxx5pM9326fO3yldEr0tf07XYypu0uaKsWvyoVIdeovU037PE7FYdPujVLVO/0bVLe5xvp0ezq08+EusvekeZ9KHSHW24r2tGlaStNNtJOpTp1JqdSpUax15Y3LCyklnizUzGnS4vHzUyxOtNXot2znsXtDK4rdaemXaVK6illxS+rVS5uOXu5pvwPrWyvbbULOldWdanXtq0VOnVpPrRmnwaaPh3B2PYvbbXNjq7/BNxCdrKXXqWVffRm+bXOL8V68mYu7PL4U5Z66+X1lr+z2k7QWattb063vaCeYqtHLi+9Pin5HC6P0abHaTdQubDQLKFxB5jUqp1XF966zeDo+j9PekVaSWsaRqNpV5uh1bin8U/cb9x07bK04t06Wr1X+bGzx8ZI3uHneznr21L1rhE8C+UpqejVY2Om04Uq+0FKqqsqseNtRxvU3+luxD192eJ2r6cNU1GnOhs9ZPTabTTuKzVSt6kvRj/ALR5Q3Uq1alWtOpVq1ZOdSpUk5zlN8W297Zi14dzicHJFovfs9e6Btv6WkTWzes1FTs61VuyryeFSqSe+k+5NvKfe2u4+jMHwpOmnBxkk01hp8zvexfSntBszCNtVktW06KSjRr1GqtNd0avHHg8+oUvvy1y+DMz1Y30NtHsFsztJX7fWdJo1rnGO3g3SqtdzlFpv1mbZrYjZ3ZipOpoemUbarNYlWealVru68m3jwOiWPTvs5VpRd7Z6va1Pyl2Cqr2xf2E6j087O0aT+Y2OrXlTknRVFetyefcb3Do+zn+3UvX5NJHzV047eUdoLqGh6RWVXTrWfXr14vMK1VcEnzjHv5vyOD2z6U9f2phK1hKGmabJdWVChJudRd06nFrwWF35OjwiksJbluOO13f4fBmlvcyO09Esc9Jezv+ct/+HUPsI+JNF1K40TWrHU7OMZXFnWVWMZcJcmn5ptes91tennQ5W0XdaRrFO4xvhTVKos+Euuvgi0mNJ6hx73vE1jbgvlOvOs7Nrut67/2qZ40do6R9s6u2ut0rz5r80trek6VCk31pYby3NrdlvG5cMczq/I48k93e4mOceKK2fTnye/8AJrZvvuLj+tZ3/Vn/AMG3f8TU/os+b+i7pRjsdpk9M1Kwr3Vh151qVS1a7Sm572nBtJrOXnOd52Tajpxs7vRrm20LTr6N1XpOlGrdxhGFLKxnCk234HL1xp5OXi5ZyzqHhNj/AIrS/VXwO7dEKz0obOr+Hm//AAKh02jTVOnCK4RWEcloeq3Og63Y6rYKm7mzq9pGM/qy3NNPzTa8Dhie72stJvhmkedPtfkfO/ymlnaTQ/Czq/1iOyUOnrROwTudI1anWxvjThTqRz4S66+B5L0ibYVdtdcp30rV2tvQo9jQpTl1p4zlubW7LfJcMHLaY08nicbLXLE2jwydF22U9jNoe2rZlpd2lSvIJZccfVqpc3HLyuab54PrGyu6F/Z0rq0rU61vVipwq0pdeMk+DTXE+I8bjntjtsdd2PrP8DXS+aSl1qlnXXWoyfN44wfivXkzjya7S7XM4Pu/Xj8vqPafYvQNq6UVrmmU61SmsQrwbp1YruU1h48OB1e16E9jKFWMqlrfXKX5Na9qdT2JrJwGk9PWl1KKWt6NqFrVS3ytXC4g/bh+45Wp06bJxp5hR1ipP81WeH72kcu4eb7XIp2iJekaTpVho1jG00uzt7S2p8KVCmorPfhczwv5QGz+iadO11SzcLXVr6vipbwx1a8celVa/Ja3b+ecPfhq9o+nWtWg6Wzmk9hlfj9QkpNeVOLx7Z+o8k1LUb3V9Qq32p3VW6vKr+kq1XlvuS5JLuW448mSNadvh8TLF4vfswRLwSkWdOXtkSVgMEEgVgMAADwGAIKDA8AdcnUcliPoQ7kbmn6lXtMQWJ0s/VfLyM34NrXtKdzQo06TbWKSeOv3tZ4HHzo1KU2qkXBrinuPqo1PZ157Oeq6xCnb06vYTbqNpLrLG7x/sOGv72reVE6nUUF9WK4I2Luklo1m3yefbk07ehVrz6tGDm1xwuBIiI7ksa7zma1SrY6dQg6lRXNV9f6zzBGbTtLhRfXrvrz49RcF95o6xSrK7nVrempP0ZJcu4m+uQvwjKp/jVKlcL+EW/2o5DRfmdS5m7W2rUqqpvf1uvD3nBHNdV6boc54xc3G7xin/YJjt2NJudJ+cTnWsq9Oqm22s4x/fxONr2dxQ/HUZwXfjd7TXhJ02nBtNcGmchbaxd0cKclWh3VOPt4l1aFTodJV9UpR49TM36jY2sq9bUKVP97pL37/ALjtWzGrULyjVi7bsXTxNyaTUm92M+oxXOm6DrFWbt630/N0pPL80zi9z6u8Lrs8/A7Xd7HVo5dpdU6i5KonBnF1tndTozSqWs3BtLrU2ppZ8jmjJWflmaS5quuw2OhF8XQj/ttM6nk7dtj9BZW9tB7nLHqgsfadRM4vt2to+HfOiWlm91Gtj6tKMPbPP2HpaeJp9x0fosoOnpF3Xf7rWSXlBfe2dn168+YaFqN5F4dC3qVFnv6jx78HzXO/qcqY/aHcp9GLbo8X1l1u/f7RxOtbKa1darUrUrmNFRo0k+tTi02847/M7LE+qr9r5G/3OldI7+l09eFR+9HTTtnSLL/hGzh+bRb9s39x1MxLlp4AABGgAAAFElAAAOIaAAHEgYAAUFElAAxDIoAACgYYMkVgsQFGHeWAzQAAAAYFBoAAAMAA0GAAFAAAFAAAAAAAAxAA48RDKrsIhiPGs7xlEgZbUBJRAAAwpYyS4ljIMaiXEAMTCgHEZRhWPqjUSwJtdGAARS6pHVMgF2MXZjjTMgxsJRCSGBNieqNRLAbBgmSKGRpj7MXZmUMF2zpEaZaQwM7aAuqPBQ2MPZi7MzgNjHGmUkUBNiZInszIA2IUR43F4DBNjHKKYdTwMgDYUVgckA8E2rFKmNRMgDYWAcSx4GxglTF2RsYDA6zTFGmZFEeB4M7CGGAiRQIsCIgMDKAkAKwFQA8ABi1u8lRpKjRm1UlveN2F/f4GhQ1avSp9WrTpXMMblWWWvWad5KrK6nKvTcJvk1jBMF1pwj3tL3n1PTGu7q77u4VY06dNr5vRqJLKjJbl5HALXLhSpp06St099OEeK8zslSP0k0+GcHR60XGo4PjBtGccRPlZl3CEo1IqUHmEllPvFUpwqxcaiTg+KZw+g3Tw7ZpvGZ08LPmjmLi4t7Wl2lxnL4R5sxMTE6GraaLClc9tOSdKHpxj8GzSr60ql9Ubt6dW0lucZLe+9p94VtRlqVGraT7OjCeHTSb345PzOKnTlTk4zjia4o5IiZ+5nblLnTKVen840qbqUnvdOX14+H9/ecWqVR1VBRfaN4Ucb8mS2r1bep1qNR03zxz8ztlDEY0L29o04V+TccdTlx5eTLNppDcRtNbq6FoLjBrt3uz31Gt79S+COndZp5y89+TtG01jeXTp16P0tKEcdnFb4978cnVvymZxeNkuWstotStcLtu2pr8iqs+/idn0TaCOo1XTdvUpzSy5p5gjoR2jZynGy0i4vK+7tPT/AJK4e1lyVrrwU8u0VI2V5mjXjb1muNN4bX2o6ntJptjaVafzWboucW3TeZrjuw+XP2HAVa86lxOs5fSt5clueTk9Ho1tZ1m0tq9WpVdSSptzecQ4v3ZMxX2o6pns1Mxfs9W2Rs/mWzthBrE3S7SXnPf9pw3S1e/M9i7mCeJ3dSnbryz137oe87jBJJJLC5LuPIum7UVW1Oy06EvQtqfbVF+lPh7kvafOceP4jkxM/nbm5mSMWCf8OO6PqHV065rtfjavUXlBf2naYnGbOWvzTRLOk1ifZ9eS8Xv+05SCy0u94PrXyrznb6r2m0dSP71Sp0/dn7Tru43teuPnetXtflOtLHlnC9xonC5qgAANgAACgD+kAAMAIAAGAABQUAARIAYhhQOIYMkFjzLpRFYKADQBiGADEMNAAKAAAZoAxAAwAAoAoAAYgKABgAAABQEQHEDsAFAeJfy9BIFAFAABAwA5nY7TKOtbWaNpdxn5vd3UaVXDw+rxaz4pNesM3vFKzMuNtrS5uk5WtrdXEE8N0aFSol60mZvwVqf/APF6p/qVX/2n2zZ2VvY2tK2tKFOjb0oqFOnSXVjBLgkkbWI97Dy/5lb4h8OfgrVP/wCK1P8A1Kt/7QlpeppZel6kl42Vb/2n3H1Y/wB2Pqx8PaNH8yt+HwfVfYS6twp0Z91aLpv34LPuS7tbe8pSo3dClcUpcadWCkn6meUbb9C+k6nTq3OzKhpWofWVJf4rUfc4fk+ceHczM0/DlxepRM/XGnzkBs6jY3el6jcafqdvK2vbaXZ1aUuT8+aa3prijWOGYerW0WjqgAAyKAAAACgAkokogkoAAYYCIBowADIoAGAgGIgAAMAAYGBADEADEMApDAMAAFYHEyFgMDAAGGAIAoAIABgFIBgZAAAAhgAUAMAEIoAOKpaw6iVK9pKvS8Y7zdsrfSrioq1GVaDptTcHwh/fzOtHOaQ3S0TUai4y3J+rH2n1mSvbcOt5lzlW6tGm/nlLfv8ArI4q+t9Nt7h1bqVWbq/SKnHg0/L7zg/yuJyWq5qaPp9bjjMG/V/YY9vpnyK/DEaLhGytoUqaabystonXqUXOldUfxdwsvz/+Me84fJzekv57p9eyqYzT9OL7v7v4mpiK94ZcMclZ1aN7FW13uqcKVZcU+596OP7Kp23YqLdXPU6qWXk7poWk2+kWrvtRw7uEW2nJYprw8cFyWiIWIaukaGqL7a+pOFSLeKcuGO84faHVPntz2dCT+bU+D/PfNncNXdLWtKdOyuPQnvp1FuU++DPObmlUoVZ0q0XCpF4aZx4vrnc+VtuI7OU0nXa9i1Tnmtbfmt74+TOxujpuu0e1hhz4dpHdUi/FHQzJbV6trWVahUdOouDibnHvvHaUi/xLn57M3kbqEd07Zv0q0XwXiuRm2ruo0qNKxo4WcOSXKC4L+/cb+i7R07iMKV24Uq/DL+pP18mZdY0G31BzrUfobt8WvqVH4rv8UcfVPVHW1rt2dHW89H6LtLalcajUjuh9FT8+M38F62dMttJu1qVO1nQfzmTSjHKeW+HA9r0exp6bplvaU/qUo4b/AD3zftOn6pyIx4uiPM/+G+Nj3bc/DbnKNOnOVSShTgm5N8kuLPnG7uJ7UbYVa7Txd3HXx+ZTXL1QSR6v0ta2tM2ZnZ05ftnUPoljlT/LfwXrPPOj2yTdzfTW9Yo0/Xvf2e04fR+PqJyz8ul6vn3MYodz4mvqdx8y0y5uc4dKk5rz5e/BsnV+kG8VHSqVqvr3FTrv9WH9uPYe3MvGiNy8+AAONzmAAGlciSgAAACAGIYAAAFMokAKABkUABkgs7wHBY4lABtQAwABgAAGAKDQABgAABpQMQwAoAABiAoYAAAAAAAABQOIhxA7EA5IR4l/L0AAAFAANIgDtXRP/lM2a/zv/wBOZ1Y7V0T/AOU3Zv8Azv8A9OYhw8j+1Z9iHF7R6vb6Dol7qt7Tqzt7Sm61RUlmTS7k2t5ynI6b0wvHRjtN/mFUr5+I3MQ61Hp42U/6rrP+rR/9wf4d9lf+rawl3/NE/hI+ZIpF9VDcPX/l+P8AV9pbJ7V6PtXYu50O+p3VOLxNLKnTfdKL3o54+UOga4r0OlHT6Vu5dSvQrU66XB01HKz5NL2+J9XZDzOTh9q/S8L+UtoFN2unbQUKaVxTqq0uGvyqbTcW/KW7+WeER3o+oPlDVacOjO8jPjO4tlHz7VP7GfL8OBx3h63p15nHr8GAHfNgujHWtrqcLtpWGkS3xuq8W3VX8HT3NrxeF3ZOPpmXbyZq4o3aXRYrI+q1yZ9M6T0K7K2VNfPKd3qVTnK4ruC/m0+qjlZ9FGxUoY/Y/arxg5p+1Syb9p059TpvtD5QA+ide6DNEuYVJaLd3mm1/wAmNSTuKXrUvS9kjxTazZPWNlb2NvrNt1ITbVG4pPrUa3lLv8Hh+reYmmnPh5mPLOo8uBADJaUJ3V1Qt6CTq1qsKVNPh15zUV72TTszbp7yxjPofSOgzQ6VrD8MX1/e3GPSdKp83pp+CW/2tnA9IPQ5a6ZoNxqGy9W8ndUMSdnWk7jtk3jEN3WU9+7inwxzL7c6dKPUcc208XDD7mey7G9CNzeW9G62ruqtn19/zO1a7RL+EqPKz4RXrPQaHRBsRRppPR+1f51a6rTb/wBosYp+UyepY6TqO75ZA+lNa6Fdl7qg1p/z3TKvKVGu6kU/GFTKx7DxLbjYrVtjbqEdRjCtZ1XiheUU1TqPua/Jn4P1N4eJOOYcuHm4ss6jtLrQyMnZej/ZSvtlr/4Oo3CtaVOk7ivW6vWagmliC4ZbfPcsGYpt2smSMdeu3h10R9IUehDZWnS6tapqlxUxvqSvHB+yKS9x5X0sbAUti69nWsLmvc6fdSlTSr469KolnGUllNZxu5cyzjmIdTFz8eW/RDoYxRCUlGDk+CWWceneMZ7lsd0L2Nzo1rebQ3d1UubimqroW9XsqdJNZSzjrt97yvI29f6ENJqWFWWgXd5a3qi3TVer2tKT7pZWUvFP2nJ7UuhPqWPq6XgQGOjU7WlTqYx1lnHccjo2lX2t6jSsNLtpXV5V3qnF4SS4yk3uSXe/juOPpl3r5IrHVPhpFYfcz3jZ3oNs6duqm0moVrm4fGhaS7KlHw62OvLz3eR3C36KNiqNPqy0G3qeNWdSo/a2ckYZ+Xn29Tx1ntG3yvw4hk+n73og2MuqbVPS6lrPlK1uasMerOPcee7V9Cd9ZUalzs1eVL+Ed/zS5UY1Wv0aixFvwaXmJwz8NY/Usd51PZ5GERzjKlWqUasKlKvSk4VKVWLhOnJcmnvTA69nfrbqGCgHgjRBgBkNAAGAgwMDKkkMCgJAoAJAoAAAAgCSgA6j4cznopUNmct/jXn/AG0vsNqhtBptftFqlhhbnFqKqe07XU+Y0tDca1GjTt3R6i60d0MrC8uJ9RkyTGtw60a+HmC3nLKLrbOVIpNulU6/D1/abrpaSv3aj6pM7RoVHTamhThayhOnUdSFaMcvLxzz4YGXJ2idL7f6vMqFKrWl1aMJ1J90Vk7Domk3NC6p3Fd06NOnvkpPLa7v/kuptHaUKfVsbedRY4tKnD2I4m91q8vIOnOSp0msOnFbmvHvNT137eGdRDumoXOn6NOd46fXuK276NfWwub5L++86Tq2qXGp1etXeKa+rSXCP3vxOas6i1bQ50ajTqR9BvHBrfF/38Tq1aMqVSdOaxODw13Fx0iPPlbuQ0XVKmnVuc7ef4ynn3rxO0anp9vrNkq9CUHV6v0VVc/B/wB9x0TJy+zurvTbnq1su0qP6RLf1X+ei2r8x5SL9tOLuKNWhVdKtTdOpF4cXyMZ3/WdNoapbKtRlDtOrmnVXCa7n/fcdHrUKtCs6Nam4VE8OP8AfiWl9pakwm3pyq1YU6azObwjuel13p9tCi3UrU4Ldl715eHgcXpdl80pdaovp5rf+gu47Ds9pMtXvHCeVaUsOtJc/wBBeL+BxZslaRNreIKRMzqPLm9jNPlWuK+t11jtn1LWm1vUeHX9fDyz3nbatSNKlOpUkoU4JuUm8JJcWxQjGnFRhFKCWElyR5t0vbSq1sfwHaSzcXCU7hp/i6fFQ838PM+c+rm59f8A7EO7kyRxsO5dA2y1mptRtLVuKKm6Tao21N8qa3L1t7/Wd50qzp6dp9K2p/ua3vvb4s6lsPpjq3Dv60fQp+hSzzlzfq+3wO7xPqceOMdIpHw+UyZJyWm0qjlvB5ftXqH4Q1uvKEs0KX0VLyXP1vLO9bU6j+DNHqyhLFxV+jpeb4v1I8sEmOPkwEMjlAAUGgAAQAAAAMQwAYhhQAFEUDAAHBZZmJgsIo1CgAAoBgADKiTEoNAAGAAAGgwAAAAKKoABgAYAAAAAKAAAAYhgAAESo7HLiIqXER4d/L0SAeAIoGIsAO09FH+UzZr/ADz/ANOZ1Y7T0T7+kzZr/O3/AFcxHlw8j+1Z9iHA7c6LV2i2R1bSKFaNCre28qMask2oN82kc9ENy4lfO+HztLoA1f8AI17Tv9Uqf+8ldAWstrr67p2M78WtR/afRfWjykvaLrR/OXtDtfxmX/c8/wCjno407Yvtq9OtK+1KtHs6l3Uj1MR49SnH8mOd/Ft9+5Hfizh9pNIhruiXOnVbu9tadaPUdazrOlVS8Jf3yHWm03ncy8C6fdsoa5qdLQtNqKpZafV7S5nHeqlfDSgn3RTefF+B5TE7Rt7sFqmw13TpXX7Z0uq+pb3lOOE3+ZNfkz9z5c0uvWFpW1G+trG0/wAYuq1O3p+Dm0k/VnPqMz3e9xopTF9Ph6d0J9H9HaOu9a1ykqmlUKvVoW8luuqi4uffTi+XN8dy3/SiSiklhJbkjjdn9LttF0Wy02xp9S3tKSpQXgufm+PrNq+uqNnZV7q4qxp29GDqVakuEYpZb9hfHh4ubLOW25Z5TUE5SaSW9t8jTttY066rdlbX9nVr/vcK8ZS9iZ8mdIe3mobaahVUqlW30ZPFCyUmk48p1EvrSfjuXBd76hChRTUlRpwaeU4xw15NDqh3MfptrV3M6feOTitd0my1rTa1jqlvC5tqq6sqc/iu5rimt6PD+hnpLvo6rbaBtHczuqNy+ys7us81KdTlTqP8pPk3vT3b87voQQ6WXFbDbUvj3pD2SudjdoHY1pTrWdZOraXDX4ynzT5dZcH5p88Ljdlv+dOif94W39bA+jOnjQ46vsBeXUI5utMau6Txvwt1ReuDfsR84bKtfsn0Tw1C2/rYGJjUvXwZ/ewTvzD7YAOZhuKsKFGpVqyVOnTi5yk+CS3tnI8QVq1OhSnVrVI06cd7lJ4S82YLTUrLUIv8H3ltc449lVVTHsZ8j9IG2t5tvrNS6rTqw0tP9qWjk+pCnym4cHJre2+GccjrlhWq2N3Su7GcrW6pPMK1B9WUX5oz1w9DH6ba1NzOpfdBxO0Wj2mvaTd6XqMOva3MOrNc13NdzTw0+9HXeiXaqrtbsnTvLtQV9QqOhcOKwpTWH18cspp478ndyujas0nU+YfEmt6ZcaJrF/pd2+vXs60qMp4x2mOE/DKafrPTPk2P/wDWepLv07/1UcT8oG3jQ6TLipFY+cWdCq/F+nD4QRynya3/APrTUf8Au5/1sDjiNWe1mye5xOqX0keK/KaeNn9CXffv+pme1HivynX/AMBaAv8At0v6qZyW8PK4n9+rwKHAxXn+KV/4t/Ayw4GO8/xWv/Fv4HWfS38Pt7RP+RrH/N6f9BG1U/FvyNTRP+RtP/zen/QRt1Pxc/JnafKz974Xtn9EvX8WfUPQZs3R0fY2hqE6cfwhqkVcVZtb1T/c4eSW/wA2z5dorNFR5tNH2N0a3dK+2A2euKP1ZWNFeTUEmvamcVHreo3n26w7KeYa70y7NaRqNWyp0r++nRm6dSpaU4OmmtzScpLOPA9PlvPmnaToV1/Tbiq9Advqlj1m6UXPsq8Vng0/QeO/Kz3HJO/h53Gpjvb+rOnr2zPShsptBWo29pqat72pujb3cHRk33LO5vwTZ3hvHE+J9Z0HVtHTWtaNfWdPm69B9n/PXoe85TStu9pbHRp6bY6xcqymurHLUp0l3U6j3x9T3csGPc15dy3p8X74rbds6fNT0i/2wt6elwpzvrSlKlfXFPhJ5XVpvvcd/l18d+POYEwppLCW4ypHVyTudvX4+L2qRQAAzic5DDBRlUlYAADADwGCBDDAwFgMDAgWAGACAYAICwCuoW1Ptq9Ol+fJQ9rwd/22qKnoipr8qvGC8ll/YdQ2Yodrr1lFrcqim/Vv+w7Jt/UiqNhRT9PM6j9yX2n1OTvkiHTp2rLpx2zYKv1alxTfBOFTHtR1GTXejsGxNTGq1IZ+vRfuaZu8fTKx3cFqdD5pqN3b/vVacF5JvBrHbtpNJoVdXq3N1fUbWnVSeGszbxh7vUcNOWkWv4incXtRcJVX1IewtbRMdiY792TZjt/whBUaVSdKp6FRpbku/wBRt7YaZKj1L6GGn9HVwuD5P7PUjh7vUa9yuq5KFL97p7oHctKrx1rRXSuXnrx7Kr357/gyWmYnqWO8aefAZbmhUtbmrQrL6SnJwfqFRpSq1FCnFzm+CRyuPw5fQdYdk1b3DbtJv1033r7jul/pnb2sL10O07BrFXrcE/Dnv9h1TTtPjaYk8Ov3/meR3nZWtWu9OvdPqUpuhLHVrKKapSznfl7/ACXuOpyLxjj3PhyV6rfTDgbCxr6lfK2t1h4zKT4U497+49G02yo6dY07agvo4c3xk+bfiwsbOjaRaoU1DOMvG+XmYdc1a00XT6l3fVVTpR3JflVHyhFc2zweVyr8m3RXx8O7XFXBXqvLR2x2hobN6NUu6nUncS9C3ov90l9y4v8AtPAqNO82g1p9eo6lzc1HUq1Zcu9vwX9hn2n1682l1mV1cLDeKdGhDf1YcoLvfxZ3XZjR46RZ/SJO8qpOrLu/QXgj2uDw/wCHp38z5/8AT57ncv379vEOTs7WlZ2tK3oLFOlHqLvfi/FmZIMnW9ttY+Y2ErWhL9t3Kw8cadPm/Xw9p39ujEbdW2u1Ranqr7GWbaiuzpePe/W/sODEMw59AAABlElBoAAEDAQwEMACgYAAFRJKiRTLguZBljuRYAVEANKBxEMAABxAoACIDAANNAYhxAAACgKJKABiGFAABoAAAUDAAAAAAKiSOPEko7G+LAp8WSeFZ6QACgJKACAO09FH+UzZv/O//TmdXO09E/8AlN2b/wA7/wDTmI8uPkf27fs+wonV+k6+uNM6PtoL6wr1Le5oWVSpSqw4waW5o7SdM6Yl/wAWG0y77GqjT56n3Q+af8Im2vPajUv/AA//AGlR6RNtIvP7JtRz4qm//KdXiVuG30P8Pj/2w9N2U6adodLu6f7IasNT07KVaXYxp1qUec04pJ47mvWfTVvWp16NOtQkqlKpFTjJcGnvTPhjqyqNUqcJ1KlRqnGnFZc5vckvFvcfamydjW0zZfSLC4mnXtbOlRqNfnRgkw8nnYaY5jo7DanQrXaTQb3Sr+mnQuqbg3jLpvlNeKeGvI+WejKznadLOhWN9jt7a/qUqvd2lOFRfFH19I+Qb/VKWk9NF3qkpJW9rr0qlSXJQ7Vqb9jmE4lpmL1/R9fcjz3p4r1bbow1h0cp1uyoza5RlVgn7sr1noUWmlh5XecBtxocdp9k9U0iTUZXNFwpzfCNRb4P1SSDqY5iLxMvjKlEy4Ml5a3Fhf3FlfUZW95bS7OtRkt9Of3dz5reY8nFL6mlq3ruAqlSg4V6Laq0pQqU2vz1NNe8+5o56qb3M+QujLZ2rtPthYW0Kbna2tWF1eTXCNOLyk/GTSSXn3M+vjkrHZ43qd4teIj4cbtDQhcbP6lQrLNOpbVYSz3ODR8ZbISzregPm7y0/rIH1z0kanHRthNcvpP8XaVIx8ZyXViva0fI2ysertBodNcr61X/AIsBK8GP6d5fcHM670iScNgtpJLitNucf6KR2Lmda6R/+YG0v/dtz/Vsrz6ffD41oRxTh5I2MbjFR+qvIy8jgl9RV9AfJlb/AGP66uSv4/1UD2Y8Y+TH/wAha+v+3Q/qoHs5zR4fOcr+9b93zN8o5f8AGHQffptH+sqmf5Nn/PbUf+7n/WwNf5Rzz0hW/wD3bS/rKpm+TdVUdu72nLGamnSx6qsM/Ex/qejP/wAL/wDfy+lTxP5T/wDyJoK/7ZU/qme2HknyjNMrXuxtvf0E5rT7yNarjlSlF02/U5J+WTc+Hm8WYjNWZfOkOBjvP8Ur/wAXP4FweFgzW1lX1W7oadZQdS5vKit6UVvbb3excX3JM68R3fSZJiKTMvtXRf8Akew/iKf9BGxW/FS8n8CbakqFvTprhTioL1LBVf8AET8n8Dsvlv8AU+GLbfbwfgeq9EHSNT2Yb0nXZyjo1WbqUrhJv5rUfFNL9zb355Pwe7yq23UYHI6Zpeo6tXq0NLsbm9r0odrUp0IdZxj3v7O/lk68TO30WbFTLi1d9oWN9bX9rTubG4pXNvUWYVaUlKMl4NG1k+J9I1bVNDr1J6Rf3um1lLFWFKTp+n3TpvdnzR3zRemvamy6qv4WGpU/4Wm6NT2x3f7BzxLyr+n3j7O76aaUk1LenyZ0Tanow2c16nUn8yjYX0t6ubJKnLPe19WXrXsON2H6X9K2l1Ghp13Z3GmahW3UlOSqUqsvzVNc/NI9PK6kxkwW/Evj3a/ZjUNktWlYaioyUl1qFzTX0dePeu598OW7imm+GPon5QWn07nYR3rX01jc0qlOXNKc+zkvLE8+pHzrB5R081dS+h4Wec2Pc+TArA8HA7pBgY8GAsDAoCQKAipwUGB4AQDwGAEAxgSMYYDWiDAwAxdHtSVS/uV2cOoqWX35yl95zm1GtWdlfUrevaN5pKfW6sJ83u3+RwfR7UpW/wA/qVKkE2qcIptJvjwNDbmq6u0dXhiNOnBezP2n001i2aYl096hyctotK/6s8/5vT+8en69ZVtQoUaFt2c6slTUuyhDGfI6Xku2q9jc0qq405Ka39zycvs1Pcl2vb+i1TsKrXOdPPsf3nTTv23MqVXR4PrQ68aycVninlbvadFhSqVfxdOc/JFwT9CZPLEc3srffMtTUZvFKt6EvB8n/fvNSjplaT+kapr2s5C3saFHDceu1zlv9xu2pjUsRLl9pNFleVKd6pU6c36FVYfqfi+XsNO2tKNpTapre+MnxZ2Cys9T1e3h2dKbhzq1d0H6+fqOzaPs1bWThWuMXNwt6cl6EX4L7/cefl5tMFdTO5/DnjDbJO48Ov6Hs1cX3UrXXXt7R71ndOovDuXj7O87xbWtG0t4UbeCp0oLCSNiTxvftOnbZ7b2WzsJ0KcVc6i16NDr7oeNTu8uL8OJ4182bm36Y/w7URTj16ply+0uvWWz2mzu72p4UqSa69V9y+18jwParaG92j1J3V5LqQW6lRi8wpR7l3vx5mprGq3mt6jO6vJOrcVHhJZ3d0Eu7wO4bK7N/MnC81GCd3xp0uKpeL/T+Hme3wuBXjx1T3s8Dm86c06jwNktnfmSV9fR/bbX0dN/uS8f0vgdoGYrmvRtqFSvcTVOlTWZSZ6O3ntfV9Ro6XYVLmvvxujHO+o+48ovrutfXdS5uJderUeW/s8je2i1irrF92rzChDdSp/mr72cWce3LEaAxAGjAADRlEDAsQDIAAAKAGAAAAAFRAcQq4LmUEdyA1ACgKzF00ur6a4vPEKkYDAQwACgADTRgAAMAAoAiBQAADCgAA0AAAAAYAAAAUFElAARAUeJJHZnxYipcRHhWeiQDAikAwADtPRT/lL2c/zr/wBOZ1Y5bY3V6egbX6Pq1xFu3tLlTq4WWqbTg2lzwpt+osOHPEzjmIfa0Tjde0i213RrzTNRjOVpd0nSqqE3BtPua3oy6bqdjqVpTudOvLe6t6izGpSmppr1G5lFfPaeaPoT2N5W9/8A69U+8iXQlsjj8VqWO5X1RHp2Yk9ZBv3sn+6XUdmejjZXZu6hd6ZpVP55D6tevUlWqR8nNvHqO4GG4uaFCEpV61OlBcXUkor3nQ9p+lvZTQ6dSFO//Cd1DhQsPpd/jP6q9bDMVvkn8uy7YbQ2my+z15qt3JdShD0Ked9So/qxXi2fF1apVuKtWtdNTq1pTqVXyc5vM37Wzsu3W22qbbajTr6go0LOjn5vZwk3Glnm3+VPx9mDrqiTb2eFxpxRu/mX0v0Gbaw1/QKej31RLV9Pgqby99ait0ai72uD8Vnmeqnw1ZXl1pt/QvdOuKlrdUJdelWpvfF/avB7mfQOwXTRp2o0qVntROnpt99X5zv7Cq+/P7m/B7vHkXy6XK4k0nqp4d2202C0LbBU56raOF7TWKd5by7OtFd2ea8HlHSaPQLo0LjrV9Y1erRz+LXZQbXc5KGfZg9dt7mlcUoVaE4VKclmM6b68WvBoy5RNfl1a5clI1WdOG2b2d0rZvTlY6LZUrSh9ZqG9yl3yb3yfizmJPBp6rqtjpNpO61O8t7S3jxq16ipr3nhnSH00TuI1dP2PcqdOacZX84OLx/BRfD9d+pcy7MeHJmnUNf5Qe2NPUbuls3p1SM6FpU7W9lF5TrfkU8/o72/HHczy7Zlf/qTRP8AvC2/rYHHQj5vxfNm5pd1Gx1XT7ypns7a7o16mFl9SFSDfuTOLe5e5jwe1hmsPuDmzrPSU8dHu0z7tMuf6tnM6ZqVlqdnTu9OuqV1bVVmNWjJTTXqOo9L+sWOlbAa7C7uaVOteWVW2oUnJdarUnBxSS4vj6jleDSs9cRD5RpLcjIY6f1UZOR1vl9XD335Ma/4D15/9uj/AFUD2c8D+ThrdjbPVdHuq1OleV68bm3jJ47VdRRaXe11eHc/M96csLen7DsR4fNcuus1tvmf5RSz0h0/DTqP9Oqda6Mtdhs3txpeoV2o2jk7avJvCjTqYTm/BPqPyTOa6dtUstT29zp1eNxGha07evKDzFVVOo+pnvSaz/8AJ0DqprDWU+OTimdS9jBj9zjRSfw+5TDcUadxSnSrKNSnJOMoyWVJPimjwTor6Vqem21DRtqa0lb0kqdvfvL6seVOrz3cpd3Hvfu9jeW95bQr2lelcW8lmNWlJTg14NbjlidvDy4b4p1Z5hqfQfs3d1ZVbG61LTYt/iaFSEqa8lUi2vLJ2bYfo80LZGUq+m0ala+qR6sru6l16rXctyUV4JI7jmB0nbnpD0TZG3nG6rxudRx9HY0Zp1Jvln81eL941C+5lyx07mXeDHW30pqPNP4HW9iNqrTanZ6z1C3q0VXqQUa9CM8ujV5wfPc/at5yG0Gt2OhaZWv9UuqdtaUl6U5vGfBLi2+SRXHFLdWnxzs7YVNU1LTtOp1qVGpd1428atV+jFt4y+/y5vdzPrjYvZXT9kNHVhpccyb61e4l+Mr1OcpP7OS4Hx7SXa0U3FpPLw+WXk9i2C6ZLvTqdOy2rhVvbaCxC+pLNaK/hIflea3+D4nFjmPD2Obiy5KR0+Pw9P206OdC2s+mvaE7bUEsK9tcQq+Ut2JLzT8MHleodA2uUqr/AAfrOnXNLl84pVKLXs6yPbtA2m0XaKgqmi6pa3a4uNOp6a84vevWjnM/3Zyah5uPPmxdol4fsF0M3eka9Z6rr+pW1V2dZVqVtaU5YlUXBuUuS44S9Z7gGTp213SBs9svTlG8v4171LdZ27VSrJ+S+r5vCL4ZyWyZ7bnvLrPyh9Sp22xdPT+0Xbahc00oc+pTfaSfluivWj57prccptftNfbXa5U1G/SprHZ0LdPrRo0+5Pm+bfN+pHHQR0s19voODgnBj1PlQYKDB1ndTgoBgIBjSIEPBWAwGk4ArAYGxOAwWBNhYArAYIJwGCsBgKnA8DwGANWysbizhVjdW9W3nKW5VKeN3mcfXtbepVcprM33Sx8D2ntFyMc6VKrunCnNfpRT+J6lfV5/1Vcc8SJ8S8X/AAdb/mz/AJw4afbJ/V9tQ9genWTeXZ2z86MPuKhp9kuFna/6GH3HJ/N6/wC2U/grfl5XFQVPqpQbxhLGTZtdJ1C6/EWVy13um4L2vCPUYU4UvxcYQ/Vil8C00zjt6vb/AEVX+C/Muj2Wxt3Vw7u5p267qa7Sf2L4nZNO2b0yxalCj21Vfulb036lwXsOV6/dvOD1vavSNGyr++pQqL9yp/SVP5i4es6l+RyOR2if8N9OHF3n/tz2e9+1mnqusafpFs6+o3lG3p8utLe/JcX6jyvX+la4qxnS0O2Vunu7ev6c/VBbl68nnGo6healdO4vrirc3E/yqjy/L+w5+P6Xe/fL2dTkeqUr2x93oG1/Sbd3vaW2hr5rbPd27WKr8t+I/HyOgWNpd6jd9lbxnWryeXv97Zzmi7J3N31Kt/m2ocerj6SXq5ev2HfbCytrCgqNnQjSp8XjjN97fNnu4ePjwRqkPDz8m+ad2lxOzmzlvpKhWqNVr3H4zG6n4Q+/4HOlGC8uqFlbTr3dVUqUOLfwXezmmXAdetSt6FStXmqdKmsyk+CPNdp9enq9x2dHNOypv0YvjN97/vuI2k1+vrFbqrNOzi806Xf4vvfwOGMOSISAAG1AAAAwANAYhgUMQEDAAAYAAUAAAUVDeyS4cBCrKJKNAABxABxEOIVQAM00QDAAGIYAAAUUAAAwADSgAGAhgAABQBUlAAAAAUAcwHHiSR2V8WIt8WSeBby9IgGAUAGCiCRYGUTY1ewgm2opN8cbiuq+9+1mxgMF2nRVgxP86f8AOYfSfvlRf/kZnwGBs9mrVlS7T8Zmf62/4lqny5GfA0ibWKVr4RCOC8DAipkiHHcZQwBNlcXWnT62nXl1ZPj+1a86X9Fo5Oe1e00o9WW0etuPd89qfecbgOqXbE4aT5hirOpcVu2uqlS4r/vlao6k/a8lRpmTBWDjm7cVivhKQSRQzO3IwQUqU3KhOpSm+LpVHDPngXZZqOc251HxlJ5ftZsYDA65Z6K72hIseAI0xVaaksNJoc6leVPqTubpw/Ndeo17MmTBWBtJpE+YYKVNRSSWEjOluHgZnbTFOI7Kvd6fUc9Ourqym97drWlSz59VrJeAwIvpmccW8tuvr+vXVJ07jXtYq03ucZX1XD9WTi4UVFYgkubwbPVHgTeSmOlPENfsl1ust01+VF4ftRXZ9aalUc6k1wdSTm17TY6o0idcr7dd7Y4RL6pWCsGdt6as6EZSUnFddcHzXrOUt9f1+1h1bfXtYpQXBRvquF6smrgfVL7ksWw0v5hlvda1q/p9nfazq1zD82reVGvZnBx9KhGmsQikvBYNvqoaRmckytMNKeIY4U8GZIeBnHMt6LAwwVgy0kMFDAWAGBADDBQEhgoMEE4KwGBhSwGB4HgyJDBQYAkeB4DAHB2PSrf0sK7062uF305um/tOXtuluz/dtJuYfxdaL+KR06vsPfQz2NzZ1fXOD96NOeyGtR4W1Of6taH3n1FvT8NvNXz8eo54/wBT0tdK2jP69lqSfd1ab/8AMJ9K2jJbrLUX6qa/8x5c9ltbX/7fVflKL+0I7La0/wDoFRecoL7Tj/lmH8f9uT+aZ/y9Duelu0w/m2kXM3ydWvFL3JnCXvSpq9VYtLaztfHquo/e8e46/S2P1mpxoUqa/hK0Psyb9DYe4bXzq9owXdSi5v34OSnAwU/0uG3qGe3mziNW2q1rVsq+1G5qQf7mpdSHsjhHD0aUqtVUqUHOo+Eaay36kekWex+l0MOtGrdNfvssL2I5+2o0bSn2drRpW8O6lFQz544nbpjpTtWNOrfJa/eZ28803Y7ULjErvqWdP9LfU/mL7cHcdJ0Gw0vEqFHr11+7Vd8/V3eo5bAJGmBgMGvqN9a6dR7W9rwpQ5Z4vyXFnRdb2xuLrr0tNi7ak93aP8Y/uG1iNu1a9tBZ6RFxbVa75UYvh+u+XxPONW1W71a47a9q9fH1YrdCPkjSk8tt8XxAw5IjQJKNvTdNvNSqOnY21Ws1xcVuXm+CDVd2ns0gO5Wewl5JJ313bWv6Oe0n7t3vOTt9hdMX4/UbiT/Ril8cmeqPh2a8TNf4eeDPS/2C6NJYhfXK82vuNS46PItN2mppvuqQ+3P2Drj5bnhZI+Hn4HZNQ2K1mzTlChTuYLnQll+x4Z16rTnSqOnWhOnUXGMlhosWifDrWx3pOrRpAwAqKGIAGAARTAQwAAACo72ZYmOBkLCmAAUUADABiGFUAAaaMAiADAAKAoAABiA0pgAwEMAAAAAACgKoAAABiGABHiARJbwO0SW9+Yhy4iPAs9IAAyKQDABAMAoGIYCGAGQAABoAAABQAGQAAZaNIAiMxLRDACAACgoSABgIYDwZUFElEAMB4IEPBQGVSkVgYzKlgaRWAMgwAwJsGBhgobaTgrADIFgYYGQLAwKwRUlYHgMAGAwMrAEYHgoEjInBWB4DAUsAPAGQh4HgMAIMDAGmfIZOr0dttLn+MpXVPzpp/BmzT2s0WX/THD9alP7j7bb47TnwOHW0uiv/APcKf82X3BLabRV/+4UvZL7ibhdOYA4CrtdotPhdVKn8XRn9uDRr7dWEfxFrdVfPqw+1l2updtwGO5Hn15txeVN1pb0aMe+X0j+xHA3mtaje5+cXtZwf5Kl1IexbhteiXpmo61p+nZV1dU1UX7nT9OfsXD1nU9T22uaqdPTaULaH75L05/cvedP4AZ230QzXNzWuqzq3FapVqvjKo8sxkgFUZ7GzuL24hQtaU6lR8Evj4IvStOr6ldqhaxy+Lb4RXez03SdNoaXa9jbrLf15431H3v7g7XH405p/Rw2j7I21qlV1Fq6r8ezX4uH3/A7PGXVpqlBKFNLCpxWEvJIhvc96Xmdd1Xau1tHOnaR+c1Vz/c16+ZdR8vU1h40fh2TOdyJnLs1mo1D9Z4PNL3aLU7vKncyp03+TS9Fe7ecTJuTzNtt83vLt17+ox/ph6721OX1KtN+VRFdpUp7110eQY8DZtb27tJ5t7itSf6FRjqYj1H81ewUNRnHdNddd7e8rULGw1yli4hCpPHCS9OHk+KPPNO2uuKWI6hRjcQ/Oj6EvuZ2vT9RttQp9rY1m2t7i904+o47YaX7x2l26cjHljXn9HV9pNjrrTFOvaN3Not7/ADqa8e9eJ1U9usNSVTFKtxzukdX2x2QjVp1L/SoYqL0qtCK3S73Hufhz+PHFppPTd1OTw4114v8ADzsAiM5nnwAACKBi3DCAACIVkgWKI4moUyoklRABiGaDKJKCgBgGgEQGUAAUABEANBgIcQoABxAAAAAoAKJKAAAAGFAAIoYR4gEeJLDtMuIi3xZB8/fy9MAGAIAYhhSAYAIeDn9j9lNW2t1Gdro9BOFPHb3NV4pUV+k+b8Fv9W8942W6G9nNLhGpq8amsXXOV1upJ+FJbsfrZLEOpm5tMXbzL5jnXo03idalB9zkgjdUG8KvSb7usj7csNH03T6fU0/T7S1pr8mjQjTXuRd1pdjeRcLyztq8HxhVoxkn7UXph1f5pP8AtfE4H0rtR0N7N6pSlPSqc9Hu+MXa/ic+NJ7sfq4fieCbWbM6rspqnzHWKHUcsujXp76VeK5xfxT3rywzMw7fH5lM3bxLgwAoy7iQO6bBdH+p7YTVegla6XGXUnd1U8PHFU1+U/d45WD3PZzoo2T0mEHV078IXC41dQfa5/kfi16ka06WbnY8U68y+U/nFBPDrUv5yHC4oyeFWpt93WWT7fttOtbSmqdra0KNNcIU6cYr2JGG/wBD0rUafUv9Ms7qL5VreM170XodWPVO/wBr4uiUfQe2HQtpF5SqV9mm9LvOKpZcrep4NcY/yfYzwbWdMvtG1Ovp+rW0ra8ov0qct6afBp80+T+1NLhvR3uPyqZ/HlpgBvaDptXWtd0/S6Dcal5XjR62M9mnxn6kmzMRvs7N7xSJmfhpxXgB9UaV0YbHWNqqK0G0uWuNW7h21ST725fZuORXR9sev/pnR/8AU6f3HL7TzJ9Wr/tfI+/uDD7mfXP+D/Y//wC2NF/1On9xX7AdkP8A7Z0b/U6f3E9o/msf7XyLjwKPrn9geyP/ANtaP/qdP7jzTpe6PNFstmbvXNCsqOnXNjiVWlQj1aVanlKXo8E1nKa7sPwTiax+p1vaImNPERiid76N+j272um7u5qTstDpy6rrRX0ldrjGnnckuDm+e5Ljjiikz2h38uemKvVZ0SdSnT/GVIQ/WkkOlUp1FmnOE/1WmfWeibB7M6NTULHRrFPnVq0lVqy85yy2bGrbH7N6nQ6l/oWm1t25u3ipLyaWV6jf8P8Aq87+bxv7ez5HiM9P6Sei97PWtTU9AlWudNprrV7eq3Uq0I85wfGUVzzvXHL5eYxaayuDOG9JpPd6PH5FM8dVQUSczsjoF1tPr9tpVm3T7T6StWSyqNJcZ+fJd7fmYiOqdQ5smSMdZvbw4nAz6Ivuh/Zqtprt7Snc2t0o7ruNacqjffJN4flheGDwPWNNuNG1q90y8dOVzaVOzlKDzGW7Ka8008cjWTFNHX43NpyJ1Hlp4KAeDru4Q8BgeCBDAoKnBUQwPBAYDAyjInBQYHgKWBjwGAaIeAKwZa0nAFYDAElDwGCBAPA8BUgVgWAPEgAD7V8gYgGGgAAQMAAKAAAAzW1CdxcU6NGLnUqNQjFc2YzuewenJQq6hUXp/iqOeX5z+z2lcmLHOW0Vhz+jabS0uyVCniVR76tT85/cuRvVK0KFKVarNU6VNZlJ8EhnRdstX+c3Ds6Ev2vRfpNfukvuXAr2cuSvHx9mvtDtBU1GcqNDNO0T3R51PGX3HAAMjxb5JyT1WAAMMAAANAyW1erb1oVaE3TqReVJPejGAV3nQdajqMOwrpRu+SXCovDx8Duuj3vbJUJ8UvRfeeJwk4yUoNqaeU1yPQ9A1P8ACFrCv9S4ptKql38n6xkrGSvTL0uJyZmdT5anSFs58zl+FLSK+b1XitFfkyfPyfx8zpB73bqjq2kulcR69OpF06sfc/vPEdY0+el6pc2VXfOjUcM965P1rDOthyTO8dvMOHncf27dVfEtIAGdh0wAAAFRJHHiBliOIhxNKZRJRoAxDAZUSSohTAAiUAwANAAACgADQBgAUDEMAKJAooAAKAAZQhgAAAAFAR4gMlh2p8WSU/rvzJPnr+XpAAAigCgIqTm9jtnrvarX7fSrD0J1F16tZrKo0lxm/aklzbXmuEkehdDW2mlbIajqENZo1KVO/wCzXz6K66pdXPoyS39XLbyvX3mocHJm0Y5mkd30ZszoVjs5pFHTtKo9lbUV5zlLnKT5t95zOTU06+tdRsqd3YXNK6tqizGtRmpxa8Gjznpf6RP2KWsdO0iVOetXMeusrKt6f57Xe+S83yw9vna0tktqPL0i6vLe0h1ruvSt4cnVmo/Eq1u7e6pdrb1qVan+fTkpL2o+IdSua+q3crrUq1S9uZPLq3Mu0k/bw8kZtD1K+0DUKd7odzOxuYtPrUtyfhOHCS8GNu7/AC62vPd9vnXdtNm7TajQbnS7xYVRdelV6ibo1F9WovFe9ZRGwG0Mdq9lbHVVBU6lZONWmt6hUi8SS8Mo7IHQ70l8QXtncadqFzY30OzurarKjVjyUovDx4c14HceizYie2WsVXcOVPSLFp3M4vDqze9Uovllb2+SxzeVl6drKNl0m3s6a6qu7ejcv9Zp03/Vo7V0J7f6HpGlrQdWUdNrSrSqxvJy+iryk/yn+5tLCWd2Et/IkR3e3mzXnjxavmXu9la0LO1o29tTp0aFKKpwpQWIxitySXcbGSIzTgmmmmsprmeD9MnSbcW1/W0DZe6nSnSfUvbyk/SjL96pvk1za4cFvyV4+PFbLbph7jc6hZ2WFeXdvQb4drVUc+1melUp1KanTkpQlvUk8pnwvUpxrVZ1a6VWrN5lUq+nN+be9nZNhdrb/YzVaVzaV6n4O6y+d2efo6lPm0uCklvTXd3E271/TrVruJ2+yDzjpm2OjtNs1UuLWlH8LWEZ1beSW+oksypPwklu7mkeg0KtOtRp1ab61OpFTi+9PejMJh59LzS0TD4apSUoKSeU1leR3roSodt0m6Q5LKo069b2U2v/ADnU9ftY6ftFq9lTWKdte16UV3JVJpL2YPQ/k6W/bbd3lfq/4tp79tSpBfCDOOI7voOVk3x5t+YfSgAePfKQv6tpszpNK3r1qNStfZc6VV021GnPmmubRyPn8eP3LRWPl7D1v74DrefsPh/8JX/LUL//AFur95cNT1LlqepLyvKv/uJ1w9D+V3/L7d63j7jzHpz1y1sNhr/T51oSv9RgqFGip+k02utNrkks7/Jcz50/COoyWJ6nqM13O8qv/wAxhhHM3JtucuMm8t+bMTkhy4vTJi0TaW5pVjPVdVs9PoNqpeV6dvF93WeG/Usv1H2NpVhbaXpltY2dJUra2pqlSiuSSwfJ3R/ONHb7Z2dRpQV9TTb8U0ve0fXfLBcXhxeqTPXFXm3Sb0kw2TuKen6fbQvdUlBVZRnNxp0YPg543tvDwl5vG7PEbB9L09X1e303aCwpWk7qSp0bq3qt03N8ISi98c8nlrO7ceedMtGpR6SdXdVNKrGjVpN86fZJL3wmvUdY0ShWuda023tE3cVbyhGCXHPaQefVjPqJ1zvTWPiYpwdfzp9lSWYtHyX0h6FHZ3bTUtPoRUbVyVxbpcFSqb0vU+uvJI+tG97PnX5Qjitu7TGOutOp9b/SVMfaMsbq4/TLzTPr4l5q3hcG3wSistvkl4vgfTPRHsh+xXZ/r3kY/ha+aq3L49nu9Gkn3R+LZ5t0HbIfhbV/w9f082VhUxbxa/G11+X5R/peR9BzkorLeEubJix67uX1Plddvap4h1zpC2mpbK7LXepNKpXX0dvRb/G1X9VeXN+CZ8qVKte7ua9zdVXWua9R1atR/lSe9s7X0o7X/sv2jk7eTelWbdK07qn51X18vBLvZ1WCODkZNzqHd9N43t0658yaQykhnVl6hYAeAwQLA8AZbahUurijb28O0uK9SNKlHOMyk0ks8t7CTMVjcscSj1e06FL+Vund6/bU6rW+NKycop+bqLPsR0LbPZi82S1ilYXtejcqtSdWlWpJwyk8PKfB8Ob4nLbDaI3MOvi5uHLbprPdwowiWdd3ITgrAYHgyEMMDwFLA8FYDBBOAwVgeAFgMDwPBFTgMFYDAE4DBWAwB4WUSUfbPjwAARoDEMEGAAFAAUA4Jymkllt4S7z1ewtlZWdG2XClFQb73zftyed7N0VW1uzi1uVTrv1b/sPSYmoen6fTtNmhtDffg/R69aDxVf0dPzf9mTzI7Zt/cZrWltF7lF1WvFvH2e86mRwc3J15NfgBEADpmAAGgAAQAFAUScvsze/MtSp9d4o1fo6nr4P1M4oAtbTS24e07OV3R1DsJt9SrlY7mde6XtN6tez1OC/GLsKr8Vvh7sr1IyaPdynZ2F7nNRxjNvxW5+9HZeki0jdbHXk1v7Hs60X61n3NnSzz7WauT89ntZYjLgn9O7w8AjwA7rxTAAIAqHEkuAgWOIojNKZRJQDAANCwAIhTAAKGAgDRlRJKNBgIeQoAAAYABQFAAUAAFAMAAAAAoAAAAAZLDtb4sQ5LexHz1/L0gAxGVADANFgmSLA0y3dA1rVtnbp3GgX9exqN5kqeHTqfrRe5+w1tSvbrVdTudQ1KvO4vbmXaVqst3WfDguCSwkuRiwGBtn26Rbr13SkKeEm20klltlvcekdDmwH7Kb1arqtF/gO1qejFrdd1E+HjTXPve7vFWM+WuKvVL17oQ0utpfRxp0bqM6de5dS6cZcYKpJte7B358AjhI4rabWbXQNCvdVvqnVtrWDqS733JeLeEvM3L5u0ze8z+Xzd0+XkbvpLuaUHn5paUbeXnh1P/UR5/wBVNYe9GfUL+41bUrrUb15ururKtV8G3nHkty9REeBiZfR8fH044rZy+gbUa/s/Q+b6LrF1a22GlQyqlNZ7oSTS9WDgoUlFY3vxby35mbAibckY6UncQWDNZadcarfW2nWUXK5u6it6SXfLdnyW9vwTMUnj24SW9t92D6F6FOj2polP8O65QdPVK8XGhQnxtaT7/wCElz7lu7xEODl8iMVf1er2NCNpZW9tTeYUacaafeksfYZ5NJZk0kuLY+B5102bVR2c2PuLalU/4Q1KMrW3S4xTWJVPUn7WjkfPVrN7ah8169ex1LaLVb2n9S6u61aPlOo2vcevfJlt/wBv7S3OOFO2pZ/0jPEaa6qSSwkfQ/yabZU9mtZuv36/7P1QpQ+1sxHmXucz6ONFf2exHjXTps5rm1Oq7P2Gg2Lr06KrVa1aclTpUs9SKzJ+T3LL8D2UDTxMd5x2i0eYeFab0CxnSi9V1ucar4ws7dJL11M59i8jZuugSzdH9o6/e06nfXoU6i9kep8T2vKHkdEOeeXmnv1PlTavo12g2apyr1qEb+yjvd1Z5fUXfOm/SXmsrvaOn0mmk0009+4+2Twbpm6PqVlRrbSbP0VGlH6S+toLqxS51orlj8pevjnPFfH+Hf4vqEzPRl/y8jzUpzhVoS7OrTkqlOX5kk8p+1I+sdiNpbfarZ+21G1aU2upXpZ30aq+tB/Z3ppnyYnlHK7NbQalszqnz/SK6p1GurVpTWaVaPdNfB8V7TGPJrtLtc7izyKxanmH0xtpsVpG2FCnHVKVSnXo57G6otRq088VlpprwaaOM2N6MdD2WvPn1vK6vdQScY1rqafZJ8epGKSTffx8Tr2hdN2j1qCWs2N9Y3C4ulH5xTfk16XtRv3nTTstShJ234Su5/mws3T99TCObceXje1niPb1L0e5uKVrbVK1ecadCnFznUk8KKS3ts+Xr2Vz0l9JN3DTVKEbuaVOePxFrTSXaNe/HfNIrpA6SNS2ppTtlF2Gk8Xa05dadXHDtJc/1Fu8z2Hod2NWzGgfO76ljVtQSqXGeNKH5NLwxnL8W+5E+9zRjni06r/dPh3TRNLtdF022sLCiqNtQgqdOC7vHvfezy3p42xdlarZvTauLq7h17ycXvp0X+R5z+Cfej0PbjaK32V2cudTuF1uz9GlSzvq1H9WC9fuTPk+6vLnUtRub/Uarq3l1UdWtLvb7vBLCS7kiZbajTXA4/v367+IKnFJYRnSMalFPDks92TKdCX0df8A8QkPARKOOWwAy6VKpXrU6NCKnXq1IUqcW8ZlNpJe1iI2kzFY3LHg5LZPdtdoP/eFD+sR6fbdCv0MPnevVu2x6XY28VHPhltm/o3Q9Q0/WbG+nrd1WVpXp3CpOhTSk4PKTa3nZpx7RMTLys/qOK1JrEvV4nhPyiFjXdCl329wv9ume7HSdv8AYG22xuLKtcX9ezrWsakIulGMk1Np78r9E7eSJmsxDx+LljFmi9vEPm+HAs9i/wACdKPDaC69dtTZ5/txsrcbI6pRt69zG6t7iDqUKyp9m9zSkmsvesrzyedfj2pG5fRcfn4ctuis93Xki8EreZMHBLvpwPA8FYMiMDwVgeCKjBWB4HgCcDwPAYIFgMDwVgNIwGBlYA8FKAD7Z8aAAA0YAMKAACCgACjndilnXafhTqP3Hf4nnux8uz1+h+nGUP8AYZ6FE1D2OB/b/wCXQNtZ9bX6i/Mp017s/acGc/ttT6uuuX75Sg/dj7DgCPM5H9237gAAOI4nPW9lbxorrxU5tb22cDE3KV9Vp0+rueOGTjyRaftcmOaxPdjvaUaNzOMPqfAwjnJ1JuU3lsRuvjuk+QAAUBJRIHoGzD62gWafLrr/AG2d/wBp2qnR7qM8bp2Ta9iOh7MU+poFh4qU/ezve10ux6O9Qg2lizUd/i0vtOhz57Uj9Xs4e2Gd/h4IAhnfeLAGIZFBcCC4FgZIgAyqCiSgGADNCgAApgAFDAAiGlAAGgDEMKAiA4lAAAFUAAAAAygAACgBgAAABogACWZdtfFiG+LEfPWemAAZkIAGGiGIAAUgk1Fb+/Hme2dFfRO59hrO19vhbqlvp1VcO6dZd/dT5c9+5biHX5HIrgjcuv8ARf0XXO0s6Opa9SqW+i7p06X1JXa+MafjxfLdvPpCztqNlbUre1pRo29KKpwpU4pRiluSS5I2IrCwamqajaaVY1r2/r0ra1ox69WrVeFBGnz+bNbPbcruK9G2t6lavONOjTTnKcnhRS4ts+XulvpAlthqMbTTZzjoVrUzTzudzU/fH4L8levjjD6U+km42vrzsNNVS20OM/qPdUumuEqndDuh63v3LoEESZelwuFr+pk8rgjISkUcb1tAIU5VasKVOnOpVqSUKdOmm5zk+CSXF+Bs6bZXWpX9Cx0+2qXV1XfUpUaS3yfwSXNvcj6Q6MOje12UpwvtQlG61ypH0qiWadBPjCln3y4vwW4sRt0+Vyq4Y18uK6KOi1aLOjrW0dOFXVklKhbcY2vnylU8eC5d567uSFwOs7b7X6VslpTu9UrSUpejQoQ31a0+6K+Le5czkeFa9s1tz3ltbU7SWGzOjV9T1O46lCnujH8qrLlCC5t/28D5M2u2hv8AazX6uqak8Nrq0aKeY0afKC+182ZdtNq9R2x1l32pPs6ccxt7WDzChHuXe+98/BYS4aCOO8vY4XE9v67eTUdx3jo06QrvYqpUt6lv890mtU7SpQg0qlOW5OdN89yWU+7iufS8CkjjidO9lxVy16bPqrS+k3ZHUbXtoa3a20ur1nSu5djUj6pfZk862z6bajqzttkreLpLd89u4v0/1Ke7d4y9h4tOSU1T6yy+CzvLUTfW6WP0zHFtzO3Z6vSJtlVq9pLaK9i+OKcKSXs6uDuGxfTNqlnd07fat072wnJJ3lOmqdWj4zS3SXkljxPLOqTJLnw5mIyTtz5OFhmutPtulUhVpQnTkpQksqSeU13irU6dWlOnVipU5JqUWsprmjqfRFOtPo12ddy5Op8yhvl+b+T7sHcJcDsPnJjpnT422i0r8A7SappCz1LO4lSp5/e+MP8AYcDUxk7Z0zKK6Utc6nPsOt59jD+w6pA6WTtaX1fGtNsVZn8Mbp+ApUzYwb2z2jXW0Ot2mkaduuK731MZVKmvrVH5L2tpczNO86byXjHWby7n0KbGrW9ZjrF/Tzp2n1F2UWt1aut69UNz88dzPow43QdLtdC0i00ywp9S2oQVOmufm+9t72+9nm/Tltl+DNP/AABp1Vq9vI5uKkHvo0fvlw8svuO7GqQ+ayWtzM2oefdJm01Tbfaqja6Sp3NlQqO2saUP3aq3idRefBPklnmz0HY7oesbOhCvtPP59ctZdvSk4UafhlYdTzeF4HBfJ20OjWv9R1utSTlaqNrbtr6ra61Rrxx1F7T3S5rU7ejOtXkoU4rMpPgl3ma139UuTkZpxf0MfaIcTS2S2dpUexp6HpcKeMdVWlPf7jqm0XRJs/qVKdTTIPSbvHoyto5pN+NLhjyw/E6jedOU5ai3p+ixraapbpVa7hVqR78YwvBP14PXdmNoLHaXSKOpaZNzt6ud01iVOS4xkuTRfpv2cUzn4+r94fLuuaPfaBqlXTtTo9ncU96a3wqR5Tg+afu4M0on0H02aFT1PY+4voxXzrS185hLn2a/GR8nHf5pHz3TeUdDkY+iez6Hg8r+Ix7nzCja0q7jY6xp95WWadtdUq9TCz6MJpv3ZMGBSjk4aTqdu5ekXrMS+tLXWNNu6Ea9rfWtWlUWY1KdaLTXtM0L+znJU4XVCcm8JKom2z46nZ0JycnRp5fF9VHKbI2lFbYaBijSU/wjQw1TSa+kR3qcqJnWngZPSvbrN+rw+vEYbi5o0Yrtq0KeeHWkln2mVM8F+UhTjV1jQIzhGeKFZptZ/Lgc979NdvOw4veyRj/L2+WpWn/WaP8APj954Z0565ZaprOm2djXp3FSzhUlXlCSkoOXVxDK54g21y3d55bC0o4/E0v9GjZo0VFJQiklySwdPLyd11p7vG9M9rJF5nwzU+BmwKEcFHQl7BYDA8FYMtJwVgMDAQYGNICcDwPAYIFgMDwVgmxGAHgrBVeAlElH274wDAA0BiHEKCgAgAACjc0i4VpqlpXk8KnVTflnf7j05rqya7jyU9L0S8+faZb1m81EuzqfrLd/b6zUPS9Pyd5q4bbq1cqNpdJfVbpS9e9fadOPU720jfWNe2qNJVI4TfJ8n7Ty+tSnQrTpVouFSm2pJ8mSfLj5+Lov1flAAAdEwAA0oCQyBQAAUDp05VKkIwWZyeEu9iOxbGae6947yovord+jnnL+zj7CwtKza0RDu+lWa69nZ0+EWqf2HJ9Ld5G22T+bQeJ3NeNNJdyXXf2Gzslada6dzNfR0liL/Sf9h0Tpd1T55tFCypvNOxj1H/GT3v3YXqPNz/1eTXFH+nvL180xjwT+roowA9F4wGIYUFwILgIGSIxRGVQUSUaDGKIwoKAChjEAAOIhxDSgADQBgEQoGIZQFElBQADAAACqAAYAAAQAABQCGEeJLDtz4skp8WB89fy9NIFBgy0kAwUBJlt6Fe7uaNvaUalxcVqip0qVNZlUk+CX993F7iD0n5PdrSuekKpUqJOdrp9SpT8G5wjn2Z9pYjcuDkZfaxzZ6J0X9F9DZ10tU1yNK51lLMIrfStf1M8Zd8/Zjfn1QSGcj5zJktknqs0dSvJ2On17pW9zdOlHKo0I9apUfclu3nzn0gWXSLtrfKd5s5f22nUp5oWUZ02o/pz9P0pePLl4/TQsLuBiy+3O4h8gx6ONsVx2bv8A20v/AHF/4O9sUs/sb1F/6L/eH15hC3E1DufzHJ+IfEt/ZXWm3k7TUrS5srqKy6NxTdOWO/xXitxu7MaBqe02qw0/RrdVa+OvUqTfVp0Y5x16j5LwW98uePcPlHWdCWyFheqCjXo30IxqY39WcZJrPdui/wCSjU+TPb0loGu18RVaV9GnJ439VUoNL/bftZnXd3J5tp4/uRHfw7r0fbCafshZLsfp9QrRSuLypDE6ngl+RHw9uXvO6ABt4t7Tedy65thq+o6PpE6uj6LdatfT9Glb0Wks98pNrC97PnHXdkekLaHVKmo6toV7Vuqm769JRpw5Riu03LwPrHAsLuI5MOacXeIfIq6N9sl/9N3386l/vBz6PtsaUHKWzWoNL810m/Ypn11hdwpInTDtfzLL+IfEko1KdSpSrUqlKrTk4VKVWLhOLXJp70z0Xoz6MrzaeMNR1ftbHRc/Rpbqt15fm0/Hi+WOJfygralbbfUa9OCi7uxhKphfWnCpKOfPHUXqRzvQ50kUKFrb7O7QVVS7L6OwvKkvRa5Uqj5NcE+a3ceOIiInu7ubPlvx4vj/AOXq1PZHQaGiy0inpNqtOqLE6Dppqp4tve345yeI7ZdD+saVXq3Gzj/Cem5zG2csXNFd2/dUXjufnxPo8DkmN+XlYuRkxW6qy+Lqmk6rRr9hV0jVI1847N2VXP8ARO57F9Fmu61f0qmt2VXTNITTqOs8Vqy/NjFb4Z73jB9Pbu4RmKRDs5PUct66jswWlrRtbalb28FToUoqnTpx4QilhJeourKNODlUcYwSy23hJczJk8V6b9u6dC1uNmtJq9e6rx7O9qxf4im+NP8AWkuPcvNGpnUd3TxYpzWitXke1WrLXtrdY1WDzSurmU6T76axCH+xBP1mnBbjDRhhJJYSNlbjz7zudvrcVIpSKx8FNxp03Um8Qgsts+h+hnY97P6K9Sv6PV1bUYqc1Jb6NLjGn4Pm/F+B5x0PbKR2g12WoX0U9O0yUZ9VrdVrcYJ+C+s/5HifRzOzhx6jql4vqnK6p9qnx5cLtfr9tszs/c6nd740Y4p0099Wo90YLzZ8nape3Wq6jdajf1O1vLqbqVZePcvBLcvBHcelna97U7QSt7Kr1tJ09unSknurVeEqnl+SvDL5nT1Exmyd9Q7PpvF9uvuW8y92+TrOL2S1GmsdpHUanWXnTpte47V0oW9e56PtoaVtl1JWdTdHi0t7XsyePdC20UdD2ren3NRQs9U6tOMnwjXX1f5yfV88H0XnKw1nwZz456qvL5mOceed/u+LerneuD4HvHydIVobOas55+bu++i8WqUOt7/gbOo9DmiXWoSr2t5fWVvUeXbUOz6sfCLabS8N+OWDv2haTZ6Lpdvp+m0lQtqKxCKbfi2297be9t8TOPFNZ3Lsczn0z4opWGHbWcI7I63Krjs1Y1+tnu7NnyfZpqlSUuKis+w986ctoIWOzUtGpzTvNS+j6ie+NFP6ST8H9X1nhFFHX5k94h2/R8c1pNp+WbAYHgZ0dvbY5I2NGuaem67pd/XU+xtbyjWn1Vl9VTWd3Pdkx4JcTVL9M7Yvji9ZpPy+n6G2GzlxRjUoa5pk6bWcq5pr3Nni/TLrun69r9itLuKdzTtKM4Tq0nmHWlNPCfPCW/HedCdCLeXGD80jNCmdjJyuuutPO43pkYMsZN70KVPcZVEaiVg6cy9VOCwwPBlosDwGCsEEgVgeApYHgMDiQIMDKAjAYHgoCMAXgMAfPpRJUT7l8YBiGRoDiIYUFRJKI0AAChnY9j790L5Wkn9FcNRXhU5e3h7Drh3Xo402FavX1CvFPsWqdHPKT3t+pfEzfJGOvVLn4tbWyxFfL0DTdna9dda9qfNqb5NZn7ORes9Gmmao3XldXMblpJ1Eo7/HHM5yxvO2ilN/SJe036NSUX6DwfOcjn8ibedPo7ceuSNXh4RtXsJqmzlN3Mupeafn/GKK+r+vHivh4nVD6onTpXdCrSrwhOnUi4VKbW6SfE+bdrNMWjbRahYQz2dGrinl7+q1le5o9P07nW5G65PMPD53DjBq1fEuJAAPTeeAAA2AA5LR9IudUq4oRxSX1qsvqr734Ais3nUMOl2NbUbpUKC38ZSfCK5tnpGn2lKztKVvQX0dNcXxb5tkaVptDTbbsaCy3vqVGt8n4/cbrlClTnOrOFOnFZlKT3JF3p6/G40Yo6r+W9W19aBoFerUcG1nsabX4yo+Cz7/AFHjVetVuK9WvXk51asnOUnzb4nKbTaw9Xvs08q1p7qMH3d/mzhzgx4Yra2T5l0eXnjLbt4gAAHM6oGAEUFwILhxKMkRiiM2qgAAKCIRKiFAABQwAYAAAGlAAzQAiABQMACgokooBgAAAxBRyHEAKAAAgAACtAI8ShR4ksy7dL6zAcvrMR85fy9MAA8GWiAYATg5fZDaO82V2gt9VsacazpxdOrRnLqqrTeMwzye5NPvRxIpLJqJ0xkxxkr0y+gqPTxs46SdXTNbp1Mb4qjTlh+fabzP/h32Z/6hrn+r0/8AeHzn1Q6prrdH+W4v1fRf+HfZn/qGt/6Cn/vBR6d9mf8AqGt/6Cn/ALw+dezDsx1n8txfq+jI9O2zL/6Drf8AoKf+8D/DrszzsdbX/wDj0/8AeHzp2YdmTqP5Zi/V6L0qdJFPbK1ttP06zrW+n0aquJTuElUqVEmksJtJLL55e7hjfxvRht7V2HvrvtbWd7p164uvTptKpTklhThnc925p44Lfu39PUQcR1uxHFpFPa+H0OunbZlr/Etb/wBXj/vB/wCHfZn/AKjrf+r0/wDeHzt1PAOzHU6/8txfq+iP8O2zXKw1v/QU/wDeC/w7bN87DW/9Xp/7w+eOzCNMe41/LMf6voldOuzT/wCg63/q9P8A3gPpz2bxu07Wm+7sKa/9Q+eOzK7MnuJ/LMX6uf2+2or7YbR1NSqUXQoU6So29DOXGmm3lvvbeX6lyydelBODTSae5p8zJCngyYOKbvQx4Yx16I8O27GdJOv7LQp20JU9Q02O6NvdNqVNd1OpxS8Hld2D1fR+m3Zq6pr8KU77TKnN1aPaw9UqefekfPXVF2ZYyy6mX07Fknfh9R0ulHYyqsw2hs14Tck/Y0cfqXS9shZ05uhe3F9UXCnaW83n+U0oe1nzX1GVGkJzOGPSqfmXo+2HS/rGtUqttotD8EW0lh1ev1rlrwa3U/Vl+KPN6dLzbby23ltmSNPBkgsHFbJNno4ONTDGqwcY4HJFAcDs6dp2A24vNkLmrCNL51ptzNTrW+VGcZYS61N9+Etz3PC4HbNu+linqmiVNP2dpXdvUuodStcV0oulF8VFJvMnwzwXLJ5X1QUTmjPMRp0snAx3v7kx3Y6FGNOKjCKUEsJLkbGBxWC8HXmXerVr1qSqRcZpNPimelbF9LGo6PQpWevW9XU7SKwriE/2xFd0k91Tzyn5nnmCJU8m8eWaeHDyONjzxq0Poeh0tbIVqSk9QuKT/MqWdXK9kWcFtB00WFGm6ez9jXvazW6rcxdGlF+T9J+WF5ninZbzJCjg5p5U6dCvpGKs7ncsuo313q2o17/UqzrXVZrrVGsYS4JLklyQoRwOMUjIkdO95nu9XHjikaqWAGPBxuTRYDA8FJEaT1Skh4HEBYHgrA4kCwGB4GRSGGCsEE4DBeAwBGCh4HgCRjwGCKWAHgrAEYHgrAYA+eSgA+6fFmAhkaAxDCgoAI0AAIlDPROjyuvwPXpL68a+X60vuPOzl9m9XelX/Xmm7ep6FVLjjvXijjyV666dnh5YxZYtL2C2ruMk08NHO2d5Cr6LahU7uTOpWd3QuKMK1vUjVpPhKJuRrR7zx83Hi76SMnV4dxg8HQdrbOy1TV7t3FvTqb1DrJYksLHHibOp7YUdCtH203VuGvoaKxl+Pgjr+na1Zai/o7hKq97p1fQl/b6jm9O4k47Te3/DrcjLivPtTPdwN7sct8rG5/k1l9q+44mts1qtJ7rbtV305J/bk9GkmuO4R7WnTvwcVu8dnmf4B1ZvH4PuPWkjcttlNTqy+kjSt1z7Som/Ysnf9wRx3jpYjgUj5l1/Tdk7W3aldyd1Pux1IezizsMIxp01ThFQglhKKwl6gqVIUabnWnCnTXGUnhe06/qm1dlbKUbNO6rd/CmvXxfq9ply/wBHjx+HN3VejaUXWuKqp0lxk/77zoW0OvVNUl2VNOlZp5VPnJ97+40NS1K51Kt2t3Vc2uCW5Q8kaZHQ5HKnJ2jwYAAdQAAwAAAgC48RDiFZBiiM0qhiGaDCIFBREYAUAwANAokoAGIDSmAAFMAACgACh4a4gGW+LAKBgAAAFASBQABJQBoCjxGOJLeGnb5/WkSVJb2SfO2d+ABQGXIAGBBCi5SUYRc5yeEkstt8ElzZyq2W2jaytnNba7/mNX7ju/yfrSjcbc3FatTjOVrZyqUsr6snNRyvHGV6z6SOWIeTyudbFfprD46/YrtJ/wDbeuf6jU+4P2J7Svhs3rf+o1PuPsXKXP3i66/OXtGnB/M8v4h8XX+j6rptNVNS0rUrKm3hVLi2qU4Z82sGmkfXHSNG2lsHtCrtx7D5jWzl8+o8evOMHyNTk3FN8cbyTDv8Lk2zxO/hkSHgWQycbvmGADJELAYHkAowVgBkBhDwIZiVhSQ8AOJmVGAwVgZlSwPAzsGwmzNfa3X46fTnOlbwh211XSy6dPOEl+k3lLyb5CIm06hnJkrhrN7OEs7O7vrpW+n2lzd3HHsqFJ1JY73jgvF7jtlp0YbYV4qT0mnRT5Vrmmn7E2fQ+z+haboFhCz0m1p21GHHC3zffJ8ZPxZycqkIY68oRzwy8HZjBEeXh5fVMtp/pxp8u6j0e7W2NNzqaHVrU1xdtWp1cepPrexHWJKVK4nQrU6lKvT/ABlKrFwnHzT3o+y+HE6/tVsrpW01r2WqWkKrS+jrR9GrSffGXFeXB8yX48T4axeq3if6kbfLESsHKbWaJPZvaG70qpcRueyUZU6sfRbjJZXXXKXevJ88LjYnSvExOnvY7xkrF6+JOIwDJhy6UGAGAJbz1To46O7HVdDoaxrqq1YXS69C1pzdOMaedzk1htvjxwsnlnA9o6Kdt9MloNlouqXNCxvrOCoU+2koRrxX1ZRb3ZxxXE7HFiszO3meqTlpjj2/Hy4vpE6ObLSdFuNW2fVWELWPaV7eVV1E6f5c4uWWmlvxnDSPLUz23pV220yz2dvdMsbmleahf0XSjTozU1ShNYdSTXDdnC4t+GWvD6JOXWsT2Z9JvltSetlKADpvYMAGTQWBgWRQkMQ0yGlYDADiRRgeCh4IIwGC8AAsBgeB4IJwPA8BgyEGB4KwBGB4KwAV86lElH3j4oDAA0YAVFZIoSNi8oOjcThjhj4GbT7Od1XpwprLbSOxbe6RU0/V/qvqOlTw/Vj7DgvniuSKflzxinomzqGAHJYYjncQAAKNqyv7uxqOdnXqUZvj1Xx8zkZ7UaxOPVlfS6vfGnFP24OFAzNKz5huMl6RqJldSpOrUdSpUnUqTeXKTy36yJLIAbZbtpqt/ZrFvd1qa/N62V7GclT2r1WKWZ0an61FfYcEA2sZMlfEuxPa/UGvxVqn39k/vNertRqtRPFdUv4uml7zhQDc5sk+bSy3N1Xupda4rVKs++pJv4mIkAyoAAMgYAADEMAAAIKHEQRKrLHgWRDgXE2GMUfIYAUSUVTAAAYCO4bJ7K22s6Pd3le8dKdLOIpbty4s4smWMUbt4bpSbzqHUgB4y8PK7+8DlQAAzSgAGFAFAUAAMACIDCgAAAKAAJKAAAAANAAAW8NO5PiycGR8WSfNXnu78EA8Bgm3ISQ5AEiK9R+Tl/zx1P8AzBf1qPofmvM+evk4/wDPHU/+71/WI+h8ZOxHh83zv78vkGvt5tU7m4lT2g1KEJVqmIKqmkuu8LgY3t3tc/8A6k1X1VV9x2yfQptXFyxW0RrrtrNzUTxn+LB9CW1iWe10V+Hzmp/uyd3fpk4uo3r/AA6Jqe0Wu6xbq21XVtSvqTkmqNWq5Jyzu9BcXnhxO86J0L7UXtnCvd17DTZzWVQrdapUX63V3L2s6laaXdaRtxYadqdDsbmhqFvTqR6ya31INNNcU00z7EJrflw8rkTh1GHtEvkaw2H2h1HaTUNDsLSnVudPrdlcV3Kcbam8Jr6RrflNPCWd/A7xDoL1b5tmpr9grh/ucLSXVz+v18+497hSjSnJ04Qi6kuvNpY6zxjL8dyOB2n2n0rS9LvpPVLGN3QoVJRou4h2jkoPCSznOS9EOCedyL6iJfI0KmaXWmlB/lb9y7953LZPo42h2mhTuKNvGysam+Nxdtx6y740/rP14Xicz0GbDQ13qa1q9HtdPtJKnQp1Vur1lxk1zjF8ub8j6Hv7600uwrXd/Xp29rRi51Ks3hRRmKfl2eRz7Vn28fl41DoIbo79opKr3xsl1fY5Z951raPod2k0qEqmnVLbWKUVlqjHsa381tp+p+o77d9OezVG5lTo2Or3NNPHbU6MUn5KU0/cegbM7QaXtJp8b7RrqNxRbw8bpU33SXFPzNTSHWnk8nH9Vnx8spzjOM4Ti3CUZLDi1xTT3p+BZ7t05bFUbjTKu0um08X9qk7yMV/jFFbnJ/pQW/PNJrux4loem3Wtaraadp0VO7uqipxzwXNzfgkm35HDNO718PMrlx9XjXlm0bR9S129Vpo9nUurlrruMWkorvm3uivP1ZPS9J6ENTq0lLVdZtLWb40rW3dbH8ttfA9a2O2Z0/ZTSoWGm0vS+tWrT/GVqnOcn/dLgjhdsOlDZ3Zi+djdVbi6v4JOpb2sFJ088Os20k/DOTkjHEeXmZOfmy21idC1LoQv6VJy0zXLa5qL9zuLV0s/y4t49h5trmjanoF98z1myqWtw03HO+FRd8Jrc171zSPoXY/pS2d2mvlY29WvaX8/xdC8gqbqfqtNxb8M5OxbU6Bp+0mk17DU6LqUpfUnH61KXKcXya/+dxLYonwuL1DNhtrL3fJcSjb1zS7nQdavdLvl9Paz6jklhVFxjNeDTTxy4cjUidO8ae/S8XiLwD3X5PFtSp7O6rdJLt6186cn+jGnDC97frPCpHpfQbtVQ0jU7rRtQqqjQ1CrGrb1JPEVW6qi4N8uukseKa4tHJgmNul6nSb4uz3XWatxR0u8qWMFVu6dGpKjTf5dRRbS9uD43uq9bVrmd7qtWV7eVXmrVr+m+tzWH9XHDG7B9rHTtp+jvZvaSvO4vrBUr2S33NrJ0qr82t0vWmdm9d+Hi8TkV48z1xvb512b2p1vZyono2oVaVLnbVX2lF/yHw9WD0uXTZVlojjDSGtZXob6mbZfwn57/U9/Mwa90K3lBOrs/qVO5XKhex7Ob8qkd3tgeb6voupaJdKhrOn3FlUl9XtEnGp+rNZT9TycMzko9WK8TkzEx5/w169xXvbu4uryrKrc15upVqy4yk/h5cjt2xuwOrbUUY3VGrQsdOy4KvWi6k5tbn1YLG5PKbbXrOnLcfRvQl/k8sP46v8A1szjxVjJbu5efmtxsUe32eXbV9GusaBbWla1rPV+3rK37O1tXCVNtPDay927Gd2NxyuhdDurXVFVdY1G20+T/caNL5xNecspJ+WfM94zg6pr/SBszoF3Kz1TVacLuP1qNKE6s4eagnj1nP8Aw9IncvK/mHJvHTE/+3n990M3dOi56drdKrU5U7i26if8uLePYzzrWtH1HQbxWur2c7arLMYSz1qdVLnCS3Py3Nc0j6T2d2p0TaOm3omo2946f4ynF4qQ84vDXsM+0Gi2WvabUsdSoqrbz9sXylF8mu8zfBW8duzkwep5sVtZO8f9vlrGTs2ynR7q+1NB3NO4trLT3JwjVrU3VnUa3PEFjcnuy2jhNpdKudntYuNPu31p0ZejPGFVpvfGS81701yPd+hZ56PNP8Kldf8AizOHj4om0xb4el6hy5rhjJiny8m206NtT2W096gry3vrCm0q0o0exlSy8J9TLTWWuefA63pllXv723s7Om6tzXqdnSprm8N7+5JJtvuR9CdMX+TfWv4qP9ZA8f6J3npD0fzrP/wply4q9cR+XFwuXeePe8+Ydlp9D2qyoRdXWrGlXx+LhaVKkc/r9dfA65YbA7RX2rXdlGzVGNrVdKrcVm4Um9zzT3ZksNPh4ZPpA4zWda07RbOVzqt7b2dFPHXrVMJvuXe/BHNPFxvPp6nyY3328yp9DtR0/T12Kqfo2a6q9ssnXdoujbXdGt5XFu6ep20N8nQg4VYrv7N5yvJ58D1fRdvtmtau4Wlhq1GVzUeIUpqVN1H3R6yWfUdqkSeNjmO0EeocnHb65/y+S4SUopppp700E5KKzJ4R3npi0Clo2v0b+zgo22pddzS4RrLe3/KTz5p95tdC2h2+qardapdwVSOnuNOgnwVWSy5eaWMfrs6MceZydD3Z59f4f32loPRtrmrUo17t09LoS3pXEXUrNfxaax63nwOxR6HWqf8Ay9U7TxtI49iln3np+qXtvpmm3F9ez7O2tqUqtWWM4gllnmlLpms51X2Wg6pOhn8Y5Uk2u/q5O9/D4cfaXixzeZyJmcfiPw63rvRvr2k03Ut+y1OiuMrZdnV/0be/1NvwOlqSba3qcHiUZLDg+5p70z6Q0PazSNesXcWVz1ezWatKqurUpfrJ8F48PE8T6Rta0zXtp5XGk0F1KcOyndpY+dPO547lwT557sHW5OClK9VXoenc7Pkv7WWP+XAxKIhwMuDzZe2kMF4DBlSwPA8BggWAwPBWAIwGC8BgCMDwVgMEV84lExKPvnxIGKIw0cTctqlnF/T0qz/VqJfYaZUTF423E6em9HV5oK1KnTdCpC4nupyqyTWTtu397olOxVLVKTrV3vpxp7p+3uPDbSvKhWhODw08rB2DbfVHqOuVKsG+p2cEl/IR5GXhdfIi2509LHy4jBMTDi9Qq6e5v5rbXMP1qyf2HGyxnduQSEetjr0Rp59p33AAByMmAAFAABRQElABJQASBWCo05PkwJCJtU7OTWW8Fu3pJ7ss37cmmngeDehbxb4bjJOjSisdmm/EsYpXTjcAb0aEZPCismWVrRjT9NPPfniPak1LjANh0VyyveXGyrSh1ljyfEnRKalrANxcXhiMKyQMkTDDczMWA4jFEZpVASWUAAADwZIValODjCpNJ8UnxMZRenflqoAAKpgIYAMQwoACigGAAAxDCgAiUAAAAAABWgAAABzABbw07q+LEN8WB8zfy9MgGBlSCQxSED1H5OW/bLU/8wX9aj6Hk0lls+ePk47tsdW/zBf1iPoaXFHYjw+a5v8Aflwz2r2eTaeu6TlbsfPKf3kS2v2dSedf0hY772l958c9lDr1Po4fjan5K/PY+xp8qdP+ajPU7VPTItG+p6Dtnq9nrvTFa3emVade2+eWNGNam8xqOM4ZafNZeM+B9P8A5TPjHZxNbT6M+6+t/wCtgfaHN+ZqJ24efjjFNaR+Hz98oLa2/jrVLZuyq1ba2jRVxculU6rrOWepBtb8LDeOe7yPFpUqVClUqwo004Rc1iK4noXTo89KF/8A5vbr/ZZ0O4puVCrFLe4tL2GJnu7/ABccVwxaPL7E2E0qnoux+jafRWOxtqan4zazN+tts4bpM2NvNsrG0srfWHpttTqOVan837VVnu6v5Sxjf7fBHZNl72lqWz2l3tCSlSr21KpFrxgjqvShtxebEUdPr0tKjfWl1UdKVWVd0+yqcUnufFZx5HJLxY6vcjXl0P8AwA3PLaql/wD67/8A6Hb+jHo4u9idZubqeuQvre5odlUoxtHSzJPKlnrvhvXrOoPp9uV/9NUf9ef+7Mcun+5w3+xygkv+3P8A3ZOzt3x8rJGreHvFzThWt5060VKnNdSUXzT3NHhPyfNEpUNrdoqr9L8Fx+Z0pP8ASqTTfspL2mlqHT1qF1Yzp6XoltbV5LEa9S4dVR8VDqLPtOV+TNdRdbaO3m/p6nYXG/jJemm/b8TO42nsZMWG02jW9PcK8ZTpTVOShUafVk1lJ8njmeFVuga9r16lxc7VU6tzWk6lWrPT3mcnvbf0vee5XtSrTta87emqtaMG4U28daWNyyeG0unus4J1NmownzTvGsPmvxfeanTg43u9/aY30C3cZU50dp6cKsJKcZqxa6rW9NfSd57zRg6dKEZy680knLHF954TPp9rLhs3SfnfP/dk0+n25lLD2ao+q+f+7JE1c2Xj8nJ98F8oa0pUdpNJuoJKrc2s6c8c+zmsf1jPL4cDmdtNrb3bHVad5e0KVtTow7KjQpTc1TTeW3JpZbaXLkjiII6eWd27Pd4VJx4YrbyeDHVpxqRcZpOD4poynZditjtS2uu6kLJxoWdF4r3c1mMH+Yl+VLw5c3wzx0iZnUOxly0xV6snhtbK9Jm0Wz8I0Kk4apZR3KldyaqRXdGrvftTPTtG6Y9nL1KOpRvNJrvj29LtKf8AOp53eeDyfbrY6+2Puk7rrXOm1MKlfxp4hn8ySy+zee/c+W/KXWcHY9y1O0vO/g+Ny46sXZ9f6fqNnqVrC5sLq3uqE+FWhUVSL9aDVNPtdTsqlnqFClc21VYlSqxymfJmgalf6Hq1C90OdSlddrBdnTeFX3r6Oa/Kzw9e7efXseZz47dcPI5fHni3iN7fLvSHsw9lNonZ05OpZ1o9tbVJ8ernDg3zcHjf3Nc8ntPQnj/B7YY/fa/9azqfyiuzVPZ94Xa9pXSf6HUi371A7T0HvPRzY5/fq/8AWzOLHGrzEO1nzTl4lJt522ulbXbjZ/Yi9ubGTp3lVxt6NT97lUeOv5pZfmfM9OlhcW22223lzb4tvmz6T6YtGuNY2GvIWNPtbi2qU7qNNcZKm8tLx6uceJ85UHGVKEoNODWU1zRx8ne4dr0aKdNvydnd3Olahb6pp03SvbR9pTkuffB96a3NH1zpt3Tv9Ptryl+LuKUasfKST+0+S6dncahXpWNjSdW8updlRprnJ/YuL7kmfWWjWa07SbKyg+srahCin39WKX2GuLvUuH1mKRavT5eRfKEsIq50W/WOvNVbaXjwlD2el7Tt/Ql/k8sv46v/AFrOqfKHuo9TQbTP0jq1q2PBQUfjM7V0If5PLL+Or/1rOSn9yXXyTP8AB13+Wx0xPHRvrn8VH+sieO9Er/4xdH8639VM9j6Zf8mut/xUP6yJ450S/wCUbSM/w39VMxl++rm4X/xcr6XPmjpjvq+odIl9bXEs0NPUKVvFcI9empSfm2/cj6V5HzL0nwX+ErX331af9VTHJnVGPSqRbP3/AA6r2LcMJuD5STw0+TT70z6s2Mv56nslo9/Xea9e0pVKj75uCz7z5fSwkfSPRb/k82e/zKn8Di4k+Xd9apGqy6z8oCmnsnp88b4ajTw/OnUR17oJ1yha317pFw1CV41cW7b+vJQxOHnhJ+p9x2Xp9/5oWa/7fT/oVDwyjGclDsHUVwpJ0nSbUusnldTG/OeGN5ctujJEw4+JgjkcSaTPy+t7y2o3dtVoXEI1aFWLp1ISWVKLWGmeY6x0MaFcynPTLm+06o+EVNVqa9Ut/vOoaH0r65plOnR1GENTprc3U+irLzaWHjxWe873pHS9s9d9VahC90+b51aXaQ9tPPvSOeL0yeXT/huVxZ3j3/w871vot2j0RVK1pKnq1uk0/m/oVcc802968E35M6tRS7mnnDT3NPmmuTPq21uaF5a07i1rU61GoutGpCWU14M8g6bdCt7S4s9btYqnUuavYXEYrdUfVbjUfjiDXju7jr8nDHT1Vd3geo2tk9rL8/Lz2HAuJjo70Z0jyJfRpwVgeB4MicDwPAYIFgeCsABOAwVgeCKgMFYDAHzaUSUffviREYAGjKJAKuJluava1nJvOTDECTDZgAAARAChgAAAAUUADSMtKi3jK9RqI2MUYuTwllm3StElms8eCNilTjSXLPNkynl+ByxjiPK6TKnT/IgoIy0qSW9rd3DhHG9r1CnLPDh8TcV13XQnLO5bkEI9fyCEes/AyVZdVYXH4Gv1kE5KmsQ4/AwRTk929lJOT3GXdShv/wDkeWjj1aUc8c+815zdR5Ypyc3lmxb0ur6U1v5Z5Dz2BQo49Ka38kK4r5zGD82TcVs+jDhzfeTRpOo9+Uu8s/iF38QmjS7R45LiXc0LeNPCTVTlh/Ez1asaUMJLPJGoutVl3tmJiI7JprKnLO5NvwKicnRpxoJ7974yNStJVJeC8DNsWoSa6YRjnSlFJtNJ8GI49IZcSCwAAHENAIlAaAAAFMAAAGIYVQABQDEMKYCHECgAAAAANGIYAIAAoAACW8NO7PixDfFiPmbfc9MDADKgUhikB6h8nF52w1V91gv6xH0NnDR8jbA7VVtjNclqFK1V1SrU+xr0et1ZuGcpxfen38T0rVenS0dnJaTo987prEfnbjCnF976rbfkc8TGnhcvi5bZpmseXiO51auOHaz/AKbMmDFRj1YJb33vvM+Dime726V6aw3Nno52k0dd99QX/iwPslPe/M+K6dara3NC4oNKvRqwq021ldaDTWfWj2+z6ddOdqnfaLqdO6xvjRlTqU2/Btp49RyVmNPK9R4+TJaJrG3QenFZ6TtQf8Bb/wBWzpODk9q9crbTbSXurV6MaLuHFRpJ57OMUkk3ze7e/E0Etxx2nu73GxzTFES9g6CttKNBLZfVKqptzc7Ccnulne6PnnLXem1yPatV02y1ewq2Op29K5s68epVo1Y5U0fGNampLDWUeh7I9LWvaFQVtqalrFnHhKtU6txBd3aflevf4nJF/wAvP5fAtM+5id01ToH0itWctL1fUbGk3upVFG4UPBOXpe1s5nZXob2b0S5pXd1841a8ptThK6a7ODXBqnFJe3Jo2/Tns7Onmvp+sUp93YRn71I43VenW0UWtH0a6qy5SvKkaUfZHrP4GtxDrdPJtHT3bfTVsRplTSrvaG2jTtL6hFTrcIwuluWH/CdzXHg87sePbD7RVtk9obbVKMHVpQzTuKUeNSlLHWS8VhNeK8S9qNqta2quVV1i7c6cXmnbUl1aVPyXN+LyzhI0zhveN9nqcbjXjD7eX5fY+iapa6tp1C9sK9OvbVodpCrCW5r7H3rkdM2w6KdD2lvqt/F3Om39V9erVtep1Ksu+UJJrPisN8zwfZbanWNk7mVXRrlKjN5q2tZdajVfe1yfisPzPWNK6crSVFLVtGu6NXnK1qQrR97izkjJWXnZOFnwW3j/AOisOgXTadVSvtc1C5prjGnSpUs+vDO8z2D2cjs09CWl0qenuXaJKT7RVP3zr8et458OB1S56cNDhTbt9P1avLlDsoU/e5HR9qelvW9bo1LfTaENItqixKUKnaVpL9fco+rf4oTesQns8rLMb26jtFpdPRdoL/TaNzG7p2tXs1Wjz3J4fJSWcPG7K5cDUSMNvTUYJJbkbMEdC9ty+ixUmtYiSa3ccPv7j6E6H9oNI1DZm00ywp07K9saSjWtM72+dVfnKT3545e/efP+CIOrRrU69CrUpV6T69OrTk4Ti+9Nb0axZeiXDzeJ/E11vUw+wrijTuKM6VenGpSmsSjKOU13NHRdS6KNlbyfWo2VWwn/ANjrOnD+Y8xXqR5voHS9r+mxVPVrejq9JfumVRrJeaXVfsR3W16aNAqRXzmy1a2nzTowqL/ZkzuRkpd4E8Tk4J7RP/DnNnOjjZzZ27he2ttVuLyn+Lr3VZ1XT/VXBPxSydzqNQW7ceWah006HTpP5jY6ndVOS7JUl63J/YzznbDpC1zaelUtvR0/TprErehJudRd06nFrwSS78ictaQtOFyM9t2j/K+lfaejtNtSvmM1PT7GDo0Zp5VWbeak14bkl5Z5nrnQgsdHVl/HXH9bI+dIUsI+jOhD/J5Z/wAfc/1sziw367TLu+pYYwcelI+Jd7j+kdB17ov2f1a8qXcFdWFxVfXqu0qJRk+/qyTSfklkydMN7c6fsPXurGrUpXNKvQlCpB4afaL++DqOz3TPiiqW0Gm1e1Sw69nial4um2mvU2c17U8WedgxZ9deL/p33ZTYbRNl6069hQqVLyUepK4r1HUqY7lyS8kjsd5d0LC0rXN1Wp0belF1KlSo8KCXFtnmV70z6PTg3Z2Go3VTlB0lSXrcpfBM8z2t2y1ja2fZ30oW1ipdaFpQb6uVwc298mvUvAxbNSkdnNj4OfkW3k7frLFtvr72q2muNRSnC0SVC1pz3NUlza5Ntt+tLke29Cy6nR9YY51a7/8AFmfPcKe473sJ0g1NlbJ6fe2VW709VJ1KUqEl2tLrvLXVeFJZy+Od518OeOqdvU53EtPHrTFHh6d0xb+jfWv4mK/8SB4/0Tr/AIw9H86/9TM5jb7pKhtHo1TSdN064o21Zx7atd4U8Jp4jFN93Fs6Xs5qVxoWtWWpWsadSrbSb6s3hVItNSWeW58e8uXLXrid+HDxOLljjXrMamX1fyPmnpM39I+veFWn/VQPQ30yad2WVo+qOtj6kuyUc/rdf7DybVL+vrWtX2q3UY0693V7Rxjwikkkl34SW8crLW1dRKel8XLjzTa8ajTWxuPpDo0XV6Ptn1/2Kk/cfOkVjed+2L6R/wAA6PbaVqGnVq1vax7KhXtZJvs1wU4yxvXDKe/wODh5YpMxLuer8fJlpWccb07P0+79k7PHH59T/oVDjehjZnS52dPXp1FdaipypqnytHwax+c1z7nu8esdIO3P7K7ahaW9hK2taNZVu0rSTqVJJNLctyXpPn7DrGk39/pF1850y6qWtxjDlHeprumnua8zmnkVjJufDqYeFmtxeiJ1O3vG13R9o208p160J2uoYx88t8Rk/wBdcJetZXJo6O+hW8VRKnr9u6PNysn117KmGZdF6XruilDXdM7b+HspY9tOT+DOwx6Xtn+pl0NWT7vmmfgzn68Nu7qxTnceOmsTr/Lt2zGi22zeiW+l2Lm6VHL683mU5N5bfm2ed9Ouq0ZW2l6TTkncyr/OpxX5NNRmk35uXuZr6z0uzq03S0LTKqk1ur3rSS8qabb9bR5rWq3N9eVbu+r1Li6rPrVKtTi/uXgtxw8nk16emrn4Hp2acsZMvb5ZLdbjZSMdOOEZ8HjTL6ZGCsDwGCAwADIEGBgAsDKANJwGCgwQfNJRJR+gPhwMADRgBQUAABowAAoGIAGUSUAGSlSdTfwS5jo0utvn9T4m2vDHgkctKb8qiFNLgjYhHqrfx5hGOFl8SJPLOWI0qpPJUI43vj3BCON79QpyzuXD4m/1kE5Z3cghHPkEI53vgXOXV3Lj8B+stCdTqrEePwMcE5P0Qim3gy5VOH9948snmNKHe/ia8pOpLL4hJuT8TPTpKmsz4/Aa21rZ0aSiutPivcYa1brblw+IXFXtNy+p8Qt6PW9Kf1PiP0g/SBRpOo8v6nxM1aqqS6sOPdyQV63ZLqw+v8DVhGVWWFvfETOu0L47QIKVWe7e+JuwjTo03l+bCMYUKfHzfealaq6r37kuCL9v7ngXFZ1X3QXBGxbUOEqi8k/tC2odX0qi9PknyC5uPyab382NfNl18yq5rpZjBJt8WzThSlUz1E3jiZKNJ1XhblzZvOVKhSxjEOS7zEx1d5TW+8uNAqrJ1ajljjyRJxdLBjEMrSgAAAYhhQAAFAxFxAAAChgABQMAAoCSg0AAAGIBgIAGUAhhHiS3hp3d8WSOXER8vf7nqAAAigAACXEnqeBkAuwoxwPBQGdiJIjszMGBsY1EyJDAbNFglxMmAwTa6YeyHGl4GfA0iTJpjjTLUSsFGJlYhjlTyT2RnwNIztrTDGkZIUzKkNIk3XRQjgyJANI45lvQwGChkVjlTTI7I2MFYJ1mmvGj4GSFLwMuC8Em5EMLjuPoHoVWOj61x+/3P9bM8Ca3HoXRt0hWuz2lfgnV6FeFvTqVKlG6ox7TdJ9dqcFv4t71n1HZ4t4iZ2831XFbJijpjepd36b/APJ7c+NxQ/rEfP1OllHo/SX0gWm0mlx0rSqNeVGVWNWtcVo9n9R5ShB7+PN4+7oFGO4cvJEz2PScNseKeqNblMaPgZYUUjOkUkdKZeppjjTCVLPIzJDwY21pr9j4F9kZsBgdUrpr9iu4yQpYMyRSRJlelj6u4mVI2MBgmxqxomTqbjNgeCba01nRzyJ7BdxuYDqjrNNaNEywpYMyRSRmbmiSGVgDKpKwA8AIB4DBAYDAwAQDDACwCQwwRp8zlElH6C+HMAGAFElBQMAwRoAAFDAACgz0aWV1p7ofEi3p9Z5f1FxM8pZ8FyOWlPmRkTyzYhHCy+PwIt6eEpNb+SKnU625Pd8TmiNd1E22/AcI82KESps1H5lSnLO7PmEI53vgEI538hzljdz+A/doTqY3Lj8DGk2CTZkyqa8eQ8sqbVNePIwSblPvbDfJ97ZsQpqnFtvfzY8tClTVNdafHv7jBWq9o8Lcu4K1V1N3CC5F29HPpTW7ku8b32hPPaBQo9b0p/U5LvMtet2fowx1/gKvX7P0YP0+/uNejTlVnhet9xZnXaF8doKlTlVnhb3zZvJQoUuPm+8Po6FLw97NKpUdaeX6kNdK+BWqurPL9SNm2odm1KovT5LuKtqHZ+lNZny8DHc185p0+HN94iNd5I7d5OvX/JpvzZit6TqvduguLHb0XVfdBcWbdWpToU0scOEUTz3lY795E6kaFPh5LvNCdSVWfWnxCcnVnl8WbttQ7Jdaa+k+A+7sfcLah1cSqL0+7uNe8dN1Mw48zJc3GU6dN7ub7zHb0XWn3QXFie/0wTr7YYSoma7oqk8wTwYDimNMzGjKCSa4gRTiAAAxAAUyiSigAAiFMAABgARACiSg0AAYAAAABEAKAI8QCPElvDTu/wCUySnxZJ8vf7np1UAARoElABIFABJQAZAMQ4hQAD4kURKAcSASGBSRiQ4hgC0iNhIeAiWYmQJDCIzMqIlAVEjZYLSCI0jKhItIlIswBIeAKiRpPVyTKlnkZS0htNNeFHHIzQjhFpFxJMtRGkpF4DAzEqMFBgcQoDA8FYMCSgwUkRSSHgrA8ECwPAYHgNEPBQEAAx4AQDwVgjScAVgMAAYGGCBAPA8AIB4ABYBIYBXzKBJUT9CfCGMQyNAokoNmAAAAAwENJt4QGSG5Z7zUQrJlfVX1EbFvS4SmvJE29HhKa8kOdXLcYcOb7zsRGu8qyVamdy4c33jgs+RMIt+RmykjXkUSlnjwBbwnLq7uZpsp1Mblx+BjSbY1Fy4IzwpYW9k8s6mWNtKOOZEU5PvZtKnF78ZMijFLgi9DfQwKKpxbb82a9Wo5vuXJGzUpdp+Vu5IULfDy9/gO89oNIt6WcOfDku8uvW6uYwfp833CrVcejDj3mGjSdWeFuS4sb12g/SCpUnVfo7lzZuZjQp7t32jk40afDyXeacnKrLvb4JD7f3PBTqSqzy+PJI3La3VL0p75/AKFFUll4c/gYriv1vRg93N948d5I7d5FzX63oU3u5vvIoUXVeeEFzHb0XU3vdDv7zbq1I0qaW7PKKHnvK633kqtSNGnu48omg3KrUy97fcN9arLm2zftqCorLw6jW/wJ3sfcVtQVJdaeOv8DBd3HX+jp/U5vvC6r9p6EPqfEi2oOq8vdBcWWfxBv4grai60+6C4s36so0KSwsdyQVZxoU1ux+akaEnKtUy983wSH29o8r9pTlKtUy97fBIJ05UpYmt5u0KKorL3z5vuNe7qqo8JLC595iY7blJjt3YCiSjjQDAApgAABRJRQBEBhQAAAwAAKAADQAAAYAAAACAYAERbw07u+LJKfFkny+Ty9RQElEUAAzIAAAAAAKAGBAFExKiJUxhjGPEowCIxFRMtKGKJUTCiJYolRIoKwCQ0jLQiXgkuJlQOIJFJGVGCgSKMtAYDIoiXEUSkiKIlRBIeCBxKAZADCJWDCgeAHESqkhiKMhYHgCsBpJWAHggIhgeCsEaTgrAYHgKSQ8DwBELA8AVgKnBWAGAsAMDIQDDACwA8BgD5gKJiUfoj4QxiAjSwJiUGzAQ4gAAADjvZv0aGMSqLfyi/tMdnTWHUa8I5C4r9bKg93N952cdYrHVK+O53FbrZjB7ub7xW8XKe7hzZjo03Un4LizclKNKKSXkjXe3eVj8yucoxjw38kTTy3lmvlt5b3m9RpNLfub5Go+pYS2/q01v5sqNJR4733FSkksQ4eAQi28GvluIVHdDL3LuKhFyfWqblyRk6qzn2Cq1FHxfcb1+VDaS+CMeW34kLrVJ7t7+BsQiorPPvM+WvIUepx4kzlyXtJnUzuXAKVNy3vdD4l/SF3DGqPaPuS5mSbjRp7t3cu8yVaipx+CNN9arPvb5GZmK9oYnUMcnKrLvb4JG5RpKksvfPv7iqVJUl482a9xW63or6nxER095PHeRcVut6MOHf3k29B1PSnuh8S6FDrelP6nxM9xVVKOOfJEjv3k1vvIrVY0Y7ks8kaPpVZ83NlelVnu3zZvW9KNGPfN8WO9l8ihRVFZeHPm+417mu6nowfoc33hXrup6MPqfELa37V9ae6n8RM77QTPxCbag6rzLdBe82q1WNGmsbu5IqtUjRh48kjj5OVWpne5vkh4O1RJyrVO+b4JG9QoqjHL+u1vfcK3pKis8ajW99xgr1u09GH1PiNdPeSO3eRc1+0fVh9T4it6Pab39T4hb0et6U/qfEz1qqprCx1+7uGvmU895a9zFRq7ue/BjB5k8vewOKUMAAypgAABRJRVAxDABiGAAAAUADDRAMAAAEAwAQDAAJb7Wnd3xZJT4sk+Yv9z06goAI0BgBkAAADEAyKAAqIUDiERkkBQDMS0BxEkWkYU4jiESomZU4jCJUSNGOIRKMSpjFEuJlREYRLSI0IjAcSKIlJAMgIlxJLSIoiWTguJlREYFGADDA0iKIlYDBWCBDAoNAYJDICJWAGRoh4HgoipAoACIAMBDwERmQh4ArAEgUAE4AvAAQBWAwB8uxKJiXuzuP0R8IAACNGUSUFA4iGGgADKNirVxHsoP0FuZNGk6j8FxYW9J1W+5cWbNWpGjFRglnkjs0jfeV895OdSNGHVS38l95rxbk88WzHlt5fFm9b0lTWZ46/nwL3yT+i+VW9Lq4lPjy8DJOr1ty4fE151e0eF9T4majTdR7uHNm/wBKtb/DLSi5bkbMIqK3CglFYRgrVs+jD1s5YiMcblrwyVayW6G995hgnUfxYUaTlve6HxNnKpw7kjPe3efAIqNOPckYKtXtN3BGOtVdR+HcZ7ejj0qi38kzP3doXZ06eVme5d3eXWqqkvHkhVqqprvm+CNSMZVZ975s3P09oN6OLlWn3s26dNUocd/NhCnGlDC9bZrVq3aPC+p8TPavefJ47i4rdbcvqfEq3oZ9Kpw5LvKt6GfSmvJGSvVVJfpvkTXzZI/MitWVJfp8kaMVKrPdvbKSlVqbt7ZvU6caUPiyfcvkUaUaUPHmzXr1u09GH1PiK4rdo8L6nxLtqHW9KovQ5eJZnfaDe+0C0odp6U90PibNetGjHct/JBXrKlHx5I0vSrS75sfb2hfHhGZVanfNm7RpKlDL443sKNKNKHjzZr3NZ1HhfUHjyeO5XFbtHhfU+IW9HrelP6nxHQo9b0p8OXiZLit2e5b5/AkR8yn6yqvWVJYX1+7uNOCdSe7e2TFOc929s3qUY0oPL82PuPIhTjSg235s0zJVquo+5dxjw/aYv38EmAAYDAAAoAAKYAADAAACiSgAYAGgAAAAAAAAAAAALeGnd+ZJT4sD5e/3PTqBjSL6pjbTHgDJ1SJIbCABhSGAEAUEQIpxLJiUZAMBmWlRGKJRiVVEYolRMyqojCIRMy0cSohEZFOJaQolRMKIlxFEZGgXEmJcSKBhErBARKBIqJFCRWAiVE41ERgMihIvAolEBEoBhoJAOJRGkxKAZAYGESiKAAZkIYDAAAoCSgGAh4AYCGAEAAAACwPAAfN9PQNUl/0Zr9aSXxZsQ2Z1KXFUV51Ed0yUfoO5fOx6fi/MunfsVv8A99tf57+4P2K3/wC+2v8APf3HcRpjqlr+Aw/q6VPZnUo8FRn5VV9pgnoWqU/+hzf6rU/gzvuQJ1ST6fi+Jl5vWtLih+PoVaf68WjEeoqTXBswV7G1uPx9tRqeLprPtW8e5+WJ9N/22ea5Nmyt+3m8vEFx7zt9zsvY1U+xdW3n4Prr2P7zUpbO3lpTqug6Vy3jCi+o/ecuPJTfd1r8PNSe8bj9HB3FWFGmo00m+KWOBpLMpc22bFzaXdCt1bihVhUf50XvM9GkqFNym0p839h2oicn7Otqdpo01RTlP6+OOeBirVnU3LdDuIrVXVeOEFwRktqLqPL3Q+JrfV9NTfxC7Sk6jz+QuZyMEopJGOCUUkljuLmnOLWcZR2a44pDXhgr185jDhzYUKWUnPh3d4UaHOa8kZqlRU4ZbOOK7+qwqdRU4ZZqzquq9/qRhnUdWefYjbt6XZrL+v8AAkzOSdR4PK6NLqelPj8B1q3U3L6/wIrV+ruhx+Bio03VfhzZZnX01a2dKnKq/i2bcFGlDHLvBJRhu3JGpWrOo8L6nxL2xxv5Xwq4rdpuW6HxMlCj+VUXkmFCjjEpryRkuKqpLvm+RnXzY/cV6/ZrdvnyRowjKrLdvfFsIRlVqbt7fFnIU6caUMLzbZnXUeRTpxpQ5eLZrXNftfRW6HxFcV3UeF9T4mS2oZ9Kot3Jd5JnfaDe+0JtqHW9KfDku82risqUf0+SJuKypL9N8EaUVKtUzxb4lmentDU9vBx61apni2b1OnGlD4sKUI0YbvW2a9xWdR4X1PiI+nvJHYVq3abl9T4hQo9f0p8PiOhQz6U+HJd5kuK3Z7lvn8Br5k/WRcVuzWF9f4GlCLqSwt7Y4pznu3tm5CMaNN5fmyeU8lCMaUePmzVqVXUfdBcEFao6r7kuCMlvRz6U1u5LvHntB+go0etvnw7u8LrGUs70ZK1bs9y3z+Bq73vZLaiNEmADOIAAUADEMKAAAGAABQAAaMQxAMAAAAAAAAAAADmS32tO8cxpE/lMyxPl7/c9Oq0jJ2YUjail1OBwTLmiNtNxMckbUzBMsSzLBICpEm0AAAFBEBxJKmXEURmGjKJKIQcRhEqJiWjiXEkqJmWjGIswpxGIuJlTiOIolxI0cRiiMiqiOIRGkSRUSokpFRMSqhpAOIVURxAcTjURLFEYDACsEaOIxRLiQEQAZGgMIlYIoiMSQwABhgyAAKCjAwAiDAwKwBJWAAIMBgYYAAAAESWIDyfIyCsn6G8tRRERmJVYyRxI0uJRKY4kaiWSJnt1nJr5M1CSSqZawsPzMy3vszTpUKlNqtQoVM/nU037zgtQ2btbuH7XcqFTjx68X6nvXqZzLqOo+HkiuCxnzNVtajGTFjyxq0Og3OgXlm27iCdJP61N5T+1esiTjThl4SR6Ccbqeg2l9Tb6vzeq9/aU+fmuB28PLikatDzcnp81jeOduiyruVRNcnuRyHIuto9fTsyrx66zuqR3w/8AnzMZ3+P9cdW3nWpNJ7orVVShl+pd5oupKtUXFt8EjdrR7SDXsFRpKku9vmMlbWnXwh29FUll75/AivX6vow4833CuK+Mwhx5sxW9J1HnhBGZn/TVf2VQpOq+5c2b6UacMLckKOIwxHckadas6jwvqfE12xx+p4OtW7V4X1PiZ7ejj0p8eSJoUervnx5eBVasqawt8+4zEf6rKq4rdmt31zVpRlVm/e2TTpyqz+LZvwUaUe5LvER1d5XyIU404fFs1Lis6r6q3Q+IXFbtHhfU+JktqH5VT1Ikz1doWf0FtQ4VJryTM9esqUP03wQXFZUl3zfBGlFSrVO982SZ6e0G9doEFKtU3b2zkKUY0aePa2TTpxpU8L1s1q9Z1XiP1PiTXT58r47ydxX7XcvqfEyW9HPpT4cl3itqP5VT1LvMlxW7NYX137hEfMkfmTuK3ZrC3z+Bpwi6k929hBOpLC3tm5CMaVN793NjyvkoxjRp5z5s1qtRzfcuSCtVdV9yXBGS3o/lTW7ku8nnwnnwLejn0p8OS7zJcVuz3L6/wC4rdnuW+fwNSEJVJYXETOu0E9vAhGVR4XHmbM6ap200uO7L7y4qNGnx3c33mtVqOo8vcuSJMag8IABnEAoIjIpDACgGAAAAUAAAw0AAAAAAAAAAAAYCDmMI8SW+1p3d8WWmY3xYJnzGR6dW1BmaNTcaikWpHBMOSJZZPJimwcjG5CIEyYABtAVEkogYxDMyqojEOJJaOJUSYlxMKcS4kRLMqcSokxLiYloyiS4kU4lBEZhTiVEmJcSS0cSokxLiRoRLJiVEzIcS4kxLiRTiUTEowpxGBUSBxGKJcSNCIwiOJARKAZGgMIlAAwwBFAwKMiSgGAhgBAwAqIAAYGAAAwEMAMgAANAEMDI8hiUYy4n6M8lcRxIKTIrIMx5LiZVSZSZGR5I2vJcE28RMeRwe9EahsppLC9pSZjiZI+isvjyXcYlpkW7jx5Bkx5ZUSKuKTymlhrfk4PVNBpVM1bGXUnzpvg/Lu+Hkc3KXJcAN48tsc7q4suGmWNWh0GtSnRqOnWi4TXFM1bith9WD382d+1CxoX1HqVljH1ZLjD+/cdNutGr2VdxuFmn+TUjwl/fuPUxcqM0RWO0vG5PEvhnfmHH29HtOO6HxN1JJJJeQT6tPi8LgGOst52a1irq+GtWq9o+quHxM1Cl1VmfH4CpUVTeeL5CuK3ZrC+v8DHTr6ririsqawvrmvRjKq2/ayaVOVVt8s72by6tOHJJEiJyd58KIpU4dyRq16zqvC3QXvJuKzqvC+oveZrajjEqi38kyTPV2jwirej+VNeSMlxWVKHi+CFcVlSXfN8EaUVKvU73zfcJnp7Q34VBSrVO98zkIRjShhcFvbZjpRjRp7uHNs161Z1XhbofEn2+fJ4VXrOpuW6HxMltR/KqLdyQW1H8qa8kZLit2awt8/gZiPmV/cXFbs9y3z+BqQUqk9298WKCdSfo8fE3YRjSp8dy4sfcvkQUaVPw5s161V1X3JcERWquq+5GS3pZ9KfDku8nntAu3o5xKa3cl3l3Nbs9yfp/ALit2e5b5/A1YRlUlhLzLM67QePBQi6k93E3YqNGnx3c2KKjRp+HN95rVKjqvfuS4InhfAqVHVlnguSHKm1T6z3Ze5GSjSxiU15IVxJNqPdxZJjtuU0wDSAo4gDEURSAYgGAAAFAAaAxDKAAAAABgAAAAAAABEAFvDbuj4sA/KYHzN/L0qqTH1iConE0rIgABgIZFUMQyKZRMSomWjGIZmRURxILiZlVxGKJUTCiJcRRHEzLcLiMRUTCqiMUSiNKiOIolRIqojEOJlTiXEiJcSC4jFEoxLSojFEoyAoBkaOJRMSokDiMAiRpURgMAKJiWQAwiBlVByAYAADIAAKSABgAAMQzIAAoAwSUAEgAYAAAoDxzJaZjiNM/R3kMiY8mPJcSCysmMqJGlFmOI0zKryOLwSOJG4bn1eOM9wJmCDM0O/lzMtMkFne9y7wcvYQ5Z3LchpZ8jP7tMkFnfyDPLkLrclwCJF3pkiOpTjKn1akVNPimsoWerw4/AEx+xbu6Zr2hStKvbUMzs297by6Xg/vNM7/xT3ZWMPPDB1jWtJ+at17VP5vnfH97f3f37j0uJyY+y/n8vH5XE9vd6eHDTz1H1OONxp0aTqPL3QXF95uZDKSzwR38lItMTLzhFRpw5JI0q1Z1Xu3Q7u8Lis6rwt0FyMttRx6U1v5JnDNvc+mvg8nbUcelNb+SMlesqS72+CFWrKku+fJGnCMq1TvfN9xZmK/TXyvg4KVap3t8Wb8Ixo08cFzYoU40oYXDmzTuKrqvH5BNRjjc+V8KuK7qvC3Q+JmtqO7rTW7kmRbUf3SfDkjPcVuzXfN8iRH+qzUflVet2axHfNmnCMqkvR3vmKClUlu3tm7BRpU+O7mzP3d5VUIxpQ47ubNWtVdV44QXBCrVXUfdBcEZLel+VNbuS7x57QeTt6OfSn9Tku8yXFbs9y+v8AuK3ZrC3z+BrUoyqzwuPNjeu0ApRlVnhes3Uo0afHdzfexJRo0/Dv7zWnUdR79yXBE+1fAq1HUe/clwRmt6OMSn6kKjSxiU15IdatxjB7+bERrvK/qVarjKg9/NmCJcKfW8lxZBx3mZXyqIxDMIAGABgCkgwAYAeAAQwwGAEAwDRDACgAAAYCGAAAAAABbeG3dHxYhy4y8xHzN/L0a+DKJA421DEMyAYhxIqhiCIVkhjflZ3AQWYkA48RDiZltcRxFEcTEquJUSYlRMtKiVEURxMSqxxEOJJVcRxFEsy0IlREOJlpQ4iiVEgqJSRMTJEypxGKIzCriOIhxI0qI4iiUQES4iiOJGjKJKiQOIxDIqhxAYAUERmQAAYABgUQAAMAGIZkAAVgCSsBwGAgAeAEAwAQYGAHjCZWTGmUfpDxVxLTMaZUTKryPJjLTI0vJSZjKiGoZBxMYzDUM9Jpyw3hd5bka+TLS3+RGtssFl+BfW5cjHKXJcEOJF2yLeZM9VYjxMfW6q3cebCJnW1XEtcfDvIis+XeX1t2I8B+kNG3nhwDGVhpNNYae/KFHL4LJkjuRNaHU9e0v5nPtqC/azfD97fd5d3s8+v1p9pu5cj0qpGnVpzp1IqcJrDT5ruOk6lpX4OupqT69J76T548fFHpcbkTlj2rPG5nF9ueqviXG0aOPSmt/JdxdxWVNeL5BcVlSXfN8EacYyrVO98/A7Uz0fTV0ShGVaXe+b7jkIQjSp4W5cW2RCMaUN3rbNa4rOpuX1PiNe3G58ngXFftXhfU+JltqOfSqepEUKH5VTzSM9xW7NY4zZmI/1WP3FxW7NYX1zUpKVWe7e+YoqVWp3tm7SjGlT44XNme9p3Kqgo0ocd3N95r1KrqPuguCJrVXVfclwRkt6WfSmt3Jd5N9faGvK7eln0prdyXeZLit2e5b5/AVat2e5fX7+41YRdR4W9lnt2hfHZUIyqT3G0urSp8d3PxElGlH++8wTk5Pf7CfaeBVqOo/S4dxno0cb5r1Co08b5rfyQVq2Mxh62P1lTuK3KD82YqUXJ4jw5+BNKLqPC9b7jb9GlT+C7yee8nlFbFOmoLi+JrlzblNt8RHHadtgaQDSMgiUOIYAMDDBeDIgCsDwBGCsDwGAIAsWAIAvBODQQAAAAAUAxDABDFIW8NO6PiwCXED5m33PSqYCHEw2oYgMhjEMiqCJJUSKoomJRmWgOIDiZVURiKiYlVxHEmJRlpY4iiOJhVxHEURmVXEuJERxMtLiOIolxI0cRxFEuJkOJZMSzMrAiXEguJhs4jiIuJA4jFEcSNKGIYDKiSUQOIxRGRVxGKJfIyAYhhAMAIqgAYAADMgKJKAMDAAAAGAhhgAAAAgAAoDxEtMx5GmfpLw2TJSZjTKTCryXkxplRI0uI8kpjiZaXkZBSZlqFGSEuWdxiyPIabUN7KbS3LjzZijUXZ4XHmxxMeWmSJkgs+rmY4e4vKfBYRJXyyZ5JYQycjiRYWPJBS8SaFRWd74fEx6jaUr20dCphc4yx9V95kyVkm5rO4W1YtGpeX1rWvTu6tCtFqrTlio3wRtU6apxwjtm0lj29D5zT/GUV6XjH+z7zqssNNPgz2uNaMleqPL57kYZw3mstO5q9o8L6nxMltQ4Sn6kZFTinnG9EXFdUlhNOfcb6dfVkcWl163ZrdxNOGakvHmYPSqy72zZSjQp8fN95x76p3Pg8thdSlTfJc2a1Sv2j7odxgrVZVXv4ckXb0s+lNZXJd5mbdXaPA27eKaUnw5LvHWu0sqDy+/uNS4r/AJMPW0YqUZVHhf8AwLX12qu/w2ab7SWF62bcZQo0+Pr7zBLqUKf3cWac6jqTy3/YOvojv5a8N51e0eZNe3gZqdPnP2Grb0cYlNLPFImtdPOKb3c33jr13sv7typV5QfmzHSi5PCMVtJ1Xh7lzZuuVOlTWPV4jz3PIzGlTxz7u8wzk5PLYelUnn+6JMXlqFDEMw2cSokxLiZDSKiCRSRNhYHgvA8E2aTgMFYKwZ2MeAwZME4KaYxGSSIwaCFIqSEVEAUSaCAAKAAAKAABPhp3R8WAnxYHzNvuejUxxEOJxy2oAAgYyRkUyoklRAqJRESzEtmMQzMqqI4iiVExKqiVEUS4mWjiOIhxMNLiOIolxMNHEuJESyKcS4kFxIpxLiTEqJlVRLIiWcamVEkojSolExKIGMURkaVEqJMSokFDEMiiIwKiA4jCJUTIYAAQ4gUBAAAwoGIZkUADAAAYAAAAFAMiEAYAKAAAPDclpmMcT9LeEyFJkDTMqyRKiY4lEVeS0zGmVES0seSUxkbWOJBUTCskXgzUt/lzZrxLi8En9Gmxnu4FpmGLyZId/Iy1DJEojIw0vxLyY8jW/gZPDJEa9/eTHdu9o0yNQv1J+Z0jWLL5lfzpQT7Brr0/1Xy9XA7qcdtJZyutJqyopOvRXaR3cUuK9m/1HNxs3sX7+JdTm4oy03HmHRLm4VP0YfX+BoxTlPC3thHMnu3tmzFRo022/N956E2nLO58PD8iKjRp5b833mtOo6jy93cu4K1R1HmXqXcVRpflTWe5d5N9XaPB57QqjSy1KfDku8K1b8mD82TcVuMYPdzaMVKnKo8L/wCDMzr6am/iDpU5VJ4RuZjQpd/2izToU93H3s1JydSWW94n+n+6+FTqOo8tmzb0celNb+58iKFLq+lNb+KT5E1q3W9FcO/vGumOqzX6yq4r9b0YfU7+8x06bqT8ObClTdR+HNmxOaoQSS9PkvvMx3+qxH5lc6kaEOqvr9xr05VHUyt82RFSqz72zJOqqUHTp72+MvuMzffefEDblXh+KXHm+TZZxZlo13T3PejPu78txLfKiY6VSNReg/UZIlcnlaRaRMS4k2ppFpBEyRMTIWB4GXEx1LosBgYy7NMckLBkwGBtGKSIkjLJCkjUSMREjYp0ZVakKcFlzeEY6tN06k4vim0Xcb0mmMgsRtlIAI0AAEVTAAJbw07m+LCIpcRnzVvuejUxiGYbBRIAUMQzKmUSURTiOIojMS0qJRMSomZVUSokxKiYlVxLIiXEw0Y4iiXEy0cS4kRLiYFRLiREuJJbOJRMSjKqiVEkuJFOJcSIlxONTiUTEqJGlRKJiXEgIjCJUSNGADIKGIcSBlRJKiFVEqJMSjKKiARACojEBAwAYUhgUZBjdkDLOP7Vg/0mvcY0iM+TAADQKJKAcQAAAAHggkBgUeFFRMZSZ+mPBZMjMeS4kVUS0zGOJmVZCokJjiGmQpMhMcTLbIUY0yiKvI0zGXEy1EskJYazvXcbEZJ8zTyXB4JpvbcTGYoVE/BmSLyZXZx3syR3IjgVEzKqKhvZC37i4+HAktbZM8kGcEZLjv8AL4mNflNugbQ2NPTb+r1FilV9On9sF5P7DgqtR1JZfqR3zbm0VfRlXX17apn+S9z9+PYdHt6WcSmt3Jd56OHJOWkQ8Hl4vayzEeBRo59KfDku8i4rZzGD3c33jr185jDhzZhp03VniHm33I5pnX01daZ+IOnTdSfVXt7jbzGhTwt7+LG+zt6e72c2ac5Oo8t7yf2/3XwJycnlvebdGl1fSmt/c+RFvS6vpTxnx5EVq3X3L6nxGumOqx48qrVet6MPqfEijSdR+C4sKVJ1H4c2Z6tRUl1YcfgTW/qsv6ydSoqMOrBb+X9prwjKrPdvfNsW972/Wxzq+h1ILEPe/Mxa+/JtkqVIxj2dP1vvMAgOGZ20YAUYaEW08pm5RuuVRes0wEWmFjs5mDUllNNGWJw1KrKm8wZ3vYbZa82kxXrJ22nqWJV3xl3qC5+fBePA48/KpgrN8s6hzUibzqPLhLW3rXdzCha0alavP6tOnFzb9SO86L0a6td4qajVt7Gm+We0qexbl7T0rRNI0/RqHY6bbU6Kf1p8Zy8297OVhI+V5nr+S/bDGo/7d+nC+bOnWXRlotFL51XvLmf8Yqa9iWfectR2C2bpr/k3r/rV6j/8xz6kZVI8a3qPIv5tP+XL/D0j4dZuejjZu4jiFtcW776VxLd6nlHXdU6JHhy0fVMvlSu6eM/y4/cenQkbEJGsXqnJxT2vP/PdxXwVn4fNeuaDqehVlS1WzqW+XiNTjCflNbn8Ti8H1Pc0aF5bVKF1Rp1qFRYlTqRyn6jyjbfo2dtTqX+zkZ1KC31bPOZwXfT5teHHuzwPo+B67TNPt5o1P5+P/wCnTyYpp3+HlkkRIzPDWVzMMj6OrjZLa4qW1aFWm8ODyYa9WpWqOpUk5zfNvJMiZG4iN7TfZMiSpEnIiZCHIRpAAAVQAAS32q7i+LAHxYj5y701xGREo42lAKIyChiGZURGIZFXEYhxMS0oomJUTMqqJUSSomJVcRxJiZInHLRxLIiWRo4lxIiXEy0qJcSIlRMyqolExKiSVVEuJES4mVOJcRRGcanEokuJGjiWREsgcSiCyNHEYojIKGIZFOJUSYlgOJRJRlFBERZADEMBgBRkSUAAbTX/AAdF/wAK/ga5tzj/AMGU/wBZs1CQzAACg2BiHgIBgBFAAUBIFYADwOJUTHEvJ+nvAXEqJjyVEyrJkeSEyokVkyOJjyWmZVkyOJjTLyGlFJkZHkyq8jyTkcSNsg0yRxMtRK0zLTrNbnvRgKiTTe27FqSyuBaWfI0YvHAzxrPCTw0jEwu2xnlyDJjjUTMkN/HgTRtkjv8AIeSchkzPduIOvSjcW9WhU+rVi4vyaweX6m5W1xUtnunTbhU81xXkemyqb8L1nRtsrPq61CpT4XMFPya3P4J+s7HGmaT0/l53qVN1i0fDr1Om6jxH29xuZjb0/wC+9hLq29Nrfl+/+w0ZydSTb4s7v2x+ryPCpydSWXxNm3o9X0p8fHkFCj1PSnx+BjrVu09FfU+JIjp7ysdu8itV6+6P1PiFGk6j8CKUU3mcupDvM87pKHVox6i72Te/qsfuutVVJdWn9f4GpnIpb2BxZMnVKnxAQzia0AAZlQAFBQAG3pNhX1PUrextI5rV5qEfDvb8Esv1GL2ileqWv0h2Xo92QqbQ3juLtOGl28sVGuNWX5i+1nvNtThb29OjQhCnSppQjGCwklyOP0awt9I0u2sLRfQUIqCeN8nzm/Fveb6Z8R6jy7cm+58fD3uNxoxV/VsqRlUjVTMqZ5cw55hsqRmUjUUjLCRiYYmG3CRnhI04MywZx6ccw3ISM6kacJGaDK4Zh5d0q7FqMauu6TSSgm53lGK4d9Vfb7e88mkfWOFKDjNKcJLDT4Ndx877ebL/ALH9fq29DPzOqu1t33Qb4ep7vYfYeheozkj2Mk948fs8/Lj1PZ1CRMjZnRl+SsmCdOS4po+phxdMsUhSHIUjaJEMRpDEMQUC5jELfaruL4sBPiwPnLvSqoogZhpcRkxKMqoYhmVMogZJFjEOJiVUVEkcTMtriUSVExKwuI4kxKiZlpcS4kRLiYaOJcSIlxJLSolExKiYVUSokxKiYlVRLiREuIVcRiiM41MuIhxI0uIxRAjSiokRGQXEYojIKiMURxIq4jIiWAyiSomUMuJJRAxiiMKCiYlBAOIFqm3ByjwQVuTrRdnCmk+7Jp8hp5ow8GzJRourTm0/q8jGoiGPDEA2mnvTANgYABRJQEAAAAAMAPn+JZjiM/T3z7JEZjTLyFWmUmYyomV2yZHkhMoisiY0zGOJlWSJaZjHEN7ZEykyBpmWmQqJjyVEiryOJI4mWoZMjTJHkiryZFJrgzAXkkw22I1WUq2fDxNZMeTGlhni/M4fa3q/g6lcdVt0ajX89fekcpk1tWoq50m8o43uk2vNb18BW8xaJcefH1Yph5xUk6k3Jvey6Mo031mm3yMfIDuReYnb52GStXlVWOC+JhACTeZnuoKADCgAGRoAAAAwAyoKBIZVI9J6GdNUru/1SovxMVb0vOe9v2LHrPNz3DoytVa7IWjxh3Eqld+3C9yR5Xq+WaYZiPns7vBx9eWN/Dt6ZkTMCZaZ8fMPdbCZkTNdMyJnFMJLYTMsGayZlgzjmGZhtwZlgzWgzLBnHMOOYbMGZ4SNSDM8GZccw3ISOn9K+mq92Zd5COatjLtU/wCDe6f2P1Ha4SJvLeN5Y3FtNehWpypP1rH2nY4eacOWt4+JdbLXcS+aZIxyRllGVP0Zr01ufmY5tLi0vM/S6Wi1eqHV32Ypxi+MU/UYJ29N8E15GSd1QjxrU/aYJ31sv3ZG4ln6WOdq+Uk/MxOjOPFbjLLUbb89+wX4Rtvzp+w1F2Ziv5YMAZne2s+Ms+cTG61rL6ldLwaZuLwxNPxKAiOLjJ4VSD8mV2b7jVvCRDtUuJRUqNT80XZyX5LPnLy9QAGGuQRMKuI4iAKoogZkWMmJUTKqiUSMzKriMjJcTEtLiVEmJUTjlpUSokxKiZlpcS4kRLiYlo4lkRLiZaVEqJJUTMqqJUSYlRMSqolxIiXEkquIxRHEw2scSC4kFxCJMSokDGIZGlxGTEZBcRxIiXEinEuJES4mUMqJJcQAYAQXEYhxMigCJWVyijQIlrr1HiC3+AlL9GHsMtGv2c/qwxzwjI2Hb5terBemt5qJtPmmcp1oqn1s+hjOTj6132k91OGPFbyRtmGPL7wzkXWzyXsHFeIbBQARAAAFMBDAAiAAfPmSkyExxP1B88uI8k5GRVplRMaZSYVkiUmY0ykzKsgyEyokVSZaZjHEyrImXExplxI2rJSZGRpkaZCkzHkcSLDImMlMZlraxxIKiRWSI0yIlJmNNQpMyQw5JPg3hmLI87jMw5JeZ3FPsa1SlLjTk4exknIbQxVPXb5Lg6rft3/acedmJ3G3zV41aYSBQBAAAGgOIhkDACsGVSUkMAoHgEiyKhLee+bGLq7J6Ol/1WLPBuZ7nsDW7bY7THzp03Tfqm19x4vrMbxV/d6Xpv3z+zsSZaZiiUmfNTD2WZMyJmBMtM45hJbCZlgzWTMsGcUwzpswZngzUgzPBnFMOOYbMGZ0zUgzNBnGzMNyDNii/pIeaNODNijJKab4J5JHlwXjs+SdpLiutf1Sl20+pTu6sIrPBdozh5Nvi2bWpXHzvULu5X7tVnU9rb+01T9O40axVifxDyAAAcrIAAAAADQDJCtUjwk0YwXFEiWnofzh9fesoz068Xzx4M0XxYHi2h6NZcmmPc+Rx8Kko/VZsU7jPFYMTVuJbHZxfIOxXJgpJ8C0zPdpjdGXLDF1WuKZmyXFozuTTWGbDjF8UQ6P5jJtdMZURuLXFCAcTYto0pVEq0upDvxk1y4nHMNQySwm8cBxIiXExLS4lRJiVEzLS4lxIiXE45aVEuJjiZDLRlElRMqqJUSYlxMSpxLiKI4hVxGIZxqvHBhEltsqJGlRKJiXEjQiMQyCojFEZAyogBFVEqJMS4hFxGREoyKiUTEogYySjKqKpRi8tyx6jGXEIydWGPr+4JqKWVLL8jGMDPVq5tKdLn1m2KjRUqbk3jGORje/qev7CovdgiRCmorhJv1EgAaUAAQAAMAAAAAAaQHzvEtMxln6g+bUUQmPIbWNMkYVkiOJjyVkisiZSZjKTMqyZHEhMoisiY0zGmWmFVkqJA4mG2QqJAyNMhSZjyVEiriOJKZUTLS0x5JGRVjMZZluJdI2pWNcr+Kg/wDYRxRzG1axrNTxp037jhzmr4h4Gb+5b95AAAcYABkaAYGUFAANIyoGkUOJFCQwKSI2MHqnRLeqppN5Yt+nb1VVS/QmvvXvPLUjntjdW/A2u29xN4t5/RVv1Hz9Tw/UdDn4py4ZiPLscXJ7WSJl7gMheefEo+T0+iUmWmY0y0zEwMqZkTMCZkTOKYcbYgzPBmpBmeDOKYZmGzBmeDNSDM8GcMwxMNyDOH231ZaNsdq97nFSFB06XjUl6Mfe/ccnBnjnTttB2t1baDQlmFFq4uMfntehD1J59aO16fxp5Getfj5/Z1eTeK0l5JFYWO4AA/Rq/S8eAAAAAAAGAKAAwCW9AOP1kG3eeYFPiyTyneVEYogYaZYSa4M2IV88V6zUiUYmNrtyCeVlDTNKEnH6psU6qnu5nHMab22EykzEWmYlqGXISpxfIhMyJmGoY3Sxw3k4ae82IlYTW8m1a8S4lypfmMnDXFGRUSokxKiZluFxHEmJRiWlxLIiXEzLSolRJiXEwpxLiREsxKriOJES4hTiUSVEinEuJJUTjaVEomJUSNHEYhkFRGIZBcRiCJFVEuJES4mQ4liiMiHEomJQU4jFEZkBUSSgAYhgbvZR+aQqR48Pea5s5/4Nh+saxmGYAAUVoAAEDAAABhEoCSgGQfOQ0yMlH6i+aZBpmMcQrJkoxplBteR5JGRWTIzHktMyq8lJmMuIVY0zHEuJFZExxMeS4mV2osx5GRtkTKiRkaZF2yZLTMcRpmGolkKMeRkaWNMgEyabdP2qedZnjlTpr3HEnKbTPOs1/BRX+wjizljxDwc07yT+4ABhgAA8BoFRAZAYLSJSLMNENbgLSDQwNIcSkiNQaRe5cTDOoo+LMU6jlxZnpmyTMPWejjaSne20NKuqn7bor6GTf42muXmvh5HeD5to1atCtCtQnKnVptTjKLw0+89e2K21o6vCFnqUqdHUeCfCNby7p+Hs7j5/1D06cc+7j8fP6PW4XNiY6L+XdhxEM8V6q4mRMwxLiYmGZbEGZYM14maBxTDOmxBmaDNaDOK2q2msNmrDtr2qncSi+wtk/Tqv7F4nHXHfJbppG5lxZLRjjqsy7Z7S2+zGiVbyo4TuZLq29F/ulTy7lxf9p81311Wvbuvc3VV1bitJ1KlSXFtm/tNrt5tHqs76+a6+OpTpxz1ace5HFn2fpPpv8LTdvunz/wCnhcjP7ttx4SGCgPXcQwAwwAgGGAEAYABgvrrzAceMfMNO8AEuIHlO8CiSjDSolERLMtHEuJjKMyrYp1eT4GwmaMTLSk0ccw1DcTLiYISyZInHLbLEtMxplxMyrJEriTEqJxy2mVLuJw0zOGM8SbXTFEqIOm1wAiriOJMSomJaZIlxMcTJEwpxLIiWSVXEcSIlxMrBlRJLIpxKiTEqJxtKiUTEojRjEOJBURiiMimUSUQVEsiJcTIcS4kRLIHEomJQDiMQGRcQJKAYAMDaz+0YL+EZgLk/2sl+l9hBGYOIABGlRABxABiGBQAMgAiAzI+bclJmOJaZ+qPmllZJCJBkiOJjiXEKrJUSMjDa4lpmMqJFUVEkaYVkiOJjyUmZaZMlRMcSkyKyJjyY8lpmVZIjMeS0zLSkyokZHkNMmSkzGVEw1ErAQJ703wTyRYl0jXKna6xeS/hWvZu+w0iqknUqzqP8ttknK8K87mZMAAiCIwKiGhEcQGkRVRGIpIwsCJcRJBKXV3LeyabVuW9sxzqt7luRjbbe8C6TYEPAsFZABgY8rp3XZvpB1HTVChqK+f2y3JylirFeE+fr9p6Lo+2Gh6pGCo31O3rv9xuvo37XufqZ4KHLB5nI9KxZe9e0/o7WHnZcXbzD6aw2spNp81vQ0z5ss728snmyu7i3/iqrh8DkobV7QQWFrN9j+NbPNv6Hl+LQ7keqV+avoamm+Cb8kaWqa9pWkJ/hG/tqM1+5uonU/mLefP13r2r3cXG61S+qwf5Mq88ezJxuMckvIuP0GZ/u2/wzf1Of9NXqe0fSnJqdHZ2h2ef+lV4+kvKPD1v2Hmd5dV726qXF3WqVriq81KlR5bZgKPY43Bw8b7I/9uhly3yzu0gBgdxgYABgAhgGiAYAIYAAAvrrzKCC9NeYHdpcQCXEDyXeBRJRlo4jEMy0ocRRHEki4lRJiOJmWmWEsGxCWfM1YlReDEw1Dcibdnbzuqqp0Vl+5I0qcsnbNFoq2sYPHp1fTb+B1c1/bhzUjbLa6TbUYLtF2s+blw9hsu1t2sdhSx+qg7QujmpUUY82ebNrT3mXPqI8Na80HrWyrWifXxnsnwa8Drsk02msM9KSSgkuR0/au0VC9hXgt1xnK/TXE1x88zPTLMw4cmUciTHE7jCcFRKxkMYDRxMkTHEuJiVVEsxxLMqqJcSIlRMSqolExKiYVUSokxKiRpUSiCyNGMkogoYojIGUSURVRKIiWBUSiIlxMiolERLIAYhmQ4lkRLIGAhgUOIhgOIBEqJBUI9bPkI5LTbRTVRzlDhuwzSrUezbXWg/Jkie7EXiZ0xgBQcgGIYAMQGUfNcSyIjP1R8wuJZjKTDSxkjiQWNMgoKqJcTGmPIbWXEx5GmRWSI4kjTDTJkcTHEvJlVjTIKIrJkZjiXEw1DImNMx5GFZEysmNMojcLya+pVex0+5n3U3jze5fEy5OK2nrdnYQpLjVqe5f/KJMMZbdFJl1cQxGniwYxDI0CgiZp29SnShN/UnwJKsQ4hgqJlYOPEuJK3Ck8k02cp8kYygNspAoA0kCgAkoAwAAAGTQwGAGDRYDAwBoAGB4CkMMFBpJQDC6IBgRdEGCgBogGANECXprzGEeMfMGndOYBIR5TuGUSUZaOIxDiZaVEYhxIGXEguJlo4lxIiXEzKssGdytKyqWtCUeHZr4HS0zmtEvVj5vUfP0W/gdXkU3G3LjnUuf6xyGjx61dyfCK95xSZ2DR6fZ2uecnk8zL2q7MOR5HW9tGvmtoubqvHlj/wCDsecJvhjvOh7Q6itQvs03mhS9Cm+/vf8AfuOPjUmbxr4S09nHplGOJR6jjZEyuJjiXE42zwESgwQOJcTHEqJmVXEsiJcTEqcS4kRLiSVUUQWZaMsiI4mRQ4iHEjSxkRLIGUSURTiWREuJkVEoiJYDiMQyChiGA4lExKMhjEMgCoklAUAgINm0qOm5tPGYtGIgonztOlUQEMNKAAABiGZHzWOJjiWfqj5cyzHEsCiokRGmGljJAisg0zGMDIVkxplRDa4l5McSokVeRpkjMtMmRpmPJcSKvI0yEyomVZIjyY0yyKpMrJA0yNLidY2kr9rqHZxe6ksevi/7+B2SdWNKnOpP6kVlnSatR1as5z4zbb9Yh1eXk1EVQIqfVU/QeV34wIrzwMQyS2qJUpN7s7iR4IsHEtbhLcMabHEQwKEMAIuhgBgDRYAYYC6IZQA0jAYLwGDKoGGCsBNJAoIg0MBEeADWgCQwIsEMMFYC6SVgADWgAwIaIBhgq6II/WQ8BHjHzImuzuMhDlxEeW7JlElGWgOIhxMtLGREsinEoiIyDJEqJA4mJaZIlxMcS4mZWHLWep1aeFW+kXfnedghtTSp0oRp2dRtL8qojpqZmg9x1cvHrfy5ovLmtS1u81CDhOSp0H+5U+fm+Zx8TGmVEkUikahfKyzHEqIaXEuJjiZInG0qJcSIlRIp4HEAIKiVEmJUTEquJcTHEyRIplkDiYaVEomJRBQ4kFEaVEomJRkOI4iiMiriOJMSgLiOJMSomRYyYlRIKiMURgOJRJRkMYhkFASUAxxEMgoZBQU4jEMgoYojAAADI+Z8jiSVE/VXyyiomOJZFXkZCZUQqslEDiFWBBQVkiNMx5LiQVEsxxHEORkTKTMZSZFXEZI4mVZIjTMaZZFWUmYyomVUmUQWt+4jcOL2huOztFQT9Oq9/kv7Trhs6pdfO7ypNfUXoR8l/fJrB5OfJ7l9gIgMOOAVEmJcSNgvBMS4kagAA0itgCgI0kCgwAYAeAwF0QwAyaIB4DAXQwGAGDRYDAysA0gB4DBF0MAUANJKAYa0QwGF0QDAhosDwUSGhgMFYDANJwEeJWGCW9BNdnbpcRD7xHlucyiSjLQGIZlo4lExKiRTGIcSC4jiTEqJGlxHEmJRhVxMlN7zFEqJxy3DbTLTMEGZYnHLcM0RxIiXE4pahcSomOJkiZltcS4mOJkiZDGIZFVEqJI4mJVcSokxHEzKskRxJKiZaVEokZBYElEaVEqJAyCxklRIqolRJiMguJRMRxMi4jFEYFxHkiJRBRRERxMi4jJGQMokALiMmJRAFRJAKsZIyBxKJiUAwiIZkfMwElH6q+VUEScjyFWUmY0ysjSqyUmQmMmlXkZOR5CrKiY8lZCsg0zHkeSNsmSzHkZFZEyjGNMKyJlpmHJaZlWTI0zHkqJJaZDQ1m5+b2LUH9LV9BeC5v7PWbuUk23hLe2dTv7p3d1Of5HCK7kZcPIy9FdflhGLIB5pjEMjcKiVEURreRqFJDDgAbMokqIbMAAigMAMAwGAAyoKJKCjAAMBBgAIowMAAQYGAXRYAYAARAYAAFBsAAEUAAAMAAKAjxj5gC4oDtogA8xy1MokImFUMQw0ZUSQMi4jEMyqhkFxJKwtMZES4mJaOJaZES4mZaZYPeZ0zWiZocDjlyQzxLiY4lROKWoZIlxMcTJEw0uJUTGXEw0sYhkFxGQWYlTiXEiJcQq4lRMcS4kaWOJBRxiiokFxIKiUREZGlRHEQ4kFxGQWRTiXEgqIFRLiREqJkVEogZBcRkjMi4jIKAqJRAyKoYhgMBDIKGQUBUQEBBYElGR//9k=)

Arbitrage Betting 101 — the safe-ish way to generate seed funds

Hold on — arbitrage isn’t magic. It means placing offsetting bets across different bookmakers so that, regardless of the event outcome, you lock in a small profit. Do it carefully, and you can create a predictable revenue stream to top up a prize pool or to cover event costs.

Basic mechanics in 3 bullets:
– Identify an event with differing odds (Bookie A offers 2.10 on Team X; Bookie B offers 2.10 on Team Y — with stake proportions you can cover all outcomes).
– Size stakes proportionally so payout is the same for any outcome.
– Factor in commissions, currency conversions and withdrawal delays.

Worked mini-example (conservative)

Say you want a guaranteed return of 2% on individual arbitrage trades to keep risk low. You spot an arb with implied profit margin 2.4%. With $10,000 deployed across the two legs you expect ≈ $240 gross. After transaction costs and conservative slippage buffer (0.4%), net ≈ $160 — or 1.6% return. Repeatable, but not massive.

Scaling math for the prize pool: if sponsors commit $700,000 upfront, you still need $300,000. At 1.6% net per arb cycle, you’d need roughly $18.75M in turnover (total stakes) to reach $300k profit — or a much smaller turnover if you accept higher single-trade edge or bring in more sponsors. That’s why arbitrage is best as a top-up, not the sole funding mechanism.

Funding model: hybrid approach to reach $1M

My recommendation (practical, conservative): 60% sponsor-guaranteed seed, 25% community entry fees and charity donations, 15% algorithmic low-risk arbitrage and matched-betting revenue. Why? Sponsors provide credibility and immediate cash; entry fees create engagement and ownership; arbitrage smooths the variability without exposing the tournament to market risk.

Funding Source Target Amount Rationale Execution Timeline
Sponsors / Corporate Matches $600,000 Large, trust-building seed; tax or PR benefits for sponsors Months 0–3
Community Entry Fees & Donations $300,000 Engagement + fundraising campaigns, tiered entry Months 1–6
Arbitrage/Matched Betting Operations $100,000 Low-risk revenue stream to top up and cover fees Ongoing Month 1 onwards

Comparison note: the table above shows conservative splits. If you prefer a more aggressive arbitrage target, reduce sponsor target and increase operational capital — but expect higher operational complexity and regulatory scrutiny.

Tools, platforms and approaches — pros & cons

Approach / Tool Best for Pros Cons
Manual Arbitrage (spreadsheet + odds sites) Small teams, high control Low fees, easy to audit Slow, human error, limited scale
Arb Finder Software (paid) Mid-scale operations Fast detection, time-saving Subscription costs, requires staking discipline
Automated Bots (API) High-frequency, large turnover Scale, speed, less manual oversight Technical build, bookmaker risk, potential account bans
Matched Betting (using promotions) Low-risk, predictable returns Good ROI per hour; legal in AU if done within rules Promotions dry up; scaling needs many accounts

One practical integration: use matched betting and low-risk arbs to generate the initial $100k top-up while sponsors are finalised. For outreach and to show transparency to donors, publish monthly P&L snapshots and reconciliation of all arbitrage runs.

Legal, regulatory and ethical checklist (Australia)

Quick flag: online betting and casino-style activity is tightly regulated in Australia. You must separate charity fundraising from gambling where required, get legal advice on prize distributions and gambling promotion laws, and ensure AML/KYC if using wagering platforms.

  • Get legal counsel on the Interactive Gambling Act, fundraising and tax treatment.
  • Use licensed bookmakers and record every transaction for audit.
  • Keep arbitrage operations distinct from the tournament entry pool to avoid commingling funds.
  • Provide responsible gambling messaging and 18+ checks on any betting-related participation.

For a pragmatic toolkit and event-branded microsite options, you might partner with an existing platform that handles payments and player accounts; for non-gaming aspects of registration and promotion, reputable event platforms can be white-labelled — one example of a platform used widely for promotions and visibility is aussie-play.com which can be helpful for design inspiration and promotional asset sourcing when building community engagement materials.

Operational steps to launch (timeline — 6 months)

  1. Month 0: Incorporate charity vehicle, appoint trustees, secure legal clearance and open segregated bank accounts.
  2. Months 0–1: Pitch sponsors with clear visibility packages—include logo tiers, reporting cadence and cause impact metrics.
  3. Months 1–3: Set up arbitrage pipeline — choose manual, semiautomated or bot approach; run test cycles for 6–8 weeks and publish test results.
  4. Months 2–4: Build tournament mechanics (format, entry tiers, eligibility, prize distribution rules), get terms vetted.
  5. Months 3–5: Launch pre-registration and marketing; secure media partners and influencers; open donation windows.
  6. Month 6: Run tournament; publish live updates; reconcile funds and issue payout to winners and charity recipients.

Quick Checklist — essentials before go-live

  • Charity legal status and bank account: done.
  • Sponsor contracts signed, funds escrowed or guaranteed.
  • Arbitrage pilot completed and audited by finance lead.
  • Transparent prize distribution policy published and legally reviewed.
  • Responsible gambling and 18+/age verification systems in place.
  • Independent external auditor assigned for post-event reconciliation.

Common Mistakes and How to Avoid Them

  • Assuming arbitrage is zero-risk — always provision for slippage and bookmaker limits; cap exposure per trade.
  • Mixing donor funds with operational trading capital — keep strict ledgers and separate accounts.
  • Underestimating tax and legal compliance — get counsel early and budget for fees.
  • Over-relying on small number of sponsors — diversify commitments to avoid a single-point failure.
  • Ignoring public transparency — regular reporting and third-party verification builds trust and future sponsorships.

Mini-FAQ

Is arbitrage legal in Australia?

Short answer: yes, placing legal bets with licensed bookmakers is not illegal for individuals, but operating an automated arbitrage service or providing wagering advice commercially can trigger licensing and regulatory requirements. Always consult legal counsel before you scale operations.

How much capital do I need to reliably generate $100k from arbitrage?

At conservative net returns of 1–2% per cycle, you’d likely need several million dollars of turnover — which translates to mid-six-figure capital if you want measurable return in months. That’s why arbitrage is better as a supplement to sponsorships and donations rather than your primary fund source.

Can the prize pool be insured or guaranteed?

Yes. Event insurance or bank guarantees can underwrite portions of the prize pool for a fee; sponsors sometimes provide guarantees instead of full cash up-front. Insurance is recommended if public commitments exceed available liquid funds.

18+. This guide is informational, not legal or tax advice. Consider the Interactive Gambling Act 2001 and ACMA guidance for Australia, and consult legal/accounting professionals for fundraising, ARB operations and tournament rules. Promote responsible gambling and provide self-exclusion and support contacts for participants.

Sources

  • https://www.legislation.gov.au/Series/C2004A00892
  • https://www.acma.gov.au/online-gambling
  • https://www.oddsportal.com/

About the Author

Alex Mercer, iGaming expert. Alex has 12+ years in sports wagering operations, charity events and payments compliance, advising tournament organisers and NGOs on risk-controlled funding strategies and legal frameworks.

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