<snapdata remixID="9596877"><project name="AngleExperiments2" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAdFUlEQVR4Xu2dd3wURRvHf3u9HyJFqUkoBmnSm0iR3kINSgDpIFWaKIKAIAgIRJpIR0RqEEINRXqRLiV0CCShKpJ+ufp+Zjd7t1cSErzj8M3MP7nc7e7sPvPdZ+Z55plnmAd4YAMtVAJ+kgBDAfST5Gm1rAQogBQEv0qAAuhX8dPKKYCUAb9KgALoV/HTyimAlAG/SoAC6Ffx08opgJQBv0qAAuhX8dPKKYCUAb9KgALoV/HTyimAlAG/SoAC6Ffx08opgJQBv0qAAuhX8dPKKYCUAb9KgALoV/HTyimAlAG/SoAC6Ffx08opgJQBv0qAAuhX8dPKKYCUAb9KgALoV/HTyimAlAG/SoAC6Ffx08opgJQBv0qAAuhX8dPKKYCUAb9KgALoV/HTyimAlAG/SoAC6Ffx08opgJQBv0qAAuhX8dPKKYCUAb9KgALoV/HTyimAlAG/SoAC6Ffx08opgJQBv0qAAuhX8dPKKYCUAb9KgALoV/HTyimAlAG/SoAC6Ffx08opgJQBv0qAAuhX8dPKKYCUAb9KgALoV/HTyimAlAG/SuA/D2CdSC2OtUlihVhjtxZ/NOM+k9JxngabhiT7VcC08qwl8J8DcNgYFX6Ynmp/qsI2PeKZBI8Atv9Rg82fcgAWTdAjVs8dR8vrI4H/BIBCyIjoxnymwvRwDsKsAPytnhTtDpncjtvUQIb2B40Q2V6fhsitd/LaAlj8gR73CnEaa16oHEM2pNvbqEiKHnFq7rfMANxTTYompzn4SKm7RYsjbbnu2RXoIsl6xGmodvTHS/DaAlj0Hz1i33BAUfK6HrfecYcu8J4ed4u7d8FhM9VYMzrFo0yFALZarsX2Xo5x48UgMSrcsfijLXJlna8VgK6aqckvWuzp6q61hNC1WaJBZF9unCc0QoIv6XGtPAdmyxVa7OjJXedYOTGKPrGi2BOu/3Wts8EGLQ6EOoDMlVS8wod+rQBc01QGfaIVrU6Y3eD4pq8SXy9JY7+PqC9Dh4NG9vPaxnJ8vJfrnoUACsFy+mzUI17Ggbm8lRxhUUbITZ5hnNhfgYk/GV5hc+S+qvwOoKsGcv1/YUcFBm7iICh7Wocr1RLZz62WabC9N6f5TpSVoNYVc/YAFFjNwrrWN5JBkQ6EHOHAbvKLBv2WpqPjQcc4Mvfh4fsn9juAnrrBRuu02PeRe9ebmVbrO0mNJRNSMgWw/0Q1fpqYgqd6BncLiVH9Kqdhv+2lwFfLObhdwS9xU4fbpTjYafGdBPwCYMVjOkwbZUCLE5y2OfmuBEN+UOJ0Yw66os/1iM3DdZOzu8gx4leuix0+Wok5M7luWAhMuT90uFwj0RnAjK52X1UpGp3htFjRZ3rE5nU3ZIQWsicYXeH0XXPkviv7BUBXyMj/Zc/ocaWqw+otbNYjXuIOS9V9WpxplISau3Q42ZzTUDwgwjFg9SgtTjVNQpnzOlyt5HwcOef9LVoczXDLFHuix/0C7nWR4wLi9DhdLgn5n1tzHx2v4IlfKYAjRioxexanwV6kadouUmPLAM6N0nCDFr9nWKY8bP9oGdx5W4QqNyweAZwwQIlJi9KcNGXk+1K0OWpCQLweMYXdgdtRS4qtTWVYPJGrt/YOHXouNqDvVk5Te7rnV9BG/9dVvFIA2y/U4Hk+xg7TiyAUdn28luo1RYXl47hZkArHdbhYO9ENQJOEQbICeCPZhuIP9bj3dgICY/S4G8BBJ+ziQ8PV2PAZB5ywvgET1EhTAKu+dPgSaVfs/XfhlQJIbn/Ox3IsmCjHrXccA3xhw44dosLbjy3szMfZUiIcribD8F8NKPZUj/v5OYDqb9LiYMckOzCuXbDQZbOsjQy9I432Y5uu1iCqG2c9Z2bUkKm6GV/I2S6caj7vQye8os8BZIGbpMCt0o7xXVx+MWo80diDCNxgMOgRr3DvIhuu1+D3zslu4L17Rofoqg4jpPZ2LY63SsLIEQrMms1ZuUvbyNEnMt1+7pTeCnSOMqFUnAVlLuhxrkYilOmcP5CM+2KKCMajAtcNBdK7QPocwKwaLCsfoPC3Sod0OF/P0dV2mqvBxqHJ+OQ7DVZ9kQxXN0yRJD3itAkonAFy8EU9rlVIwI/tZfh0Mzeey2wOWfj9qTISdN6lwt0Ah7buNkONx4VE9hka7zZH7rvaKwOQiPady3rU2WKyj+FcQbgSKEZIlMauLXlNVOKmHrdLcRppThcF2yW3WaJFZN8kzApToOZFM+pccjiieYgy+1v+pA6XarpbxkL4JgxQYH8zCY62dcQT0jGg918QnwFIDIEAk86pmyW3f7GEGM1vZd79Tu2lxL6mEvzeOQmN1mqxeEQKgh5a3bpdHgbeOFnXSIY5o+RsQCr/W+XftTjXMAnTesjx5cp0zOymwOjVBpS+osONsg6N6voitFyhQdBNG+ZN5QyQR3lFqPJIa5/C45uBjEVvNxAh9k0aSfOyaPoMQP6Guk9XY//nEjcQs+p+2yxW490rVnz3g8ONMnCcCgunpGJBJwUGbTSgxUotdvZwwBbykwaPijNOAN4oIkLoWg0u1HXAxtc79AsVyl0zo98Wh4FC7rnMeT2mD0ll3TWkEN/iB1FmzJzjcB/9Vk+GwQeVbs/0so2Qm8/zOYC8cInv7e0/bTjRwjGearNYg7jSIpyrz30X8CAPwjunoO0REzvve6puItQGx3jNtUvtMVWN/f0lrAYKuq1D/ps2FsCS13UodsHqZLAQbbW9WxImDFRi1qw0FH+kx723EpwtYUGggqtWFI5l53yYitDf6RyxN14cnwBIQCm814pTTdzDmshvU1ob0HO7I8BUqA1r7dSh0nETFk5JAx94ureaDEvDpFgzMgUjRqtwtbwIe8M4a3hEt3SM/MXAfi4SZWUBJL69Y8M4rTt6uBIbvpDjXsHnbt144F0d7ga6jwWXt5Zj+lQ5rpd3vCzEDRRw1IrD7Tw/U5UlFkT2o+tPcgqlTwDkb6LEDR0MAYzb2GlvNSl6nFI5dWFFUvUY0yMdQzYYMOBrFS5XFrEGAA8nudbt0o6ulMzrBh6w4HCHZJDg04OjJHYAyYzHp0dUCNhhw7FWiSj2dx40m2/C4gkpIPXEqRLYCOnhc9LR/pBzF1w4XY9l9VLR7CSn4UJ/0ODYULFbd7skRI6JWxQY+kk6xvxMQ7ZyCh5/vE8B5CshAaEXeojcGpGEPEW3FdvD4UngwexFCsTpErCpvgyfL1fiTpCjm+RhLHVND6Me7AzHV4NVWDlPylZFNOCkCQY0+8OEjvPVODFIgjLrrNj3MTdWDG+Yho0hUhR4YoONARZ8m5qpM/paURE+vK91u+fmqzS42F2MWFECXVPystQJzvM6gEUS9SxAnkr4xwrM/FWOCe0M6LdF0AWn61F5tQXb+mQ+QyEc/+U7ZsOf7yfig80a3G4nZqti0oDCh60ofs2Kfr8Y2QiYPt+osGu8FLIYG9vVkmvMr5+G2Z/JcaSdw4DpPVmFeyVE2NfFUf+g3kaMXe4wPAJi9TDrgLhMVtaNGabEL+EyapjkEEqvA0jqf5qHQZWbOljyAWffTMZbz9zXWBAYyq6xYE9XZz/bpnIpbHDpe0d0KBhjZafNhPC1H2tCQKwVs1fLUQEihG6KxObAVnj6lGg1GwYwJxHwdgHMOhOEJlEmDF1vQNX9OjxsyLBwlLilx6p2qegRoWL9jcLxZ+loPeQJVlyq5TwFF7DNal97LJRv15kaHBglRpWlFvuygBzKP9cf7hMAXaUacE8HUzEG6yqmoO5FLhjUbh3H6WGTAvcKclpzfic5pm1QsLDcLiTGB/Gcz1AIITlu2CfpaHHEhIULTuN4Xi3mPAzG37rrGNawCmZci8HnwQH2OoK2WLGpVzIqP9Ohx2AjjteXILJ7EoIT9YiXJrBxhhtmOLTXqhYyjN2hxIC+Roxf6tCC5IKNybAhTIz635szXfSU66nKgQC8CiAZNwXHZh03R8Zvqe8A01qkofsuR5gTWQx0o5NjnFhlvxb/BIlwJ9AZvm2lk/HRFg1S3uWeMvxZCj7Lq3Z65N4pwNVlZhS7ZUWxp1Ys/UyOZzUYVuOW/dOKnd2laLXSyLpjCNi3FNw8cJulWpztLcINJXH/OBYN8xo0ZJwRC791BtJV1ktCZE7hWzloi1x5qFcBjMvHoNMqDe63ELHCrLzcim29M19hVuacDomVGHzax4Bxy7gx4awwOWb/osC3LdPQYydnobacZEayBjjVRoK0kkD/AUZEB4twrboY2rs2PK0QjaQK5djzRRYLWuyTYHtT51Xn6mhgbq9U9D7JWd/kuq0mmdlQ/cAYHUz5GftaY3Id/t56Dk7HlAWerdzttSQYtloNQwlAlMig+1gDvs3k2FxJVzYe2qsAeqpvdTMZJs1VIq0UAAvQa6gRkxe6axEy5nv6PoO240ysdUoKgaTWAgs2DebGgUQzlU7TQXPZhrzXgXQd8Lgxg5HrtmDWR23Zc2S790HarBGsh4C0eo47mtXEgK/nyKF5YsPzAJHdui6624qTzbmXhDiz04MYjOpiwPC1DiOJ/GZlgDrbtfaXq+aPFkQMpH6/bDCW5SE+B9BT7UO/UCLiGxkgBVTXbAjvlYaWJxwzC2T6K66pCLXnWdiol6J/66F4bEPrZSas/14GyWOg4EkbngQzML0DDIqX4Mf8qbDKZKi/cSsONWoLW7wN4JQiW9qNNuO3mRLMapyGkXuV6DkoHRMWp6PEIz0sb9owo5kBYVEO6LrN0OD30ZyF/fZ+K1b3SkGZ+zQs/98C53q+1wAkGkpYSJdXfacFfdYYUP+Cs+Hh6SFIoOjlrlyDl4qwYldYMjsuI1NoNzuIELzegnQFg7shIqijbbA9ZZBaEEAJADeBGgmn8Uetalh09goGlCkL/ENUqKOmMj9bcLW7GGsqpSLslIqFf2X1VDQ+bWIjbMJny2EuCEgfAF8NJGH4zhrQ0z0Tv+XWDjLc+VAEq+Dx+WRJ3m6s/8freQ3ArIQTWVeOVR9Jcb65COmBjP1QJgkI2m9F680mNkpFWEiKjC5r1finOnd8sykmPC3I4GxfCbR7gKQmGUf/DcAA/PTkFvpXKonvT93AKE1pgAwBSwOih4CVeIECueN/qJeKKVNVeFqH+7/N1yb8ONmRbYt8d6KsGD+FyfFHcykS3xPclRV465AV9bebMHitEYEPqUb8ty/FKwEwOzf5TMvg+x4K7GkrxcP6DMDZMWzRXbCh+m4z8j6yIWK8DJY3AdEZBtaqNoBM1z4ASkgZxIpj0CetABZalYAcQEkAl2HviktutiIkwojtbWW41UDE+in5Io21ocJuK0IjjOga5bDOs3Pv9JiXl4DXAPxkqurl7yIHZz7MI0J8kAiJ5RhYSRd7hZi+ANKALpfWI67ixzgscdZMsn+ANx9ZERRng9Lge621aqyzRs3B4+W6Q70GoC8lt7itHBs7SXG9sRiW/IKa/gLwGABxAz4Dfiogw5j7JjyX24DyxCR21oCsNj1vQ53tZvRba7RnSPDlvdNrZy0BvwJIHNfzuilwuI2EdRQLS94/bKgXacHQ1ekoHWtmA1D//ITrl/X7bUj4kAFzh4GtuI01QkDsHOLdIXEJWjI5nPGZGNdBgPSWDaaSDETPgNED09kpul+byLC2sxyXmopgEhgs4r+A0nstCNliZqNzaPGdBHwG4IpWcqwPleJqEzFrXfJF/BR4Z68FnTYa2WhkT4VkQP1llpTtWnUXgaVhKVjcVYF9Y8QoeBh4/AEgO2eDsTID3M8ATQLO8i0NgEB3G0Cw4+pvb7PiYWsO4C1lkrGiowxbJxMVCeQ9acOGj1JQ5p77nPW9giKEd1fgQIjUbrjwV33jlA11dlnRe72BatOXZNRrAJKZA5EFqLvdgkE/G1D+bvaSPG6rI8HwFWrWUc2kAgOGpWPcUk7rkNx/Z/uIEbjVgrHfGdD3hBqtx5uxbTKhDUB8hqslGpzVGwRAKYD9FNc9a2NsSKzNsFpRnMZgWetkdD/DTd8tej8VrY9xPkh+OpB8rrzMEZ2THdmubCHD+lAZopuI7Zlds3Nebj/GawBmV5B1IjWIac35+2outCBikPNsAu/3e2+llU0q+fEsNQ6PkOBQ0WTUi9WwDuQVC4iJ6yjMBQBvADYNIHrCwPaGDba3AOkFoNAdK3SPbLjUS8xaxjV/NONJIRHutOXmne8UEqPuXQ07XpwcYkCvSIf/70AlKQasViG5LNfF9xhuxLfzs54Lzq4c6HGcBHwKYK/JKkSN44JFCxy2YWunZBR74m6F8pP99Wab8etIbiUaWcJJGp5AQhYKwWZDgbs2dmh3s73ARwNA/AiwEOBOAiYSpKDjtGm+KBtMRYCmG0w4U0eC2xnQEaf57qBkbKsvxYLlcnwTksZmTyCFpAa25gGG9kjHmFXu4z+Sc2ZpuIyFWXUNmP9JCpqeerGjnQLnWQJeBZAs9CHjPTJVNq5/1rMJ757VIaEyg/Zfme3LH8ktEjjyHwMuvO+IduaDB0gUclGrHsobNjT92YwkKYOb74lwPyTDONllQ0JzBoV3WPG0HANjcc6wYVKAVfVS0CdChTdvA3keW9Fklwk//MyFfRklQKBJD17r8qIi65KJcRI23IgZ4ZlrPrIi70y/jFmczVYc7EBT/Gb3hfMqgC+qlASDksiR/v2M9nS75Jz9lcXoflaDdl+ZMH+qIxDhXN5EHKwsxYh93BJIAmfwBivGfWdAr81KGAM4wIhhUzHCgieBDDuHTIripg35bwMpb8BuYfPXOFooCe8/4MLt3zuqR3J+mz1XDcmqIPnHhphizskpSZL0tNJAy2/M7NoSWrwjAZ8DSBaOE9/d+PZpGPCbs9VLUmsQyzYqKBnlMowWAlmj78xsVioSyNp8iQlhkWZ03aFC6CxyPoM1c6Ts7EjXeUY0PmFGbAEGR2tIcbyh2A4gLx4yJ72mQzLmd5dj35dSt+DWy7pEvJFkY+HuMNaEudO4F6DOdh1iWnJR1K6F5DJ8XgWoM9eMDcMojP8GRa8DmKgWoczfWnaM9GNdxwJv4U2SMR2ZYxU2Lkk4+ag8Y08KxEdAjxmmwtFGYnwz0YBpoxS4VZtBTPFEe7werIA8xgbdQ0CebEO6mkHxaCvCNhgRut+IcQMVrNGivgrceNd9gVPnOWqcbSFmNaBZDBQniTEF0E3qr8TiRTJMb5bmcYqu+h4d4hszqLjKgp09aHhWTmH0OoDnSolR+aZnFwyBijiY+bws5GZJ+rSvtzqyDJC8fHu6i3GnRCJINqwyf1qxYGoqSkXrEN47DVH1JIiYJsMdWSLWNJVi/GYl53zOWBVXe7+ZTeO7p7oUwxarkFgR6DzaiMnzDWwsoWt4Pw+bcG0IycKwdTKnLfnCvljJWlRZYkZkP89aj+5Nl1P8fGwFk9sh+3KEXtKg9UQzFk1ybjjS6D9XTcWHZx3bac1olsZunUCShIf3SGN9dML1IGSR07yPpVg5X46zbyaCsTGock8Lm5ZblvlrrxSUeGBFqat6pAaDjf/78LQJ7z3n4ONzyfC7IwnBI4vPB41Ox5iVnPVL7kH3AGxmLmEha4tlj8AGtdLy7yTgdQ3I3w5Z6rh7nBRby6Sg6jVnNwXJeFB2s8WeKDJJySA41ZHISAiFED6h9iI7HF3oLGLD6Kf3UGLuCpl9Yfqi9nJMjlBgePd0jFrNZU0g5/abqEb+v6woe8OC2hfN6LZIzW7fRULyl3ZIY18EfkmAUPuR80eGGezJ0vln5ANnafzfy0PoEwCFAAlvjeztcT5MbE8+SX4jScflaQyOtc48XRqfxZ4kOvp5TAqE2iv0cyPb5QpTczRaq8HVdlw9JI1viT+t+O1T98SWczsrcKc4g/AZaaj7mxbVjpkx+3v3LPzkPsnQovUN56xe/LN9NViJPSESe5b/l2+O3HemTwB0FeOx8hKEXlR7zJB1VZMEXQrnnPak+cj3ZPbkWBsHQMQ6JobI0fISdM64btlTOmieccmJSFfac7zRKUk5SbkRL09A0B29U7YFkkemS4QJbY8Y8dnnKpyvIcKhDpwxQdap5Iu12hesk+9I8vTTfST2DP65DxnvPrHPASRQfdXRgIERjikuskXW+G2cE5gvTvBZ9IgXO6fo5TPbk8z1x1smothfetzP57BqST6Z87XFTunZSNqOVCUwZ2YquyD9dskEVPldi7MNOUcxsWBPNUlEpcM6nP+A08BR1SX4dJ3aPr67HChG0zvumo8kOi+924r9GRvqeLdZcs/VfAbg9E8U2NhNyu7pISyk4RrPzzxL6juX9LiescmgEMqaO7U42cI9MTkJgrhaOREkhL/vQpUTgIVN3MLzanu1bPfI/+WvSxJgkrwxpBT7Kw/u53vu8YVw1c7C58lsuJF7EPp3T+ozAD3dlmtjHS8nQZcotX3PDrIwacQ8Azu3OvxzFRocN7GJIvnzSNrcSYs4C5Us9+y224jTwWJcCxCzn/mNajIzXPjv54cqUPWyGTWjzZl2+56ga79QjXOtxG6zJP+uCXL32a8EwE5z1Tjd1rnhvhyqxKGmUrY7JYXrLm32rbhIMqCYognYW1WCuLfEbD5BHqCA+zoWApJdi+SW4Tcu5AHk9wQhAQ3XyyWgyyy1PciBJBGaLsi8mtXYMzPNR7We914anwNIBvblrlnYLRL4Qrq+ktFmLJrMWZyHK0rw9Xglu/dHZkA81zDYUUfK+ghdNRyfzJwHkAQHbO2fDBJO1eA852PkLWkhPCQVR2SfJBytIMWqDjJ2w0NP0HkCTrjZjfeaI/ddyecAuoqUpM/9vk8am4aXL7yBQP7nrVTymddwrlDwu1y6gsgDSPYdJqCS0nqZlk0Pwh9L8jtXi7agyFMLeMuYHMcnwOTvyRU6qvV883K8UgA9NaLwu31VJdjUXGrXjLy/jzx6yE9qbO2fwuZ/5ndZarJagz2C9G3CzQovlBTjvVuOfeQy2yGJ31PEk+YjGRmEGfBJ178iJAUNzmcv2ts3Tfb/ddVXCqCr6LLSMkLtVDhNj3ils1uGbCLD7/vLX0cIIJn1IJsOCusg2y/s6JmMjvPU2DSE626FWpb8TxKlxxTirOF0KVDjgA4X3ndMxXWYr0bEYBoB463XwG8AvqiLa71UY8+YSpIGkeAEUgaPVbExg7z7hXzH+wSFAJKA1+gqiew6jwMuO22y2i6T7WBJUvOa5y3ocJDrwkl3vrmNzG3pgLcaILdfxy8AusLXYKMWBzp53hiQ3/eXNJQQOuE1eH+eEEDh71cCxCgbY0HN3TqcbMaBTPIU3gzmtCrJwh9XAOi5w30bL/I72Qqs77p0uvLNB2+LXwB0fQ6yNQO/fwjZiKZytJlN0+s6Lstsqm5hRwUGbjI475gu2GBQuDWX0CVT+aDOvkfJizSyD2RPL+nrRUnZkXBWDT92iBJT5znWYpAtEzYM4+Zp+c2vY/OLUPQpN5ecmQbMDFzXuoUvArlerR1anGhJ13dkpx1f9pjXQgPyN09Wx5350PM+wsI53Gk9FfhyBTcjItyF3QlAwa5HQtDIDkxXqjnqIPmhSTQNKcKd1F9WoPS8nEngtQIw6K6ezQlNCtkg8GgFMToedASr8sELQtcJv5WrqwYkYV78PPTAcUp25yW+8IaMaxfv6f+ciZMenVMJvFYACm/etXsUBg5k1qUKNSBJ7zE93JGlKvwjOT5bx83GCM/fWUuG0vctKBlPfXs5hccbx7+2AArHe/UitDgkWGsrdMsIYRICSHZlJ7MdfCFbe8Xm5bSrcLaF/B/8pw7XKjqH3XtDuPQaL5bAawtgVtqQTKe1O5T1zufk/HmhCnt2K1eNSrdTeDEcr+KI/wSAQkHwYfn8d5lpQPK70AnNR9C8CqHSOrIvgf8cgFk9Gh8jmP3Hp0f6WwL/VwD6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name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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4c5G8zKnRDnHo8znSAMhIAR+1gREgCv48NMaawu6oh3PwCNIMJ+JuLJdai9AHx6ILTjE7cOvINUzyMnzzcUdSDT/G/K5OZ4/0Wh6DodQwA1NI6yAfWYdRwvU5pl4CvHm/12sANMqawO6oyMvRC4GmYkh+5tyKoHGVpqGvTjNzSKs9OdbGTQIKdiJr7m1eWlYbpNO1abESsdQDcS5rjuQGBuaRfEDqFiseTY9jxHGnyr49JHXEwJCoAITEAGuwIOjX22JPZf68hB8TvncxAh/LqraZp3pQEnnN+pVX3bMaCRX0yvA0IJo70EHboplvJD7ugeFbJRpN6RkPqCf9wl3xPXuTWGetRsduBnPow8RZ9x40QLsbC1HKtiQZ79CQ/lurMJa7ml2C/v9dni+Riuqy/PwHuLMW8IO83wrkwYhGbtwnFuakYs/pNupNIanah459DskGa9U9Okj7ycEhEDFJSACXHHHxv9m9KV1FpeiMi/giRjsvi7SK9Naz3Z0odZYTRu4hxHWGAMzPM/QSHoY++Hhq8zqYYXM2V6egb8gwfxrSHFdYS9DT+7NS3kB+rlDlhAszxkw7bNO4SrUiCRutNJehR7cnWfRvzDS+EPI91ZnumNc80DqTPdcU6TV2hf2+31hn8FlXIVn8guIdz8Qka1KU2qH+liLbdzNbPcTmDryikJACFRgAiLAFXhw/K+WZ/2HhuIunIaXF/CVSA5/nomcgutptPcjnAc4gxojzdAr2JDCed5ixKjVMt8YrqQfrbd2oxOa8RKeg/7uYSEftKBgEg30jsc6bOOuoYWpXALsVFbKdg1Bcuz8kO/sBFZNKRqA8TUWh3yfeZ6JNJiuwS6c4JZmnbBDPMvzLxpOv8ORsvOJ/T9YzgCcHn434KcwneQdhYAQqBgERIArxjiU+Ra00/oaLVEXq2g19zR6RFypbbe/QGu+rCyfZNpk7Ud7NOIlyEN/c3hEMduCw9zebBCyzSzP32k4PRAp3adMAZ7EVSjFPqNrC08oqoubaxwP6mvSwVhKqG2hCMw1zZiwPyy2WUfRBpfzPPoYceELOtBu6xs0Q62yorxVP/40r8WuaRgQO7rMAZMGQkAICIEyCIgAR3uKzLHew1Dzl2W+Ro51O43Gm6odp3vHY2z1KWHvmVHwOI30/qVMQwvH7WovTnGzMC5WWQW/oCTvBzhG57ieEdpoI7vgNkr0voUDZHFjwx1y5brR+hwd0JjDne9OsnvTeF6GfDDXMF0hv1tWwR2U5H0DO/AltzEvD9lmqtWdErFKC/lkbzukVd8Wsl22fQ8l8suwwDzZMHALFYbludDKpAFILtO8xHlARkEcjKJRGOH+Y5njKg2EgBD42RIQAY7m0DvVifLh5RrhV3TOKzoR0eUpwUcHbAsN2eA5eBPDzNBlAnPYoNG2pUU9u9JYJFdND8LxF3bRY3YRXGpLm+OR6p4ZvDItFs9vUBSuNm+ZK2DnB8ZhFHIDM7RD1wL7UxrIabyE5qK/MTTk0M3xvE9xdBP24iQ3C2+hSZvsfWjPV5WVC42JhS0pqWiHNi6ZTS9ghBHxnBiTPJfTeDqqmUr1pWj+1yV9C4EKT0AEOJpDlGWPp8E8URUfwHps4y5lBPZMzL+akl2bUQ3gmfQ3xBsPh339ufYEGsI3Yh/lc9Pw0dO02TqEq1GfF1MuBhghU39on30aV3F1nkOvYJjxu6A+HSH3AvzWmVq4s/ap0m3KFOBZ9t9pOD8QKW2InFrB011/xqjYZ0OutJ1I6kjmIRkFcZTinePbTaDeGGusCMeR1tgb0ZU7YBu+4HaR3bTUM+i4dR61EVPm+XM05530LQSEQIUgIAIc7WGYY71LcdBb0Dyd/4xR7pDC4n/NRXYO9efROEwF3MAIm5urxcCxkoxU+SjPfpmG8j2RBIOKa/5iBVZxb7NnSOE7aRWhJlyc4RqE1NiFFyzA8+xJNJjHYx3v5K7u1iH7cOw2p55viXE1dwW1mXi6JSXH7NA5vZnohjFhXLlWWqvRA92wgXZzZ6NF2CmQ47mFRtM7vh2CyK5bmvcqaz26o5P2k57NN2OMO6QpSbSnnPQvBIRAxSAgAlwBxoFWW1vQDTqthSmCu1Pxu9IhqwD1UY0XUTYGGslhv8ISz3zqS4OwFYf56jABVJPy69F411e678yYERhTbXbQ82bbr9Awvhuf4QS3Ch1VTAdtCw3Y4Bz8Fknmfy5UgGmZvRS9uU/YvGS1+r/GtTliLeM5BW9QnPcOfI7T3CSMSYf6vomur/QuQo7rV0iKfTvs6neH9RVaoV6ZJRnVA5wzZcVxvusjDIkN71FdAeacvIIQEALRJyACHP0xAD60G1B/3oFGMHEAFjc2QwYy+V/ViTouVJV7KrXFuKo7Qn4NR7T0Cg7JSDazQ64snajhhZSOQcbYoDaZnqGUTHmRAqTIibzOoxcx3LjvggV4vbULndCc59EHiDNuCnoHJ7BsE+3ljkazkN+j+FyXFyALg82UkEwW2lk0gJPwGY5zqwjGG3nWyzQU98BDXs4tuArX1TkYaaoQW6w/j7CCrwhTTd5BCAiBikNABLiijEWufR8l8AvaPGIxZmKAGR/xH/xt1hG0wRVYi83czewQdhW31tqKLmiLNdjE3c2OIdvNKXid4rx3Rjx/PW15UR3EOa5bkBT7XpDAFtcZ5gU0FYONcRcswDutY2iJOjwdj2OU+UTQey7xzKW+NCRsytDHnssokY7CDeIM6o9UI2RBBb+pySx6DiONh8JyO2qdweWoUq4UpT3WSTRFTW3ZufJ8x5Db4xVlnsl7CAEhUGEIiAD/kEMx3fortcQ9vIf/ixHusn2DnfJ5asWawcOR6s4L+3qZ+ddQsktXAuJs121IjtVnlUFX5plrKPn8RF3kPt3VFGmxwa5QU79pTKlVPgcDPIX6IM1YHiSgxduxYXNrl9rzqA8Pxkpazr2MPhcswIftAlzJ1TjLey1Sqn8adP82+zDa8JWcy7ci0f1u0Pd0Vqz7YfFVYXYQZluv0DDcXWY6kVOEojy7EQusdBqIMXocyuHXrd9bRb9X5bp8qPKNGFNlww85BeXZQkAIVFwCIsA/5Ng4aUZnAc7jezHa/c+yuqPN1gFcjYZaMCtFPg+mldYa9EBX7ORj3NpdL+xqbpv1BdpAGXPMxgBzRKh25BdYnoi4EHaXzndZh+3c1Wwb9Iw51vsUh5uwAXu4sxlUUaisKGhyVthZRjukUFDuLh23zqE2KvHsfDdGXK5Tp0petN7ehU7cnBdjOgaYo0J+x93WSTRDTZ7PkzDEfU1IXlPsnpTMK1BJC2pY+019r2o7lnUEdUQzk5IdLbAn00DWOwScFZOElGo5Zc0J+VwICIH/TQIiwD/kuL7L1ai3vR+tcClUjuziSmkhc21LvsPUggE0gOegLlfGFhzk9majsK/4/rH6NCb2gEpj4jn0bwwz7gnZdrr1GMXjCZyg81zHqByyzVzrHRqCW8Km20y3/o/i8dewZ9ROH2HOViMK8ISTTejGyntxDuAqIX50ZBWOoqSiXBwgDzc2gn2rX95VlW660tZR2Jk8AmPcwYFkuZ4/0Ch6SZ9jzzSqIY3OhhTp4lQnbMYB7mA2jjQ9qMDyqohrbKMj3M6oX+ZUyrNepaH4jW63Aiu5t9mrzHukgRAQAv+zBESAf+ihzTzTljoWrVB5tFAmE8vQr8zavrM8L9JwulevkmbTPzHC0P875FVsThExOlilyBywPWjIJs/FWxhq3h70rClnWtPY89u1CGaGcJBKz7+axrg265V5bmEjpJQKSso5cw2NPj8x3PZuRAHOsFIoBRlh3bZmF7xOw7x3Yi1t5G5Gp6B3n+F5nkbS/TiIAm4UumyiY7uJ5VjKfcx+IVnm2L+n0ax3KTgTCRhjzgiHndbbu9GJm+EEing+j8I496yIU2lGwaM00vukbhNuF+GHnovyfCEgBCoUARHgH2M4Mq0E6okMFdSDPTjJ2436SCQ74upqhb0CPVnn3HIWNUKKETYKl/bb+WjEbl6KOehnhi6YMMd6j+Jwc6TqR/SZdQwtUIfn8vsY6g6yx6SvrLOoh8o8gx9Cgvu5gPef5GlP42mTjhqubgT5NEcU4GkFD1OC9xnswyluGmyJSSutdeiBzpyH1zHcvKs0N1prb0cXbh12GzijcDilFGmB5HT0wFhzdSj2jjc0lmMZ9zH7hh2fmdZTNAKP6Ofl0asYbtwdcRplF/ySBnvfUQFi2EKHuL3R8MeYdtKHEBACFZuACPCPNT7Z1p00CP/RrleR8nJLvA/tso+jOdfGVzjHl5mhfZhVe2d7WAdahQ6iUs3oG/s8anFMWMOPefaHNJhvwBYc4vZmkEjQRnsfOvBVvNg1HQNig85Z6ZzF+ux0YmGj0mk7EQV4jvUWxeG2cNu+tMf6Bk1Ri7MxGslmUI1jOm6fQ22uxBlFKUitkRUk0CusteiJLlhPu7iL0TLkkM8reJsGe2/VK9o1+TVDnTPr+yZxPRpv67zpsmoS6zbp+UOor2umKiepzU62G22RTF/+WNNO+hECQqDiEhAB/jHHZqb1BA3DY8pXGet4B3d1t4nYfbrnZhpB78IAYSWt4F5G73DtHYGLKDJL7LnUl4eE9ZKeaHWha7AWBWDONRoijQ4H9OdE/IY5H6Vj1jnUQaVQQhlRgJ2o41VYwz3N7gF9qgpIiboCEtgdokjDDOtJGolHw0Y2f/D1FTTeOIKqaieBb0VKiAhqdVafVJCvRXwe3kOceUtYzsUmKFAFLNZOuxRpaSHPkn1iXdCEeng3oTHcOEQ2r8QQjDNW/phTTvoSAkKg4hIQAf6uY5Pl8TkeJbs/LNej8qw3aCju0G1XYAX3NsOKqm4zz/MxDabr1P/kaa5fYnTs+yH7SfeMpDGkzyx5Gt2L0UZwxHXOmdY06vx2nWucRalIMTJKP8tfom+u6w0Mjf11wOdZ+b+mJNdr4c6baa/nNJpQdZ5GD2C08ULJeyMJsOO3zIuQhYGlDDSmFf6aEopew2c4xq3MoEhvWm1tQje056W0AP2MwUFsHOvOnTjGrYPvV+1pqb0YfbhfWQUcdPpQXx4EVRN4Fu5EsqmrU4UV6x32l2jFl+IYzvMKug6JRvgKViUfMtvzFo7hEVwfoe5zuSabNBICQqAiExAB/o6j41/1zcE7GGbeVq7HLbDTaSD7ckfLUV+W1ts70Ilb6fYRrCppmbUEvdE3kpD4KyqtwWbuHsLAwwnq2oTPuaPZJOD7pJ+uQ2Nijun3CFHEgJxCCHl4A8PNAPGOKMBbrMNohytDBpwtsKfSQE7FMl7Mfd0Dgn4wOOfS4fKHnc9n41mMMP8cND5TPCNoLOkKTzyd/4hR7pdCjmGGPZZSWAsoL6ApGGyMjyi+G+096MBNtS/0fP5jeVLQ9I+B5dYK9EJPbMNRbmdeWa75JI2EgBD4SRIQAf6Ow0ab7f24mnWqEC9CDgaaSeV5JC21F6IPa0Epa9sTk7gJ9S7YigYcG9FC8cWDsXRz7XxVjSfsM1UFpiSeBFW5aGpMC6RV2x3wvlNP96XUmCXF6To1kEaekp/7o6ln0T8w0rg/4LPiYgShcnEjCvBeKx9N4OZc791IrP5qwDOLo415Fv6KkeZfAt51mudhSqBn8AXO8hVm1SDuTtpPhBKH/q37DbSLO4c5H1bC6FhNbqA93NkIynMOxUGPbRmOWwH3FQeT6e32ufyS1BMuz39J0kYI/HQJiAB/D2NHa6zN6Iqr9aNW0FLubYROcynVF62xNqIrtI1kmeUFpxc8QvHep3Tb+fQRhhihzf6dfF4VTLTMqBEq2pq2WkfRFpeHixqmvdYpNEENns0vY4T79wEisdrajG64OmSk8KKCadTfm4DVWM89zC4B9220PkcHNOY8/BvDzYB8ZX8QVbZrCJJj5wfcd9gqwJWoFqq6Ea2y1qI7uoRLLaK91kk0QU2eF8ZcxEkNUj9G0ov6YnyNZaGmAxV7ZeMIzvBqo0sooxD/fYs986gf6a1wnud6F3Gxt9VU5mkAACAASURBVJY5xVQ+d5fYlaosJE7Dy0vpYSQYfy/zPmkgBITAT5qACPD3NHy01F6EPtxfP24ttnI30yfIZVxOZDEKdUrL75BkvBL2lsVWHvWDLkTP6a6BGBu7KKRg7La+QTPUCvtjwBEeJdJ1zEpBz1hgZdBApGADdnNnM7BcX571Jg3F7SF9o2fnv0bDXL/GFjrA7Y0AE4uwK+BJXIVS7TOIAXhCUV3cXOO4/32cYhLqDLWeGWQgQkfsQlzBVXka/xKj3YFn49PseymBX0Q+vPwPozKeIG/p7+lP31pCc9Hf0FyDLuf7+qwmn0SC+VjY8XG27/VuCOVgoFH2bkim3Yeu5lw0wyX4gs7wGroVibEflzVv5HMhIAR++gREgL/PMSzhC6xFaNf5LkgtISih+pr0lZs6GPvQiurqFJilGIskMyiVxrmVtlpH0BZXaGGpYQbl2+p2juuT9pSOiUdqNX3GWfKi/ZZHVV/iuXgHQ0udXU/xDKWxlIeT8PIlpfrIslMpiafiFLxcq9RnuZ77aRQ9ryOEmwXm84YXYLs3jedlIb/PjIInaaT30VCC7i//9zXO8aXBKVp+S8/ltJj7GEFnx5jn+ZQGU1pEA5MSVpNYRgu5rzEo7HRxfKZVg/LugmR4rqNurrf10cI+nOb1lICxxtLvc0rKs4SAEKi4BESAv++xybNeo6HwBSDtwnHejPhwxg/+rqd4OlB311JlpoFDVMBrC1oFOU05jbMKh1G/ohnqnBfrsY27mLqOcJDAlmWp6GxVhyle4F8dzqS/Id54OEC8bcuLWFV1yDsWqdXT/Z9lWomUjOxQecthBTjHup1G401dSahhoIsVLbUXoA8PDBUd7Q9WCmXpOOVUAo2tpPOFeTK6BTmPfWJdSaNwUFt4RjDSoOPWec15B77iNuZlYaeKMhIZ6X1Gp5et4a3c3V327of6sdLb9axKfcJ2fMHbjS4YS0e/7+kozxMCQqDiEhAB/iHGRhlj9McT2vnoIGxe7b0ZY6tHTkHJLEyk3kVTtWHDbnzDLczaYV8tz36VhrL2FA5rqjHxVC8aV2m53tqd5XoMI2N9NoglLjphnccliOFpeBSjzacDPlxk5VJ/jAplm0g7reNoidpBgV6TTjah8ZX34gyYqwXm7IYV4Jn2CzSC78MO+pLbGJcHvJ9TRGK69/cYVf3lgM8O2Tbqcyzn4NdIMt8I+GyVtQ7d0Rnr6TPuYujo8YDPV1hr0FMVsYiQmlQcUKZX+gtiUsIWTcguuJEGed/TBivl8I/W7zHT8w8aRPeiKijkNv8PMSflmUJACFQ4AiLA5R2SqQWDMTYwQCjirZmeW6g3vaEFVZ1hruQHykxFybV+QwPxb59lYWg3KqdPfwCSXuWFKTPonBmHK9HnfB4q5cVZzZ7Aea4TeP5Ky+0l6MV9ESKViZzV8eRAP+mwArzAmkoDkRpS6J0fCJOpAdKMb01BlLVjovfdkMUlJnF9SrYPoYrKdXbdjJTYCQHjlG2nUSLrcoec4/oVkmLfDhrHXPsPNIp1OhLn8dsY7v5VyLHOyB9EvVyztMWoylNebTTDL+h0xHkx1/6AhrAvgG4VreGeRqDxSFnzMce6HYnmf8tqJp8LASFQ8QmIAJdnjJziCMq96kCl0RhTbU95bsPUgsHU2ZutUmx0Puhieh4jjQcj3qt8hofjEWWWgXXYxl1DbzGrZzhRvmErFKk2X9hncBlX4fk0GUOMtIC+J55uSeNjdqqtU87yjkdK4CqdDtgWGrLBM13/h/hYHYGtrxn2szSSH8I+zuem7holn0lOIftSebnhBJhW2MvRk3vxUpqHfkac/1lOBaQQBRZoqbUYfdAvpBXkImsa9UdCyCAxxcM5Q1+DLdzdbB80Fmp7+lr4xH4tNnE3s2PI8VIVnPpV2YgmXF3zX1u5L1KrbIw4tosLZlA/70gt7EuQh/7m8HLNI9Uoy/MLakP/QgvUjuRnXe7nSUMhIASiTkAEuDxDoLaUB+EJde6pLQU30VMYFftseW7FVG5MbQtWojXrM0Sei/cx1AwqdBDwLMcbWf1xOS3jPkbowgA5BbfTMO+b2mZxMWZigBkf9E5OcJAqkpCFxviFcShAMJ20olBnl4usWdQfw4OEaKrdl1J5iXaEyt5XHWlX+3OFaZd1As1xCU/3Po5R1Z9w+gorwBusPeiIpkHb2bM9b9Ewug1rsY27Bf4Iof22B43Y5Fz6AxKNfwV8n6+sc6iHSjwLT2Ok+WgAj5n2czSC/4RCMM+o1A6pVbeX5kV7rJNoiprYBw9vNS4LVzSDtttf6DFVPt1LMA5jzexI84GWWyvRCz30HJhPH2OIcUO55o9qpFbNPfkGmCBsxF7uZDYr973SUAgIgQpLQAS4vEOTbvejtpyBVqh7MSsYf/m6crpfYaGVRQOg01giGnzMs6bSYKTqdjmum5AU+0GQqOywvkIr1MNKrONeZteAz7POpFLS+algVUShqA2ur7HD/7lj2hGiGIQ/dzcHv0WS+Z9vhdbnAMVzMQFDzZvLFODPrON6VVfqnJrW2BvQlTvyPLyLOPPbXFrHkeoUFXEtIzCFygmAU4FsDQ0jiEOxj3NYnk4UuzLCmB4+Jcw/lqq28CLcjdHffv9Q04nW2jvQhVvpUo/z6SWMMP5YrmmnfrxdZc9AF7TBWYCXUzoGGWPLda80EgJCoMITEAG+0CFa4plHfX1GC9hOR3iH67ZQaT4h/yFeaa1BD/gEcCUt515Gn4irpiXWEvSFXv1yBKtLKl5FagelJ42YoJzXLOtWSoI+6+TcStcisao+A/WL4zb7MNrwlRwiH5Yc0SrlL02brYO4Gg1KRyj7t5SX8Hz0dw8pU4CPWIW4AlW59Ja1YwaSyddjjPsT/8su8cylvjQEa7GRu5kBtYH9BiLz6GPElVphLrByaCBG4zAVcINgcUZm/jWU7JpY1g8e/9m7+sEyy/UU4mP/L+wYfnK8IbWvtkLZbOqUrqX0YGmP7LD35tr3Uwc8rmo46xSlLXi45A+dC5220l4ICIGKR0AE+GLGJNfzIPWgJ1VtXJ27uw5vYpipo5LLvJzKP6phOQqzl3TZ4tl4GiNKbauq56QXtqRe3k3KlAJbcJDbm9oaM0Bki4sWYBu+4HbmFQEfTrf+TPF4GidRxJeUMuZYYs+jvjw46LzVKXKwifZyR+PbLdH59hQaxGNLm5GE3YL2WF61tcpZRju/w5SqgJRU29ar8lgzYI76RbZ0TWInB1k5SdUslZ+cyW1pZMEWVGUKZw1JBZYX1UDYhP3c0bwq5Dgu9syhfqTPqXkO/othpq+oRqhL7Zh04BxtiHJUOWjRL5FsaIEv83LOsVXD1bSBvzo7BKNrfVPmfdJACAiBnxQBEeCLHa6PPZdRO9cybbiv/6EMtl8M++i59kc0hK/Xn6sC7euLuuKm6r4asyEu2mTtR3s00meXea5bkRT7XlAzpyyf9h/mf2Gk+w8BbSYVtqLRRdt1/u5MfgHx7gdKfu7P+y1djk+l2SR6J2gRudKs5r/HEbyjVMhXGrH+vzsBa9vpKLc1/MUEQgqwCmS6UactgauVEFqnAlLpdKwMz3BKoVmhTDucFTmW8SLu6x4Y8N1WW1vQDe2wjY5wO6N+aXb+LWW11b6QeyDNvSGI73z7ExrE16q/8wJkYrCpi2mEvHIKrqfO/JZKk8I+nOI1FI80Y3mZU02Jdgt8pL3F1Yp5Dd7CMPPOMu+TBkJACPwkCYgAf9dhm+v5hIaQ/ocZe3Gat5Zzq3C2/QIN4vugDBaV0Gyk+LC1Yj/kGtTd3ouWqIPjOM+LuBtS3UERtwEFHqbwUIx3zw34es658hEq5PolRFM1cgK/DpLFjQx3gIAdtQtxOVflHNyOJPMt/VnGyWaUUlkXcuBPSpwdq1SqUXgVpVKfQgpwhpVCKcgIMu5w3rN0ucZF1gzqj5FBVp9OxLROyeLOAQLqGH3o7XcaH1QScJb9dxrO+scIz+bnMcL9p6ApMdv+Jw1jnyd2CIEPaJ/j+RP1pWdUfjXUj5BdsZ2RTF+WOc1m2c9TZ/693lVROdHbz9+J1BphHdHKfJ40EAJCoMITEAH+PoYow06jTngLV3F1HWizDJkYFGGF5PSp/Ir74HnU4hjtBLXWewtSqgecz/pfL8PTibq6lugzQRWJ3dAwQ7067bC+RCtcGsqNSrWng7atrA95MaZhgDk6QGiLnZ+CAqKctJ8VtIJ7G/76xeSYYUzHExhlPq6flVUwmJK88/TWfAmf6ZACrBykErzPYA9OcnPzEuddaKO9Fx24Cc/iFzHSfZ//78Ue1zwDf0GC+Vf/31fZ69GdO2Ed7eCuRpuA77TT+hotURersIZ7moE5t5PsfjSeF+v2y7Gc+5jBZ/LT7QdpOP9NGZpgLW3kbkbAuXPAGMzyvEQD6Q8qKh3reRd3cbcsz/SiZdYy9IaP6zJeyH3d4S0vy/NAaSMEhMBPgoAIcOlhWmzl4QQ+QbL5zoWOIDkOS+rGjficd3gTcW31LRGfk2OPo878AeqjGpTpxUp6CAnGP0Leo1aM/WgS6nJl7MIJbmnWCWqnbBiHVcpBDbiwklZwr28FU7ed4XmWRtJDett3eqX2SK367fstsWZRXwzX1ohtS5wTq3Sn0d4gu0hyyueV9En++HRdui7max0QttiojMF0Xgt/qGpIcwrepjjvrdhEn3NHw1972F9kYcq5oRhfy7eKn2r3olReDgvMq40qznPx0TeNaXyVz9VOAmfzjUh2f+hn4jiGqXPhWVwfae4vAsS5OMAsbInHrIJf0CDv+5rlJtrHHQ3fcUOoq+SxwipazT0NnXIUeezPXEMtz7+qdzaO0hneyM8j3gwf1BXuYXMKXofXi9I1mMvqXj4XAkIgugREgEvyn279leLh+wdQuTztixmPtGo7L2iI1FZib/6jtiZUdWo30ksYaTwU8RlTre7UEbN1wI46511IL5auteu/P9u+h4bwv3ROaIiqQ7pdnvU2DYVO3eHprj+XzlmmLdZhHZlbOsdWbSsnVt6t7StLRyX7C9/TtUgxfKt0x9WplGDTKatIiRZnUk+MMVappiEFeLE9h/pxHFZgFfc2e+pnOhWQvkER1y4REOZUaFpHO7mr0drPw9mWDuHXTF9aZ5UTGc/nTzHE7TsmcK4l9nzqy4PgUefq3nEBntaqTXr+QOodM0ttvWMnvuKjRn2/6JceTCdfWhtsuGahf6w224h4zbHeo/64WTl2QQWy7eJxGGeuL+u2gM9zrbuoBZ5StqB6rCdb1ZF2aUD95gt6njQWAkLgRyUgAlwStyqN10g5M8FXy7ZArbaQg4Fm8gWNSobVlVohF23g8zYuT3WcdK5DLQs2oB030P+YzqMPEWfcGLLfWQXP0nCvT9TXYCt3Dy59SE7Us3rWp0WtcG2Nz/zPcnJ/de5woJeyv0ZxKRcuJ70Iy3gx93X7qgvlem6mUfRe0HbzQctGA8RyNm5zdhJCCTAVB0cFBDU5FZC24ghfbfoDpmin5xhaUh2eyc8i3v1n57vQMesc6qBSUKnAJfZc6stDsB8evsqsHsBxun0fxfMLmvN8+gBDjJsCPp/6TWPqXGWTqomMzymf17u6IbXat/xKNKaV1ir0gN7a5gWuDzE4NvSYOfdMsutTE56lg8J8xxUZGGTqPO5yX5M8nagZfazzg9WlArbW08QLMvcod2fSUAgIgR+KgAhwKLI5Z66hZkUvoQ370nWUscMW778Q7w6oClTmoDirM9XwMxzn7fRb/+oxzM201trm/MMa1t1K3TvHepfi4HPUWkZLuK/hq0Xs/4eeq1CPguNozO5QW6x+4VDv1crU5iL6cgKjlKBkVWqHlKrb9N+n2/dQPL8cEFz1Llej6+0C7btcYrvYOYcumfITUoC3WUfQBlfwbPonRhj3qm5ombUEvdGXl2Am+hc7e03Kb0vjXVtxhpizCy9BWu1T+p3yrDdoKO4IOhOfdLofjY1ZrC02SxeaUFvW11f5XN8fJg2MtllH9Y8ntYOxghMxxj071HDROnsnOnNLbZKxkP6B4cb9EefENM+91I6eRGOY+Lw4YK8ME4+g5y20plMvxOuVs7pW0kreeX5UQB3lMiemNBACQqAiEBABjjQKMzzPUwfX3biSfek3alW2p9I9SK76bQm+skZRbRl34+eV2YTe7lxNHwatuEo9g5bZS9GbfQFBJbdnS/fl5OL63LKyMNBMCWiSbf2GEvCq3lKexxMR577O/3l6/qUU5zqqt4rz8DqGm3c5nzlb1LyU5qOf8a2ZhrPazMIopJjTtWDusb5BU9TiPLyK4ebd+m/FZ8O8kCZhkHGN/luIM2D63PIoMeJc791IrP6qblfs2sUz8AgSzGf0O831fExD6DpswB7ubDb3v+de+7TyYi69W0DrrV3ohOalz5b18x1xPUg2ryi80i/mxQ/136vOjRe7bsfo2OBYALVCblN1mTIv0bnTS/lBjHaHPrd3XnahnU0DOFH/39XYyJ8bQ5BGJ8qaPv7PVQWl9vRbXKlDvICtdIh38T0YY2aW+xnSUAgIgQpFQAS4PMOhSvN1xyg4WbCrsJoPe0cjNXzubsBjJ3FtalGwDJ3YVxpPFXXo6g6I1g16jRJWlCh97lmicckIWp6D1zHsWyHVzRwHKJ2Gw7ci0f2u//Z59sc0mK9D6aL2KvI3nv+mtzYv+dbUglbaq9GDu5UsJOD3OC6RB+3U8S3pYx1SgJ1qR9muIUj2VZqik1YRasLFJaopkVOWMK/EKnO6/SeK5+d0ucBaJYw3cj330SjybS9nxAxHarU8//eda0+gIay3iHk6/xGj3LrikV/Qi78fzqsqSHgMCWZQCUd9NtzBlYVmqAmVzrUWNyPJmBR2GqngseY8ER3QuDi39+2IBh6lH6Ryipt5X0Qb+OoRqwj4rfxSkM91eeaxtBECQqBCERABLu9wpJ+5mhqd/xRd0VbfolZIa3hSwKqyrGfNLXiHBnhvgXIwLk9RhznWfykOvlJ4avW9jbuWjuTVorXW2oouvvfiaXxv6bKHfiOPfHh5phGLNDrrF5199mmVPhW02nX+Ph8TMKTY01nluI6m53S+czOzpn6GU+xhL05ys+JUIicieAN2c2ezhX7H0itgdd4+1j6jt4knFNXVW6hOPm/JPOX3j9Wn62MPaVesHFyJsaYuWk+brUO4GvV5KS1AP8NnDepbkfuKKSynxdzH8J1Vq0sJ2WjvR5rREsxCfzMwUKqEQxnPof9gmPHboOFUUdHd+L96R2QPn+INrhFhc7fVzTPtv1FPfgC14NK5vbti7kRS1fLl9qpVdsMqGbqusbpUNa3VyCpXeltZ81A+FwJCoEIQEAG+0GHILbiDWnif0akj6lJBOtvo2XJXR0o/nUwdY95T27bFYhC5LJ2KzB6IR2GAdL7s+qJRGF9jWenXpk3WQbRHAx04NsMbh7HV9YpSXyqyeIhrnTZ5WI9t3KVEdSEnF1cJ3NSiARhfw5cXm2e9SUNxOw7C5kamP+eYvrHOoxZiOIP6I9VYggwrnlIwXfdrmC5976zikoqqRm4rs54WxiABtnvTeF4WsIJ1KiCtp8+4i+HbLXAMQkqmKk21kigVWsh4cqUOSKu62dfW8z7F0U3arGSeYQb80CjOccZWHOarTR3o5r/m2R/RYJ8zGS+kyRhUqmyj+kDtCvTB06jJymDjCG8p6oS06l+Hmz601F6MPtxPf76UF3G/QHeuiNNuvjWFuiFV14VW1xps4n0xY5FWTRufyCUEhMD/BgER4Isdx9nWa9QJt2lRU5fKE91Lt2NMbKD7VJjn0zJ7GXqzz3xB/YO+7dwgjKu5K2TzbOtO6k2v6PzfQyjkNXxrQIECdVMG16J29h5VWQjHcJ7nW5cEpKQ4+b9KZPLwbww373H6cowvgs5YnTPfmXgC8T6jDVppbUAPdORFlI2Bho4Op2+sIrXK42zXL5Ac+xFyC26mUd73cBiF3MDUNpVBAuw4VJUQeFrt2YJu1I7n06cYYui0If959Bz6N4YZ+p1ptbUR3dAhIIgq6+vq1N/4RjlQ8Vy8jaGmb+dAtV9lrUd3dNLCvLRybyRXWePnPMt+iYaztu0MqknsNFJOWIP493qkS/44CDVYmfY4asP/QUvU07m9G/gFJITw7w517wzrcWpH92uzFXWp9Ked/Ccku9+/2Gkq9wkBIVBxCYgAf9exUdWR+tDg4rWKcjJazGfNIWFzRkv2p/ybe+JhbVtYVlGHzFMJ1LnyJFUHV7ddwQ9jlPv5gNefZHWl3rQIDdhAKEvJFfYy9PSJPmfGjMCYar7o3oyCOErxztF/n8YPYLRbn6FikTWT+mMEtuNLbmv6UqpUbeR4/FXbZ7Ywdf4pOdHMTqCXymtOxaqSns1BAjzTfoFG8H0lTT/ocysfjeHmbNyJZPNNTPjCpPHVPTrKOvtcc4yptQeTTjah1Mp7dWBZiUpJ/rPwPfiGm/veS1+ON7XPIzvAWQvqHHkYP6ePBFZhPfc0felnJS/nnFz9bSWt4l6GL1851DXHepvifPnX2Ih9/BnGI81cG7a980GWNYqa0n+0B7S6vqAzvFkFxhmBft5lPqhEg/TCkeWt0nUhj5W2QkAIfH8EftYCTMWl8HSln/24s1z/WIZiP/l0f2oe8y46wVcVSK20NuA9DDVvL3Oo0s92pBbnclVpP902UlEHlY7TgRaiFdXVTlYL+Z8Y4dbpO/4r3U6lAfypyo0NmX70mX0MLbgODsDixqbf85mW2QvRmwfo4gFNTb09DlWPNsn+XAkU59D1SDI+wV/YRX+0z+no6ancEePcm+BUCXLsF9X5bqp9RovkZKOOivYNEmCn9q6Tx6wqII2pbatuedK52rih1jeYZb1Mw3FPQIWnxQUzqZ838EeBErAk5Op7p9HvMNp4Rb9/dsFASvQu0P+7tBVllucXNIDe1+ezpaKr/SxLnguXTIsqPaiqMEcLykM3tNe5vUvLKNbg3P/h8RrUNHamfydEBX8tx2wMMEeUOW/CNVBBaI3oD/o4YgPt4s5GuewwL7o/uVEICIGLJvDzFuDimrZ+eltwgPfzYxh9kVt+qkJQW3oUTeALUFKrxB30GBKNf5c5QvOtTBoEn+GHCnLa6L0lyJ1JfabErVXBDuWVrAVnPn+CIW5fZSXnyrF/T3H8kqp8hC20n9sb35bXyyxMpKFFWboE4FLMQT9zmL5tPlei9naBNrWYRx8gzmdOQausDeiOjiW3e/1bxQvoUww2roXaOh2Jv2g/64amoe87bp9Dba7k5AeXFmAnetpfg9ipgLSXT3Mzt+bnBI+VLP3nf24J/2nabO/Xq8cNtJM7f+uS5Q/IKuU1jakFA6iXd7ZO6Sltu1nMkFZaq9ED3XyMQ5h1OKxz7XuoK57Xjln7OJ+30sNINHVKVcRrjvU+dcENevdDXerd9/KNGGuuLuvWkJ/nWf+hprgBTVHD//lyWs59Itecvqi+5CYhIAS+FwI/awHWBHPtP1B93IX23LL4n0LoVeBOeg3xxoUZbzhDotJduvD1KlhJ/2kt7+S9dEOZK2x11tsZLykXqbKKOvjPNX1RvcGBXDPt52gE+yr7KFvN7mYH/4xRNohxuFmLy4wS6TZO1LXKbc07U0fnyGZaiZSMbN3WWfHOtJ6iEXgETpDVRKsLXQO91cqf8OW43v0lOVHUOfQ7JBmvBAnwBmsfOuIqdsofOmlXajeip6mFj5xawRne9kitvgXO+5UMDHPEX60es9HDL2COCYou4UjX+lOFJtmNqCtv0pHSapw3Ge2RQgdL/tdE6+3P0IlbaOOP+fgH4o2A0o3+tgutTBpQ/KNpLTbygaI4pNY4HvG/TOXC1Yr/T/evLrVlvo3+ohhd8H/RU/kK1LP/S21ouI4PUNdpeLGFl/Bh/D5kWcUL7kRuEAJC4IciIALskFVCcxn+jNbo7hfOY3SOtyBdr/Iu9Jp0oiY1rDoTvdBL36q2JldgFgaUSn8p/VxVerC1vRRdcbX+SBV16GT6CxUENHfsFtUfQ1X7caKC1eclLSRLmGXoognp3nZIq64dr2iXdQLNcQlKlAKkLfZBZZHJy3ghVKUeFfAUZ5zSq+j0s1dh7CX7/QUUpvH9ypSCtliH0A71eTZewQjzd0ECvNs6gWa4xKm85F/t5uENXVRghv0sjeSHdIBaW18NX/8Z8VxMwFBfahQdsD0qaIkXl9i6ne55kOLpb/oHwXz6BEMM/w6Bc16NIzjDS7zDcU31RX6mkwqaUDvvMrTF5fqcfSk/gKTAXGHdVp1xN8ckdMBVOop7Dd4p87hB1fptgnfRiX1GIr5jivdLBouVe4qle0ZSA3oaHdHF74il3No+QwbijBvK/RxpKASEQFQJiACXxj/xdEtcFvN3aobhaAhfoflzehW5jI9Uug3jqu64oBFTwt4Mr+JqNNT3qQCbTXjNsV4M+6zZ+a9Rf9edqAbSlojrXI+HTHWab0+kQazdpkKWwFPWhQMQr8VonutDxBV7FeewQR3tY/o7bsFBbm/6AoBy7LtpNOvVGGchCSlmDpz83xKmF7TGswNdqRXP1Wfdt9B6e5cSF8c+04lU5kXIVl7aQQJ81DqDy1HFKfpAX9hncBlX4UyMUe5OtNHejQ7cjOfyBAx134xpnocpgZ7BKSriWoYKmwIW2JNpII/DUZzlK02fQ9TEk80oufIuza1EHrIW6/X2TnTiljhJRbyIbtYR2841tWAwdfJm6i3cw1TAa3ATUowpQeMzq+ApGuR9RAufKgCxG3cisQw3KvVDqTcPUTnP+lpGi/lw7NCSaVLlmlNqt6Yx7vUHa6mbduJr3os3yx1pXa6OpJEQEAI/BgER4EiU86xXqRHSdD1Z51qPPbyfHsQYY+oFDdBM6wlqS/f5U0zUP967XPcjKfaDsM/JLEygNkUT/DnH5h72qgAAIABJREFU4Yo65Fkv02Dcoze8t+MoqySd68wjznNpubUCvaCjdwNq/arzy1H8sv57SdvIYnEtKcy013MaTehb20dV9Wk43++PkF5gTaWBSPXn2ToVglbRGu5pdA8SYNvyqjNqzjLaodDjomtcm7W5SU2fq5W/olK6b1uZtlqH0RZX8lKej37uIboMYVKVfSpXlvPoX07EMK23d6MTN9MuVQvPN8T1NY7p5y23VqEXumvf5rn0IBKMv/u5p3tupl6uN3AFV9VbwhsxItRZLC21F6IP+8w9ltEi7msMjDgH5tivUnu+XVVk0u1ULvMe7x1IdX/rzlWeSTTb/jc141/4t63VPev5Mz6Ap5HinlCeR0gbISAEKh4BEeDyjIlKV6mPO9SKzN98F47zHtc/ER/7VHke4W+jhKobxuhygupSvsB7z43FtbX2hHsOLfUsQB/y/WOviidspC5IMw4EtFcrxL70lLJxxF6c4o00WhtlFF/+2r3aotE71h/gVaJgBOfiDiSa/4VKZ0rBGl1jdxb+ipHmXzC74HUa5r0TB1HAjUwDWZ7LaDgdRSUQ5569BJWq/kKvnFUOcj2zMuYUvEVx3tucILAAAf7i3It0Y+W9OAPmaqYLTgUkJ91pmvUoJeBJ7MCX3Ma8HJn2GEpm7b/tWFTSKmuddolSubKtTZ9NY4mavDyd/+RP01pszaR+0JHFJQs/6HuUEUk/71O65q8y6dhmdAjyaFYFKjrSBOU7rXcwNvILEa0gVY5zSyizFt8Pt33w8A7Xs0iI9Xlbl+dK50tRp+AtasMj/bnm+ep8l5byIb63zHiC8vQhbYSAEIgqARHgC8E/NX8cNYj5E1pzV/0PtrqO4gxvxyeIM28p96MmnGxCrSuna3MIdflsBjMjlqWbbj1G3fB/qIdKuqjDcn4Hw91+swn9nIyCG6mn97+68INaAa6j25AY+7FfhIvPZXVR+6yzTXDDJfvVZ/76wF/hHC+0amsDDycHuEQ+MX1tnUPdb0v/0TprNzqjGefRq/iSn6brcURbS05GNxgYSaPwFIotKgME2MJcSkGG3lq/wqzqVEDCMl7Ifd2D/MUcivOK/aUVnfrFJW0lp/EvddR6ZsFNlOzVhhX+yGr1f+bZH9Jg1ueiPJ8+DijZp9Kc4op3DtbRDu5qBPtzO45g6gGbsI/3YjzGhMntVY5jzVwTdalBdakV/TqahMHGt0Uwypok6Z5hVJ+eRUd0LS67AG1ospMzsci8AU+Qt6xHyOdCQAj8NAiIAF/MOE063QqXx/yDmiEOVxaXaFAiup7m4wvXrzGuWmhHq9J9qVzUFvSC32hfVejZyi8i3vy/kK+l/oFv7cpR0cP681BFHVSKTSdvtt6uVGedy/Fn/3arKgrRxd6tgp8CCjCo+rJxrtUqbQirsY57mF21MB+1C1V6DS9EOgaZY+GcJzurTrX1PRT3ONvO5FQnmu36G5T8J/EkfEln+XKjaoAAn3MdoQTvM46ZB+20jqltdqfWLzlFGjK8g3C+8mEaW7RLC3uW91qkVP/UX9FIWTR2NzvqFKoWdj7qo1qAacgs+0UazjpPOiBISwuzZyINJt/Z+Qqs5N6mL1jOuRSrJvYCf27vMv0DaUzY6bLIyqEeNApV2fff1Eqs4S+N0UimL8s1xabl/44auP6oizY4104c4/34L0aY/vrH5XqWNBICQuAnQeDnJcCZhYmodL5Z6WIF32mk1AqpMcZqC0jnUsXsD8Y8hJRqOeV6tnJrak+/0StXdW3BId5VdDdSa4Q27l9gf0oDOU23VUUd1rnSkFxtmr+vTG5ILeyVaIsrimvV+s9IdQRvT1qI+hwbYMYxy/N3Gk463Ybn4DUMM38Dx6ZRrZjTzzVDjaLzlFDtgN6azuYbceb8UkqpvBdeYq5muPw5wyr/9FDRr3QNX5UGFGu6AgTY5TIoznurdovqZDalfKsIbrg4g/qgircnjaKX/ClOjhmGk687236BhvF9etdgWkxL5Y9MK+yV6Mk9dIDW7PP9kVZjuQ4cG0HP6dNXVb2qp9nDz2eJlUd9MVR/10WYgYFmQsA45Vq/ob54RZt07KN83oo/h83lVuleV/PvtPiraxuO8F76PRJDBHCFmgxqFd4cNzre4LrJetrFB7zPIqVE5apyTaQwjeZzJVjW3d/rvP8u7yP3CgEhoAn8rASYdlvfoBlqqS1cfMY7+cuYDy7oXC7SpJlR8CjV59vQnr81vVBnmvvoOYwyAsrehX2MOo/tiZH+1BK1Mjt+Lh6ja30TdE+29SvqSC+hEWs3q6AVni/qd4dTApEX8EQMLq4HrPyK+/NE1EYM1CqrdXHBhJX2KvTg7vp5WTGjkFJtOm23vkRrXIrV2MA9zM7+/ON1vJO7ulvTRnsfOvBVPJueh4vr0FDcil04wS3NOlRgeVU0MqcbV1Fze6Fa3Wkf6lhqQ/04TheT/9L1JCUV5fq3o9fYG9CVOzqrbiououBPVzpsFSoDDV5YvCJVPs3D+Pf6nZ1gLLVF3Y8noBbHlPZuplXWWnSHtpz0R1iXhOs4dKm/qRX2LiMO15MO5Aq4MvOvoRaul/SPHHWpyOmt9C+MiC07dzyd66CO/Q61opEq8lvfnw/GFlrGR/neizbjKPmCk/LroZbrSaqPJOcdS1eOkn8DhYAQiC6Bn5UAQ1UWqk8qmlQ5DvvOcAtVYBPt4aP8KUaaj3zn4VD/MF/pehBt0MlfzUatUnfw+3pVWdY1xepMTfEROsN3Hqlq8q6jjxFn6Dq2AdcbRwzqVHMJehSXrCuRM+u0C4iALul8le25l4a7/qG3TEtUGqLdnpNoRjX9NpbZBTdSoldH2upVL1c6QclFerXNU9EFNfFrGoo79DP2FT1Eya6J+oy6uunypxalI5ma42VHgKk2hqiyjrwAmTjHx2kY3abPVzuaTelr+6wyleAMjkd1Gq8F/QBZ3Nhw+7fAnUCwEh7Wzg8EqHzbnsjTJQPVarSdqXOItYVmSoEy2GimKzctoucx0njQzzPD04na0Gy0Qj2d27uK3w06Y1eNP7GupKZQlh96m16v8FciF4PMpLKGFun5Q6h+zN/QkbuhavGPX3VWv9ObjWPmjRecllS6Q5VCV6/S/1EDHhkQuf8lncUB3s5f8XuyCi5zlKSBEPjRCPy8BNjBOvWbxnBX/SNdigQ0YXVa6hPjIl2Z6AAfQToKrceQXC//okdiSmELXMavUHMepG0K1aWCcjZiJr5y3YNxsXsjPlttg7bEk/6t7X04zVvpaSSWSJ9xHpBnv0K9+Lda8JWBxEqdZvMP//NL5AKXPOPFDPt5Gsn363aOA5Xyko7nqWpD1Un58W8tF0cp+0sfLqdF/FXRXZTo2qq3hJXo5ttF6scNZyCROmCCNtuYwQ9RfbrLL8ANMF6de6uIZKrDw9AV7XR1pVOUTYnet7CbTnALow7tt/PVCl+7ZZ2q/E8adW6DLswwC0+rKGT/WbCygGzqroHM4w2pfTXlclVLl25cVdRCpyFlFDaj1t6laM2XaQOM5XQ/Eo1/+fmoFLEReEz/f3W+vc17V0gb0HmeT6kbjUP14vmyhrfwF5XHI7GM3PCcwt9SI+/9aqfA36eKZt9Hb2Gk8dBFzzF141SrO+rgIWqAODQrdtdSfz+CMziEzXycpyDB/dx36kNuFgJC4Ach8PMU4JIoszyXoarrAaqH0WjCygPKZx+pru10lI9QNk5UexJpdPiiR2Cu9S5dhZSAcz61pXsk5hG1zRvxuXMK3qCO3ltV9LFut4n28B66DamxCwPuyygcTq2KJvgDukoXdSjpilWy+MA8ewINZr269m/rzrU/oCH8C/03VYrw1LkPaHTlXdr5aja/hHOuwzSKX3DydqnYU5tn4nFqgt+gFS7luXiL6tFQvT2t/zeG+QW4NW5FQxic672bOsY8p52spvH9VNeVps5yeRHlwKIVFO99Gt+giGublWittQ1d0AZb6RBfbTTEEmsW9cVwKAvKma4bVLS3kyust4NX8kC9lTu5II66coZOIVI7EatxI1INndKkroC6vaXcwvx8VQWodvQnZ7sfO/kY7455EKNj34k4djPtf1IzvhnNfbWf9bWBdvNB+huSYt++6PmU7hmGejH3UkPvADSGv1az8uLGIWzk4/yprHQvmq7cKAR+NAIiwCVRT9riRvWrHqF6lISrtP2FT/TUpc5KD/MMHOe/ObaNFzxKaqVVH7f4XbHUA5Sg7MMLASuy0g9W26fDC+ahD/uNH8Ke5y325FE/0gFGuqjDFm6JZLcvElcFDA3kB7RLlFrNbizsjuvqHMRiawb1w0jVhGfTCxhhPEDrrV3ohOa6pOBs7oy69DgNxBiddnWlWY32WKeUa5RO7WE+S0PwS2ygz1DAX6M3+mIttqAIhaqggTqfpppo5Rfg7nSXOp/laTEjKb5optqM5Q/PNaVhlXdod6xMjKGW+I86u9QpRaddUyih6DX9fsopqyraUjye1v+/2EDEf959gs7zIlyrjVKyC35J3b1vqGfqc+kNGO7Pn51yOpH6VpqsdyeUk9YmqNzewCOITM8IakJv+COTVUT3Jv4vhpt3hx37DK6FS+x3qRUSdL/qssDYhBV8iO5DmrH8gueNuiHDHotLvfdQY+rpD/hSf98PC4d5HR+nj5BkvnFRz5abhIAQiAoBEeBI2GcUPE71vGPQCG38ZgiqvdrePER5OIZ/YJyx8oJHLsNOo4b8CNqiva5YpK7PKZ8/w9sRLSqzCgZTY+/b6AifN7Tyql6v8oHNXwe8Q671CHXBY7gCVbQH9UK8jmHmXbqNqpTUm1/QPy7UtvZ6VyLGxi7yRxLrs17chhNn02lE1aO4gqthA+3hzkZzOmBZeuW6GDNxBvtoKO7Sq83V3F8bd6iz05WkUn/u1+e2n/M8GoBErKVNqMw1tQDPwX9oKPRZOOfwA5RIz2M/eXhD0a/0+bEyEdng/RWluiaDAZ4S05o6Fi1DS9TGCqzig0U3UVzMVh1Aton2cUejqf/d1XnsHLpX/5hRDAbgr3q7eDMO8R6jPcbQSc0gz3qNhsLHTD1jN18TEPj0LlejVvYc/UNCXcoveznPRX+374dNqCu9YCBd4f07OqK7f0yV3/QuysbObb/End10qcULunI8t1BduhNNqLM/WEs9QI3bEV6DkzETMDpW5z7LJQSEwE+PgAhwecdM/YN+KcaiAdppYXMuJZwHsABfe1/GOLcual/ua1Jhc1x5/g1qQf39doUncJ43IxvHz/5RFTkI+axpnoeoDf6srCH158qVayceRaL5ur/9pMJW1Px8DjpTC/23kkUdss6kUueiD9CQDRylM7yafoXk2A9pnb0TnVnXj9UBVrE0iBL4Rf3/F9BUFPJ2GolHdWpTDrrQQFqpA6Zmu56mBt5b9Yo1l16j0XyXFq359B8ayr9RwVA4j3NagGdgCsVjHFTFpU2YRgOQhDW8FWdxAn2oPy/GLIrlBuhG7dTf+VTMEorz3qmD0eYXXUpXVVqm31GtRpfyVaiHd6l/scvVLHpOn6nOtl+hoXy3/mmjUsK6mj5jDFV/t321jbqIgtq6XoIsDDZTAhjPtd6hTnSjzolWl6qpuw83IzXMyjXXuosa4gF0KP5RpO75DCd4L70TtopSpAkyzf4d1eVb0QztAnZg1I++I1iBE/Te/7N3HeBxVUf3zKrvroplddmSJdmWi9zkLveObVzBpoeEJJDkTwghlRBCTQKEJCRAAiSEGgLGvffee5ctW7IsS5asXrao7Zv/m7vFWku25UIA8+73+bO0e999b+c+7Xkzc+YMphs/bfU9pk/ULaBb4EtrAR2Ar2drltl+ThGYhXboodi27iE5xlxtOyrpjasK9F96XlFs6sBTkOTq5yqEsL20i89rz2CmeWWLlynSi335bg+JTMDmLN+LmeZDnvnrLP+lEXS3ymyL8tRun9sxLXCNkpvshVUq0C6e6zb+DSab/0DHbQXoynFuJrMn1yogvBTfpw54EmlohwPIZIshh4Zpk1VDgAJeS6PpHuzlo0gk4RL78TKeQ5Nptni4qOIyBcDLeQNNolEqdFpDZdJYQPoPUyrPktAqL6Cf0nT+kwpLz9dm0XCfjxXIb6D/AJqvWzyDl/OvYfTpRiM1Z67a3dawaY30DuzgDFOGsoW0epyAN9Wjkzw0HcGTXi0AJTLQlZ9RZWoyRMHrGD/XYjckeV9qt5Ppm6pzlHtIfj6XX8Y009vXdFvJw12saD1TZ1V77B5C1CrCNpQ5/n3ZmvBrOpE+WbeAboEvkwV0AL7R3ZAv7gi+G+3QS/XxdY9CFaTdzaX0tniXrT6N9LdNwHel8cDFL3ac4bPaXzA1uHnP2I+rIyjJZxkGwSk0UQfwbsNyDA+a7DlecqHdtVfdYv68GcsxwjQZSyvbUKL/AaRxovII1+M1VGnPUzqdUqVIIk0ZbfKn49YiRe7Kg5UP+X6XpjQqeUtezL+m2+j3ipm8CL+nafi1sLBxHgVIQwKvxnYajwyUUyPyuUAB8GocpPHojeMoRBRFKHBdRK/QNP6ZAsZ87FY1wsdRyBV0kobwSOSimg/jJzQVirjE23gjrDhA48mlckVLMdw4BVtt62kIj1Jztrhek1822RbTcJ6i7LEPh/m4Ng7fCC5Wv8+1DaQUfKC6JMkQFvlBfNiitOiikmCEmt6jVEz2MNttYByRByX8vKn29lX3W9otxmE2kjnJU64mBwkLu4g2o0L7J2aYV191HX2CbgHdAl9ZC3w9AHip5TFYeC3uDj76ue7UoprvUYThPrSnPp6uR3LCUjTgNA5wKd71ChNf6WIW2WZRPD+D7ujm0lhyNm8/ze/iNvNPmx0qDQtS+DWkwVn3Wki1fBhv4Dajs8xI5BqD7NuUYpQM8a5STapZAO21HkZf9FDAtZE+RRn+QoOxUXn3kp/dx6NpNHYq72wPDsKBOtVd6RTKUYlcJWxxgLJg5DDFgN7Ix2gkdcc+5KMv2gm44zjOKgDeQNk0ilOwnU4jgzsqXeoDWEdDMZa38gbqTsOFic5L8A5NwbfVNa3AbygVP1cPEFko5dP8Mo2hl5VumMvL9QiEKIENZ4tEiHTnAJ/tigEtJWB78K5X/11R2RqMcR7e+w5s5zLjOEwh73yt1BbH4Y/owQNhdOXspSnDSV6GYuODmE2Wq95XH5WFICrwdxRH05HCopt18W9PHjaKeCPKtX9gVsiWq651IxMWWsbCF2k6S/pGjKgfq1vg5ljg1gfgrbYNyouSUYZGnEcRV9ABVPMqVBk/xP1UfXNMeckq8y0PIgrfpDjqB/Fx3KMCDpzCUS6jD71qdS93EQsqUyjK99/oTBmeUiTJf57AQhQHPd6sPEr61XbVHvf0MhYJxyz+KaabnU0ZRDmqP/9IgakIZmymxzDZ+DfaZtksOVgFeNt4PcoNb9Ew/hhh8FF9b8/RRzSOH1fvr8F71B/fkDV4BVbQRFe/4Q20jkbxGGygAozieMnTwsi+igh1CIXohVjswAUMRjSvozM0hpPkQQBBCFLkrrW0lcbyUBWersQF9EIyDlMOarlc2NSwkMbr+AUajidVuZiE3KuNvaiNLUsR0wTMtxleUmpU0rxiIp5Vn1lC5Cd9v4dpAc7yI9GwTsMjHpbyEeRxNr6HGaYVXtsgYesE/EJdh3tIjfIZvIfxxuYPQZfu4X8qEhHj/zTFYhI6IdrDqZd2CseRz8VYi2q8ftnmDjd6Y86p6YYQw10UzKMQQV0Rj7buLly8jH+ig/CNGlg/XrfAjVng1gfghbVTqKf2H8RzcBPq1EWrFZAdFziXK7ELVdqSFgUYbszGwKKaWQg3PExxPADJFOJZzkKaUxITn8BifPGqSkiSJ07GNCQ65SdRR4x92la+gOeb9ZjdYF1IAzDV47FJXXAuTVdtDD+zjKGu9D66u7xld83wBusCGgknKUleK+b/0Dh6RdltH46jEbUYiHQXwWojjeWR0n4QhShED7THej6G0dQdZ9GARFcP3AKqRTwH4hBK0QsROIhq9EYItqEYQxCFTTiOEegmrGl13gQ28SrsoQlwSmKuwkKa4LwmXon5lIZJaIdA1av4pM8YSnNsU+pVwgjfgZ9KXtfTPUkO2k5beIjR2cNXWMWd6CU1X4aE1I/hZUwyPee1xdLrOIkf8tL3Ft3qAp+XMTnwItGtpftirqUn2hp+TXE8xkuNqkHVledyMa+GVfsrpgcfv9Hbyut48bBDAx9ACCZQOHojFrFeJC73ZNmvPJzivqZuN/X8+mK6BXQLXLMFbn0AdptEvJEwv5kw00gKRQ9EIk40hZtZrE4aHKASpXSSK7QtsBrmXlep0eW2YmHtJLTlH1KsNthD+JG5tWCcoGy+oM3HeX4FDwWXXHY3V1ifpkR8D10R45lzkE7yOf4bppr+7nltbm0nSnTMRT/0VK+Jx7uX5mGUcZb63d1yUH4WAtneoHgE175Io7VHVID0EHK4mBao5geqzR/WUDsahA4cLL16EYAgRRpbh2ylw2SBhvNcic4UjrOoQyICkAkbusKIQ6hCL4TiNNWhIwcgC3Z0RhBvohwawclYT2cxmhNVDrkKVrXuehxBBtJUuHYHMhGFGNXJSWp6T+BB6kn/VQ8j0jJxH98P9qmlUY5lyrsXwtlh/El1EppTnUpJPtIkUYXZlSe9D/Mw0uhsaCFjCRthtr9PqTzF0xTDDsYh7OFC7ReYGewtfNJ0c+bVDEeE4WcUj2HN9jQTOVyG5aho+Atmh5255r/Qyx0wr+ZOhNIUamMYgGgkquYalw55wCtEhXSu5hrshg0rMN10ZeGXm3aB+kK6BXQLXM0CXx8AbskS82yDYOIpFMxD0IZSEY1IVV966agkB85zMZfjMGpoDSrq5rp76V7NwFd8f4F9JMK1xymWMtCJ23rmSs40E3lchMWwNryKGWHZLa4j/Yk7+LyAHpzq8jed4dYz/D4mmlVnIzWW2h+kjvwyUjlK/S41ukf5FUw2PYPltl9STzzt/gLntXgNjYZyGspPKb1sCT8XYDuN8Xiha2ksJI8IrKMcjGFneDaHrEhmE2+iAhrB8dgHO/oiCAfIhj5sxCGyohebcAEaomFQ4hQmEM6QDUlslGAyulEIb6RCGsmxyrMuRolqJHCOrKjmSuWxn4ON9+FFysBTqnRLctnHeSxC6MdKDETGYeTyacxWtb2bbAupP0/11OZKu8Xs2ulKgETGQlsGReEV9ORB7vCsAu8TWI7K+m9hRhtn7fClY271FEQbfkzxhgEqx+we8rlOcBaXGZagVnvFI4JyIzfKQlsGgrQ7KYyGIgKdEYdQDy/Ava6w5gvIghLO4xrDftRgHQor5uCRuGuvP76Ra9WP1S2gW6DVFvh6A3BLZlpSNx0B2m0UpvVHOJIRi1BPGLfpfGE5X6A8rtD2ogbLEWL6BKNIoPP6hlPT9wmKxVB0QqRXnyppsnCeV6ASb+BO04FmJ5jDSRRv+wBdMNjzACFN3E/RQuRbH8cDkYXqmFWWv1JP+p4n93mU8jjb8H1w7UlK8F+KdO6i5snrufwC9cPraq6qdeYTNNwVFl5H+2kMq45COIAK9EEbbEU1hiIEx6ge3dkf+6ChryJtNaA//HCEatGDA1XzC4E08d3PohGJ8MURqkcP9lfv1UJTueXNVEDD2Uko24dC9IUCZd7Fn9IIulcxhyV3e9DYnwbYjqqwsjC5t9MijDBOxyrr76kbHvMw04+jiE/TTzDN+IlaU7pJtcev0BspHnsKyS2b3r+sGIp0WYrgHyAevb1IdtWQVEIml9FC1NleuiENcdEpD/S7FyGGMdSW0xBLEaqr06WjkOpQgkKu4qOw0CbUGRZgRmDLD2rXd0fqR+kW0C3wOVtAB+CrGXgOmxFouw8hNJpC0BuRaId4dnNhLx4tHsg5VKMEp7mStsJuWKrqba9nLORuCLU/RdE8Cp0R7eWTi4d7XrxweksUrJotLzrOnXimkJrUexKGPIwtXErPYlrQBvWa6CgPxHgPKWgnbedzQRMQYX+TMvg+FZiXcpxN9AT11p5Sgh9FqMcZKsBgdqpwHUAh+iAWWXCgs+sKS8iBSPbBaaqFPwciQYWxGb1AOIwGpMBPKRcfJUYaE7bDjgwEYS/s6Icg7CIbBrIRu2DHQFdJ106UYxDCVbOHrbyFxpMzn7sPR7nI8BearDk1lc/Awpnak2j0z6eUxtfQ3VXGJd2GDuN1jyiGyHEm8bdV/bN7iMecJ3Kgpjea2XOJ9XsUhYcQjx5eEpCVcCBLyHSYh13G3+FZEmrVtY2n2YB02zcRQhOpDfdFNMV5ypuarlSlIjClqKSTXI0dsGHpNZU8XdtV6bN1C+gW+B9ZQAfg6zH0nNpUBPMsmLRh1AbdEK2C19L63XvUQEMBSrmUj6GGNsDGi3Cn+fA1nXIeJyLU9izF0TikcJwXkew0KrgAG1GGd3CHSbUI9AxhASfjhx7CkRO0jvN5SJ74LemiQ0n8EfqQs/5Vmh7s4//A5rOGump/dROQeD2tp1juruqA5fOconKkc4TyVqvQgGj48S6y00AOwh40oj98sZvq0YeVDCbyAcgZjpADEeyjuue6QTmLGhDDfkp6RHx0eU846TXUgHj2w3bUIsMZbOX1yKTRrhaN27ANRIwMHqqufS+O8CntHkoyvItBTi/dVQ+9DMODbse7GwKRNPB96oSpHuEUybkfxl4uMvzS82DiNt4Syy8omu5FAknPpouqZ8Kiz6aDXKx9hinml69pH2XyQuskmAzTKEwbjEgkIQ7mZndNvYuDUIYzXG3YA6thlYe9fc0n1A/QLaBb4MtsAR2Ab9buzKsZBRNNo1DDQIRzR8Qi3NO2ruk5itGAIsrnct4PK9ah2vhZiw3fW7qujzkCUbUvULQ2GR2VP3Zx/6QlX4HPVpQ1vo/pwRelCkV2MsHxIno0FZriAAAgAElEQVRyJ4/GkoS08/Chkm1cVvMopRpEAcqp6CRazCfoOWqLWRjIg9yvoRqlKlwrfl4mWdGdTcgEo6vrGorBCAGp36R9vQSPs4nhy4REaToBVtcrAd9zYLQFKR99PzSkw6BaN6TBBwepHr3ZHwfA6ONaeysKMdTZ+F49EHTDEOUpSm3vbrwHHwqidL7LowgmDxo5vnfD4DBSHP8ZPTDYI3YhJVwnpamG49uYGVLW5IHlOYrGHUhQ3OWLTThK0IAc2sfl+BiTjM2FUC53/8yx9EYwZlMojUBbpCIWbVq8H4SFX4xzXIlDsPJ61DjmqhaK+tAtoFvglreADsCf5xYvst0NszaJQpCOtpSIdi14PHL+PFhRgmyuwC5YaJXq5HO18S4HIs76EsXQNKQgwUMgkuOEqJRHu1AuHXJcbe8+qEyiFN/30Y2GeOQOz8LKObQIpY7H0MbwIqXjGwh3gc9BnOYi2kv9+U5VziLe7D7KwyBOUN5vgSukfIA09GEDMgHln4oIZi8VEtZggwHRAETuQ4pu5G4Tb1gymu75lcQoYYIoVotMSpqq2wVSXQbYzdUYQCGqMcNaHKFxLiazhOJPG1ZTd56qWNkyhJB1Ek+C0UAJ9Cv0ZqcOtvPBopJP40NMMD2qfp/D/gi1vkhRhtvRQRpFNsmzFlEdcngPlxs+wJSgf15tK/BxdQRCfO9HCI2jNlrPy0ZEyt116DgOq2ELahyLMNt85Krr6xN0C+gWuCUtoAPw/3Jb53A4guwPIITHUBilIZLjPCUvTa9D5A3zUY5SZHINbWtVzm+17UWKxiwkcQcvT6uQanEW+7kcn4rghjqN9ADujDs9pSsSfs6kzSiw/4HiA3+LDDhDu5ooY2E/RSHS00JxO6qRgRCI71gPDbEw4CQYqSCcAiMUBOFaC5iKHykcafk/C1CKWAKV4hFngdEIglSjCh+ZpQZYASVU9lYCv0epFj05UMqnkK3KmJw6zRtxBOFkRk9XProEDXwI76CRKimZv+NVf3sYZ/kc/Qm3G1/Dx5ZoRPk8S5HaBCRTgmJ5u4eQ1nJpB8rpXUwN+vCKt8UCyz0INUymUPRDJLdHuxZoelLCJHtYTllchV2wasub1Wr/L+89/Vy6BXQLfOkscEsDMJ22ViAeoahAAyywwEoVqMUFtmv5qEMO6nECDXS4RWbx/2qr5lh6INhnNoU4hqtSqBhEKJWnS4fkHwuVPvIh1GAzrIYFmB14usXLlDaKMXwvOrC0FrgIMhJOPYPDXGqYh8lBf4A0mk/Bj70ISUJuyqc1lIQZ6Mkd1PqiCX2SztMwFui8GDYuABSpSghoQtwSUJYZJ1yvS1Zc2M7lag0F6ApoxQuW9wR4Jecr3m6eaw3J+Ar4nqdGpLKvInl1gI96rRD1yMYFDEV7dR3iFYsudAMuUGea5iFJSS33Qezj8/wEGrU8hPs8QdE0Bh0vkYA8J80zeCsq6F+YZvysRVsuqBkJo2EmhdFgtOUUxCDMK9rgPkhKpYo5hyuxH1bDGoQEfnpDrPgbuf8+OhUCY0wf+Bu6w586I4CTKBDxMFIkjFoYQsiIUPjiGJ3mPsaLUYIbOad+rG4B3QLXbIFbG4DZKl/3Vx8yS1it1WSHhathQwnXGc7Drp1FgzSZ146D6DDuMDnLeT7vscAyHiaeQWGGgWiLJFUK5e4b3PTc+ZD8YS5X0X5Ua+vgY/q0mY6xtC6MoW+gg+qoexHYRfAiR5XOLIKNM6mD4Wn0aRKyPYYCPkenqSv3RaJLSnM3WREDXyRwgAJZ8W6FZCVwKJ6rAKmEmiW3K9AtoCqaXaJxJf/k7G4QFq9YwFkeD0SeQn6W0LYAs3iPiSDsoUb0d7UF3GaoQapmRITrM+ykfDi4HL0ozePJiieciZUo8XkD4Y3fohgagY6I8SI65ZGFz/ImlOMtTDct8drKubWdYOa7YXKMonDqoqh1En6/dMiDTCEVcDkfgpU2ojFoHqaTs6748x5zqlMR4NsTftwVAdwRAYb2FIQYmLgtzGRGCAe0mGtu6br2I1NXxPq8N0xfX7fA5S1wSwOw+tjuLyxfRzcE+qRQoJaAQPnConCYEIww8vcKRV7pbpHQcCXqlTdto3LY+ALX8TnUUTbq+SQ0/6OY4X/wc7nhFtsfgNkxmdoY+iBChT2bKx9dVPHK4mpRPjKswPTAi8pH0rkphh9CB3TzIhoJu/k0neYLvIWCkYae6O/5Es9BNedROfXlBPWayDqcoDqkc4ACXQkKi2aXgO8xAO0AdWXiHQvourXGxEsWMJb3xFOWO08YvwLK4jUXuX6W96VAKA+MDiLUAaABDejsglER+CBYkO6SkxRjC3HsJDbBCI1iMBSpKut8cUgD+zysRym/4enZLDn0trYHlXRjKHoiEvFeZUbuo6WMq4DLFJO9WtIBtOSmKqO5z3NVr9UQhBD2a1FO9dIbTkL9VWhEDdlh5WrYUcZ2FKGWz6HBJxt1jSehaUdwZ+ipz+Ve1RfVLaBboFUWuPUBuDVm+IhDYLKkw9cnDf7cGYHoQEGIRxAiYUIoQuAM2TX3hZqvLkAjX35V6suvCnaUcC0VoBa5qNeyUYvMm+JNz7HEwGy4D2YeR+HUXRF/Irh5KZR49oV0gcu1E7CQyGUsxmzTPiyxf5eitIfRAb2UopR7iPd5inK5FA3UhTvAXfgkpCvxuAe6+hVLLW8SEypcYFoFePK58rPYKgjgGoDEy5V/Um4k+V3xmiXqIGcVgBYAlztRmNMXANXaXsQ68qChpyuEfgQMf6pDapP+yztRynUooXYuicqmuyEN7PNpNcoa/4Y7QrZhsXUajJhCIeiHCHRAHIUggL3vf/HOz1KN6rdUhZ2w+sgDjLeX3Jr76dI5l/danQ+BIQhASJNUwZXOIfnwaqqDha2wUQXsXML1hnzY+Szq+RQcdByNQQdb1aHpej6LfoxuAd0CN80COgBfiynn13WFH3rCV+sKf04hkZqQ8J9RC0ewhP8Q4NXb9WpfpFWok7b0Tm8aRVyLc6jjM2jgrOvypudY+yKEZlEIhqMtd75s6ct51KEY+VyFw7DQBjQ4QNGGe5BE6V5CEMJ83o1qRCAAqS5fVsLK1WhEGnyVl2snRhsmlcsVj1eKmQRIJVgv3q2AreRv5WcBZQFe8dDkNflZziHgLBpc4kF3d/3vzhNLSDsEGtq5AEo84kKqQSx8lIRl03EKZZxPK1GqrUKIoTsFIwPh6IwYjlBdnS4dwnYuUiVAe1HDUhI255q6Y13Oa5UHN3lkC4YRIfBrJhvZ0n0h4F9JjRB/Vfdar+WvUp+rW+ArawEdgG/21i2tbAM70mHy7wY/dEYAOlAgu7xpDkUIBSEMvi3AQfMrEaCqhHwp22CjSli5hOtwHnV0ttXe9KLayTA5plMoBiGSOiCezc08eTmPqHiVIZfLDCVk1OKQjCSvkKwA6gU40Nt15cJqNoERD1KMZ2d9rxNQ5a4SsJWf7a6csITHxeOVCIEQreQ9GTJXQtDyuoShQ13vC3ALK1q85rNC5CJGOGtIvMRyR1HGBZSDQLJQG05CFGJbVJOqhKYiAaV8BDW8AVXaQtwbIpnslkeLXitHIwjhMCMYwQj0Irhd6T6S1EWVK3UhREDda73Zf3X6eroFvpIW0AH4i9q2T2rSYKKe8KEuCCDxpkU8MhpGDldkmlAOaJFt29L1Sg63SoUla2CTfB9dQB3yW/SmRf6wf+03YdImURukX1b+UNbMQo3q0pQAM9q7YFsANZuAJHYyoMVrFfAVkBTvVyQk5K5y31ni3YpnLIAbAbAVUIrZ7qC3vC+lSULAkvxvjaueWPLLcq4wYsQ3CRULMJ8jO3y4FtHkjzg2XVZNqoSyuBJbYHcsxYzgjcp0zb3WDhSIOAS60g0mlXTwa5H01pLtpb9zNWphRRVsKNVzrV/UH5R+Xt0CXz0L6AD8Zd4zEXgw+vWGryMNAdTJ6U0jDkaKcOWmgxDGvq3KHgrhSaQja2CFBVWoldw0CpU3LQ3vCe0Rxh2pLXVCLCKbhWwFWPNIUwSpRFf9rISHw10ergCjMJml3EgA1p33lZ8tLiOLdysAK8FgJTDpGhKOdt+J4ikLhUoEPCQ3LCVMAt7+0BADUmpbl4581KJY5a1PoFbLhR9VwB/JCOT2FEjitQpDOBjBLF6rTwsrNL8L5MGjUpWvWWFFBWx0getJz7V+mf9e9GvTLfAVs4AOwF+xDWvxcqUJvOSmA6gL/DiFAsjpTZuU/KEZofBvsaNTS4tVQVMeXbF4dcTw1/wRYQhAPPt7eNdCvDrvqvWVciN3Dx7xat1hZwFeCStLnleY0/K/OzQtgCverjwUyOsCxsKQdh8r64g37Wye6HxdiF3iSVeSKGzVAVyHQDhghg/MFIRQbv1nlHC0MIRruAZ25bUWws55OkP4Vvhj0D+DboGvjgV0AP7q7NWNXen8miiQX2/4a93hx50RZEikAC0ORkTCTCEI5iAlAHKlO0LywMJOFmCV8iMpORKPVnK/AqICqvK+u8SoGpBWBiTAKTlh8W5lCMC6QVh+l/fceWFZW46XOfKahLnlXM0pVM3tIetf9PIrUUsXuJYLUEc50pxRZwjf2C2kH61bQLfAzbXArQvAcy0TEEH/d3PN9TVYrZFDoVEwiMzwYRMFIhCBJPloPwSzr2p44OYeC1hK6FlCzAKQ4sUKIMtwEFDPTs9VGL5WgNsAJL/LPAFdKUFqXs3cspEdYCV96aBGOFDPDq4Di2QHW8GwwGAQuBeo10drLcBwYJRpRmun6/N0C+gWuLkWuGUBmA5Zc9FT8Wv1cbMtIOQod9mReJ3uTrjitcodJa8JOAuxSn4WWBS1LGm0sM51MW4QF5az2yOWuRK6luH2igWsJXfcmhrsm/05vwbr8Vq8hnGuBhVfg8+rf0TdAl8mC9yyAIzF1kcomr7zZTL2V+JamI3QVMbYqcpM5A8D+8FAPvBhHxWkvqgufeWPJLlfyfMKEIuHPFL1JJbew07PV4BXwNUN4OIRyzESno505YHdZxDPuRoaLOSAlR1oMNSjnuvBCuJr4cd2+JGcSR+ttYDGGtcah3xhmtWtvU59nm6BW9QCty4A36Ibdt0f62bkgN0nd9YnO0PPl3qtAqLiIcscIU8JJMrP8toEV7mSlCy5PWC5A90/SzmTELrE25UWASJZKaxq8aZljqhoNWVPX2oMPQd83beHfqBuAd0C/3sL6AD8v7f5zT/jzWRBi9ShKHRJ+Y0FGurEd6VAJTwRzgZVsythY/eQ8iQBSgFZIUwJsdkCkJsB7QZoeX+EC0z3ukLVUmokOWMBXHk/1qWgJU0eBMhFqVi8bXdLQ1m8AI0oUk0z6uCrSpP8YCYTwuDXTFrycpbWWdA3/x7UV9QtoFvgmi2gA/A1m+x/eMDNrAMWQFSqWmyHhdx1wAWopVzUIwt1jhiE+HSitlovRFFCy40JVPmRgLJBeaJSJiQhZHdbQakRltywAKq79EjO6y43Eta0yFTuapL37ejqmiRzJOwsnrV4widdTRmktljGcTAMIKUT7W7wIK/LcedQhTKc4gocht1wGgEODf7oBH8kUhBiYaS2CFZ1wKJC1roAul4H/D+80fVT6Rb4elpAB+Avat9vphKW8ICdSliuLk3aBa7zyUOtloM6ygQFHcJ0EtkM55hvHwEzz6BQDEEEd0I7VSnsPaQ+N49suMB1aEQgkpXq9cVxhhg2JgXCIsYhoo7yv+RqJd8rxws4ynCHoyXn21v16nWCtMyT8wrgZrqAVX6XsLWArBC3MomVZytesHscp1qUaw1oTwFIbKE/kJKdRDGX0THU0HrU1X2KGWHOauUN7Isye1/4cw8EUCr8kURBqrdUFEwsddNOJaymIH+le0RXwvqi/oL08+oW+MpbQAfgm72FN1ML2kugX6QOuZRrDQWo5VzU4RTqtGOwagfwYIgEgVseC2pT4Oe4G2E8WnVNikOkKiW6dBShHhdQwOWUg3oOpkQko8slbf2y0AgbfJAAUmArZ5XaYPFKJRTtBlpRshIFK7l+AVkBYrnTxLvNcIGtXIG7G5LMEXAXWUsR9pAccTfX78JjFyb0GTjUmn0vqQg+gXLOx1n4op5i0EGpeLX0+QpRrxpQVNB+1NBKBAe+f0Xy0TxOhJ+tN3wM3RCgdUQAJVIQx8LoUtUK4cAWz9PSLuha0Df7r0xfT7fALWEBHYCvZRtvZjekZr2Fla95DrWcgwZDJuoMhzE74Mi1XB727vXD+a4PIpgmUDjSEcXSqO9S31a8VA3nUcLlykPcAEvjaUQaZlE8RqGj0qC6OE6gGiVg9ECoEsSQkQsNdhjQ1eXxSlck6WYkXqw0UBBglhC0m90s3q7kjSVUPdDVdEHAVLxk+SdgLCQrAV93RyTx1yU8LaB+CoxeLomQUmiQa4qjQCQ3aU0o1+XuhlRFm2HW0igEGcrDb0/Sk8h7yLWdgwWllM3lvBO2xsWYHnqxd3JrDL/8VABq49Phwz0QRJ3hz8kUSNJ4IwpmDvN40813oPnqejek1lhcn6Nb4JaygA7Asp03sx+wAIqEJUXkUDSXnQL951GnnUUDZaEex9BgOoDZJErHNzYW1k6CmadSqDYYkUhGe5ib+bbifRagCiU4zZXYDothAe4I2oAFlvFoa/gRxfNwJHvRqiTsW8gFXEgR1B69WTKzznEUdSo4m+r6/TCgfpYevm6msgCJALAQssRzlTtM8sICpHItAtQCyALaAsqSS5ayJPGg3W0JpbuS1AznqyIjcnVacuACGP1cFcHCsN6PfNW6r5MhEe3ZRQFzXdul/YAXWe5HMCZRG0NfRCEBcZeAtxwmBLQClKGMMrmaN8HKn+FOs3zKGxtz7ckwNPaGv6ErAtERgZRARo5BELWFiUMQqvcDvjED60frFvhqWuDWB2B3WzlfRzcE+qRQoJaAQMTARM5m6GHkD7OrucDV9lCa1VdSPSyKI1yBWlxgu5aPespGveEEah1HMNssGc6bP+ZbeiGQZlEoRiACXRAnodAWhCMLpM0C5XEF9qJKW4EZ5o88F7PAOh0R+AElIAMJbs6yq1zoBPK5mBZD08IplaZ43hdA3YdSGCkE3UVYUrxUakAb9lNlQQJPUjIkICy+syhjSS9fAWEJOQvwyl3m9nSl/ldC1pKRlbUFlCUELd6ugLD8E/DNhIbOMKj39kFDX9ejxVGqQS1r6KfoX85xBPmcR1vRRvV26ocOLFzti+MMqjkP61HKb+BO81r1xn+tcQjmexHqM4baaD0Ri2iEtyB4WUoNKEIhl/EhVGtrUOP4CPeFySPDzR1L2Ai7PR0BnIYATkUgdaAgikcgR8GMMIS4egu3xpsWm1ehUeld672Fb+4+6avpFriJFrilAZjYKl/7rRvKa1XlLdJ9V3Kt52HXzqKRTqHWcAyNjQcx2ywdaz//MacqHEa/+xCMcRSOXohBLCL40iCq5FkdKEQRl+MILLQWVfxf3GOSNgkXxxLLvdQGj6CDoT/i+aLwo7B8syiXi7SFqPB/H/ENr1B3jFJ60DIq4ODDyKQQxKCPKxd8Dg0oJkZf9lfeYi5IgeUJMDqCVNmQhKUlFC1AIeFot+crIWf5Wbzhvsqbdnq8kkuW/K8Asvwu4HwQjN4g5MCBtvBRUHuMahHOgapUScZ25MBXYwwwCIXLOXJQzTn4D2y0AW35OxSLgUhuAtQyJ48sfJY3oRxvYbppiZet5toGIhh3UCiGoS2noh3CENhS9yWyoZhzuQJ7UKUtxR3Bcz//m8J1hjm1HeHT0BtBhq7w544IRAIZKVrlpk0UrNpYBreS6b0fmdzXJNl2fegW0C3wBVjg1gbg09YKxCMUFaqtnAXOZujFXE/nYJevd+0ELHQEd5v2fwG2v3jKRTWzYDJMpjYYgChKRDt2S1NcnCPedwEqUIosruYtqDHMw51GKehpPhZbv0NR9BASkI5YvsjnFdA8xae5mD7DbaYnMb9mJrWnZ5FOaZ6v7DxYOYuWUQh3wgD0UYuL4vJuFNMI1SRQSoTqYEaAKik6BA29YFAgnApS4Ctf6XmuGl8JQwuRSoQ4xCuWPPBgV42veMxC2JKSIwlFyzx3+HkvHOgHHxTCoZjVXeCjHjiOoQrDFGyrXDbvxWoykhHdeShCXJ+ilBo4k1ajQHsYQeiNcMMPKFbLaJbfPkc2zuWtqKB/YZrxsxZtuahuJsza7RSqDUQUOqiuzZcOeZgpQCVKZG9oC6yYj5nGHV/YPTWHzfCpTYefloZA6owATiLZLRNFwqiFIZiMCIMvjtFp7mOU+IU+dAvoFvgCLHBLA/AXYM+rn3KhLQOBmElhGIoI7qy8rIAWvKxzsKEYZ7gKu5WXNTN4/hUXX2z7EUXzg0hCT0Q2oRxJSU42TnAxPsEk0/NqjWX2J6gD/xDdWILIznEcRZxneAOB3Iv68h0Idl3TbvE0ESRQruZtRwUyXEStvVSPfuyPM+RAJPugGoxokAJUAWEJS0tIWYBWziRAetrlAUt4Wkhd8rvcheLHuglY4kkLLOyBHf0RhGrScJSrPOfdgTxIR+ROqjsxcIZqOFP7A4IMadQZMzyevoS3D2E/5/OTmGleiXn24WjLP6FYHorOlzC8FbecdqCc3sXUoA8va+t3K8IQ4X8fQjCe2qC3ik40tbf7QImoFOKCik5U8no4TP/FdJLHD33oFtAtoFtAWUAH4M/zRljI7eFvvwdmHkMRlIYYjvaEeJuetwQNKKTzXMkHUYPVKKn/GN9qIxB15bHc9guK5PuQjO5e+ctyNCIbx7iUPsQk4588i6y1/Is6Gu5CIotf6szL7scxLqBn4c/dqBv9HAkuMtNJlHAO9tMAjEFb+EJyoUdQjFEsfi+wnSzIYLPyUEUhWuqBpXxIfGRRvxICVXeQR05SyFoSYpZ6YQFjIWAJOEsZUw/XseHE8GWC9DkikAoe70Ep+iNCSF68ATk01lURnI0qzqID1J+HIML1wHEIZzhH+w5MvqMpUXsYqUrawzmOUh6fxV9wu/FV9fsca19E0C8pFsPRiaO9sr9FVIcc3sPlhg8wJeifV9sGzLH0gJlmURiNQLjWDXEi/NHC39Z5kj7L57hS24can+VXBPqrnlSfoFtAt8BX3QI6AN/MHVxkeRDBmEhtSJi27RHXgpyDhTQUsJNpW8MbYfP9DDMDJPDaurHC+jRF4S6kINWrDrUYDcilg1zC7+F20989iwkDN0r7B3Wn0QhnZ0+hSnLwMW0TKvz+D47GZEqhfyCNJWMLFKGeD+MtCqX+GMiD1GtHkI8qODDU1V1qE0owApGqOcIFEDqBsJcc6Mc+OOQqGcpRbGdWNcNSUiTALP6qADCRhlQ2KE85zOU1HyYHerIP9qJRMZ2PUb2H9LULOSqbK88Ma7CPuqCrCgXXAryT5sJPi6AMGumBvO28mVebRiHd+gC1N/wafVhoYc6RgyrOpo8w3vhDz2vzazsjTPstRfNodESsV+GWPBzl0D4ux8eYZHytdZskYie1tyHYMY1CMRiRlIz2HNyM4iU58XNS5sXZXEXbYeOFmO4iibX6RPpE3QK6Bb6qFtAB+Hp3br5lHMyGaRTGGYhACtojpFnLPCnNOUc1KEE2V/JOWHwWYWbgyms65dPsi4za5ymK70QnToGpiWd1HnU4i31cxv/CFPO7Xusutk6jWDyHPujp+eI/R1bO4rkYa/om5rCZ2tlXYTCLNIYiSPFOrEG54QPqqv0VnZx5Vt5qWEFhWg+koZ14zLwO2TQWKYpQtQdWDIYJR6kWaRyIAnIgnn2QTY1IYV8cgIY+MChmdCNp6MCSKwbboFE6DB6wFQKWhKDFI5accDYYKSBsIwuGsFkpYx2gXRjMUkUM3sQbKZiika4oX0LayuYcw0OUzP9Gb3aSskrRyAfxLsaZHsaC+r4U1fAqeiLDU6hVAskTr0SB9l3ca5ZguXMIOzoSz1E0JqCjEuS8+DdSJpEFOsjF2meYYn75mvZRFLiqbd9AKN1GoUhHDNohpkl+3r2YPNScRymX8XFU0wbYfOfgzgB5bNGHbgHdAreYBXQAbs2GigBHUONsBNNIiuBuiENEi0zTQqrDBeRzFfahRlsJs+nD62r1Nqc8FCH+z1KcYRo6cQevDkDnYOc83oVSw5uYbvy02eUvt/ySEuhH6K4oUs6RiQuci79jkuk59fta63uUjvs94fADlMVn8QBC8Shl8H3Kbz8HGx/i16kLfVeRl2qg8VbsoYlKSgO8nvJpNLeD5JjrIZKUBDdxahcaMBB+KgcsMC787aNwIA0+ygNmYnRlYU03oBP8sJfq0I8DsAt2DEQQjpIVaa5Q+HZUIgNhuED1nMWraRhuV59hF+1iK07RQL5PPZScRx0fwUtoYCt1oyc9tc2nUM5ZeEpFBQQEYf+QOvF0j9a1hMsPYh+f5ycw07zGy56LSoJhNP2eongKkpHgVfZVCQeycJTLMA+7jL/Ds+SWHWnNHeWcI9GJQO1uhGEUhSMNsYhqUav6AtXjAp/nChxANVaBjB9iConUiT50C+gW+ApbQAfgSzdvTrEZQab7YcYECqfeiOF4RDXTUVJhXJznEi7HUVQb1sOKTzA76Mx13wtzbPEI46cojiajC7fzCleeJQuf420owxvNSmfcJ1xrf4tS+B6vGtj9OM7n6DkPUC+xPE5d6bdIcZXmiFjFSXoa9fXLKMF/KdJZZDKAA8jkM41/oIF+bylCk4Sl92IJ3Y47FPhuoMM0inuquZtRguGIxDGyoDubUQIHIuGD82hEHHyRTQ1IYT/so3pVviThaGnKIDlgAT8B+yI0Iga+wrZWnrXkTzfiAkYiGgWogxVWdEY4slHBuVhAY/CQOvdBOsl59IKXx76dN2GIeSTW2T6kdNyDMHaWVe2nE3yK7/Mw3lfY/kDJ/B0vMtZhnOV87c+YHPy3FuJokVcAACAASURBVPdxhe2PFIMZSOYkD+NaJorXmsWZXEYLUWd7CdMipcfT9Q0hiolOdxiGoK3WGe1IZDqajzyyolg7wxXYBYu2BDNDFl3fCfWjdAvoFviiLKAD8GLrNBgxhcIwEJGU5CEhNd0RAQopMynFKa7kbbD4iJrU5hvetE9qOyPS8QTFYiK6ukp83ItKrvKcwJvhr5gVtK7Fc82rSESU/5vUFWMVUUpGJTQ+TptwzvEo7g525pYX2jIoEe+hNztLTsqpkQ/wBxhr+jaW235JPfG0AlobmHfRx7DwRhqCNxWx6wzX8BF6ncbhVwgC8VZso07UH9Hsr2pxM1ykqD1Ug/4czFtQQsMQiW2oxBCEYTdZMYBN2AE7BiMIB0lDbzagGI2Igi/2kw3pbMRusmEAG3kTFdEIjkEB2dHIDiTCjH3IRRRFoT0bIUSrInxMY/Ck+sTHUchbjR2pl309BjpD1DhBF/hY40j4BBdRrH2FJ5fdAPAurMQw00SPPZdYvkXtDE94bCNv5KCST+NDTDA9etk9Xml9lqLobnTgFC9inTTGOMFZXGZYglrtFUxrEt6+3htmgeUehBgmUZjWH9GGBK96bveaIm1agHKU4iSLFGcNz8Vs077rPaV+nG4B3QKfvwW+XgC8qL4fAhrvVEIL4dwF7dAGxpbUpMiOCzjLVdiDGizHNOMnN20r5lr7oA3/gtrR2GalMBIuLaD1KMefcIdx52XPOd96O7XDC+iDXp68s9S0nsI8jDF+w+u4Lba1lMFjPHW+22krZ10Yh28l1WKzdSUNwwQ1/zTKOdPwGHy0FBqDp5XXJaHrTO3HNMLwkQL43TgEf5jRGynIVrSsenRGJHZSLgZxB+XRnqEadOFg7EEl+iMMW6kGQznY8/8eqkN/DsAhlKMXwnk95dFoTsAOFGEwYsTbhgOahIh5E/bTCKTL5fEaWk99eDgi4ItdtJNL+QMagtdVyFYeVvZoQ9HG59uUzj9Uc5w1wv/GWNN3Mc86lTrjDZXHllEo4Wr6OyYYH/fYaq5tIMXjT0hjyRM7/y4k7H2SV6LM8RBmXqHhxTLLryiGHkAiOnsehOR4qQ/ORA6XYTkqGv6C2WHXHyFpuqkfW6IRinsRTGMpnHoihmO8zuueKzlrp1DLYdTQGtQ7PsbM4OKbdi/rC+kW0C1wQxa49QF4sfURSqbfXPVLqsJwCNW89nP5kppvG4pwfpzaYSTEX2o6pNyn0LAKJYaXr9p8YantZ9QBP0Z3dgKJDPH2culNTAx6xmvd1bbXqRc/7AmfH6FczjY8ghmBq/GZZQx1pfc9eeKd2M0rjYMx1PYPGouH1ToHcZoz+Q4aSjsU41g8z3LaQaP4XkXYWo1lNAmTYYGGTJxFfyRhJ2VjEKdAGNkBSsHKgENkRS82YSsqMBRt3EDMG3GGRiIJ+5CHvkiASGhKv99YBPBq7KXx6CcAxpuxksZjokhW8kq8TWPxXXlo4o00F1X8LvWneUrXWUB1N2aBDBZK4Q88NtqLw9zf1Et9pmU1z1MPw+MeMY0TuMBZ/DNMayLX+bdTAegZ/wF1wlSPXrQA6WHay0X0S0wL2nDFv7hltkcpkh9CIrp5pS5EuzqTcrmYV8Oq/RXTgy+2h7yhP2HXwQusfRFI8nA5HBGciniEX/bhUlS80nUFrJthdn0N3QI3YoFbH4C32JbQUHYSd/6XYbq5lgmI8vkRtdOGQTKG7iG1t5ko5EIsR7nxd5hNV/eK1tj/QSnavV7r7OcTfN7neUwJ+tjrBhAVrFT8weNdn4WFM/ESJppeUPNW216l/vwj5TmWoZH38hu4zfwYNlgX0khMU3N2Yy+fNY6i3rZcJXZxEsWcSY/RNP5YfENeh/cpje6RMDRvwFoahbFyGK837KLR2kDsMBzHYK2b6rok/qwIVexAMQYjCptQjBGI4jU4RuPQ3RlqhkNqk3k1HaTx3BvZVIE6rkU3xGIfjsIXRvRCMiRnfZreogn8S3W+VfQybD7vUa/G7UhGmPJ6t2iPYkrwG9hiXUlDXd59LtXwQf4GZpgWqs+30Tqf+mG6h1G+hw5yLs1slsNfaXuJkvjbyq91j8OUy3n8CqaY3rjqH57sRTQeRoLyUi9mcoWudVy0t7EW1XgdMz6nUPH86mkI8WkxvcKLafZl1b+u+sH0CboFdAvcDAvc+gD87plAtIv6M6qxEneYFt8Mo112jYW2GWjLP6AEGuyVSxbv5yTOcSEthsXxXKvCgHM4HjG1b1NXbbwKqcoQQDtGW7jU51FMC/Du0jOnphslGz5FX6XODMVa3kufYbTxbvX7BvalIPs2DOQB6vdjKOBMfhCzzOtom20LMnioArUtWI3hpgl0xHZW1QafgYX3O/pTuu9uJHGwIj5Z+BwNxVjRVUYBH8JgDMER5CEIwcKY5uVYS5MwVkLYSEa0CmcfwDn0QXteRzk0hpOxC0cwUElwgDca1tBIbRx2YBd6YoAAIy/Fv+l2J9mKF9NPaRC/qDzKHdjBdsMJGq19S723jB6FKegfFGU7C+Gni2DHGn4RE81PYJnlCepBT6E9gpTXvp0WY4TR+ZAx155MCdp89IfTO7aCeS8twEijIpp5DQHS9vRL9GZpGeEcQgjLpvcxwfiTVt1TC2z3UDT+Dwnc18PAdh8oeewi3ohy7R+YFbKlVetdz6RVRSbUBz8Af0pt9XVfz3n0Y3QL6BZolQVufQBulRluYNIi+30UyQ8jAc2bHZxELhfRfDQE/bbVZSNzqyZRgu8L6I0+Hu51Pux8iuZjtPH+Fq90k20xDeDbPTWru2kv5/NU3GESnSlgsf2b1F171d2YwA2y8hbttR5FX3RXYLbR8BFGBT1Ae61HFJBLDnS7YRrFOV7AQPRVpT67DbfRFG2DsLR5peFZGqL9VljLvFh7k6Yavqf0mk/jIAagL2/GThqOQSrycBp56IlEXkMHaRz3xjGcRzCFyoMKL8NbNBmPQBS68+kgBvNgHKZc1KIUA7gfslDK2fRHmsgvqetcgd/BRD1pOE9Rv8/XZklDBNpny3QzuXkd3sNY07cwt6oTJfktQTo7mygK07mXSToPO8cC+wPUhf+ILuzUuZbyq6P4EyaZftvM1vNtgymG/4SeGOTxnoUhflJyvMZvYQZdXb1MFhXPNMr3UUrAIEUsazok2lBEm1Gh/RMzzKtv4M7UD9UtoFvgS24BHYCvZ4OWWL9LEfQQOqCPV2ixBoxsOsUXWJod/Oaall5ie5w68GNIQ3vPcfJlfAZvY6LpqRbXWml7kdLwqIcVK57UafqxV2hxneW/NILuVmVNAuSHDc9jctAfFPgeseap84nAxmr6E24z/oy22zZjMA9THvQGfF8azdM4/qkCuiX0KLXHD9GbO+MwneVy7KSRfJcQsrgAG2k4pmEPDiACyUhCKC/jT2gy3S35WZSgSAHwKtpIE3gkzpIFJZyLfkjjzVhOyTQK7TiIFxleommaM8S8QJtNYw2fSM01r6E3YNS60hAarTo1bfNNowjHvzCIh6i582iQNKegnbYdbtYzbzEsw/AgZ/phve1jGsR3C5NbPVjsx6+9ZDpX2f5CPfB9T/MKaXGY4/MDTA/07pgka0nrQLP9fUrlKZKzVutLCdUh7OFC7ReYGbyp1Xv/mX0MYvBTSuBhSHBJhLoPzkIZF2Ebyhz/1suMWm1RfaJuga+MBXQAbu1WCbmmLT+IFOrh1Rqwihw4zSf4Aj7BZFeetbVryrw1tjcoWbsfyXQxT7yfTnI+vYBpQRd7+TZdc5FtFnXCq+jqaqaQj1o+Rn/FbcZfeabNqU2ljo1L0IecpUcSOj7ZOBV3h2RhTmUS9fHbi44Ih4U03qz9DJPNf8FG6wIagenSp5fX4DlYsZTGYacCwM1YgRpaTZP5L05w9JlIA7UFQlTiNXidEnGP5Ep5ifYo3Wb4m3jvvIxepcn8GLJQhlpYXAA8nybwTPGU+QDeozH4No6KeAlnKXDdzltgpDjFtN5Ne9iKHBrFdwmxi6NN/nTCWqw0no9RPqcZ29Mey1H0o+6qY9MKxCuvf7N1KQ3DZPW5d2IXDzY5JTUlEtBN+7OHCLeDtnOGUQG4ZwgzfBAmeKIPO2knn6ibeFlt7lW2P1ISP+RWDlPrCGGtwOdlTA5881puBUg7xAj+FbXHaI+QiHsByX+fx06U03stCrBc04n0yboFdAt8GSygA/CVdkFUpSJJmh1082p2IOUdOTjKxfwRbjdfbHbQ2h39sCQWiaa3qQtP8HTSqYGGI7yNC+nHuNN0oMWlPrTGUmcsxgD0U+8LS3g3LcUI41Sv+UutT1I6fqtUjQWYdvCnGGO+R81ZYB9D/XiJeJvKE9zmuE/1s11jfcvNgOa1hrcxLugROm4tUvXJ4ll3N8VRtrVCkZ120DauxlZFhhJg3EajaYa0SITG6/hBmk4fKvGO4/iYRuObwqiGAX4KgFfjbRqPh5XXvdAxnWb4LFRksE3aPTTT8BnyyMqH+DGagn+qz7fAEUUZvmcUSWsrrUNx49M0wWeLyhNvwhKMNE2lw9az6IEEFFEdxxqlsSGwzvpvGg2VJ4Y80PQ1OkVG5rA/Jdq3YgD3V7+Ll3nMkepVZjTH2pdS6COPMIloZx/Axxh9SYlXU6Mvsj9MHfgX6OmSwpT3TqOCz9C7GG9UEYRrGp/UpCHa50lqh/HoyM72i+5xBtV8nvei0ucD3B70/jWtq0/WLaBb4EtjAR2AL92KFdZnKIrvQkfq7KV2JHKAuTjIxY73MTX4YrODa9nKBbXjKdbxB/RGukfdqIDsnKUtxGjzvVdcar3lE+pHszwSmHv5GJ/h2Zh9STnLFssaGkqKlaxYw5n8uEcneqn9IRqsva0eJoQZvIdHKbEGEZWYAJXz5I1YiFGmGdhsXUXDMF4xi9f7pSPU8WNFfBLPdW5VCI0MzVMe72ZaLFxnGsl3Yh8f52rDQVWqJF6ghc7QEB6NnbQNRm7nzAHjdRqIH4hteSH3ofG0X5UVfYZ+NBTb5aGBF/MD1IVeda6PxbBhD92G55VnvoSGwIi7aBwrkQxegu+JNCN1tp1VzG+ppe5scrKWV1h+T2PpCadgB53nY0FJmE3SpBBYY/0bpdP3VYMKizyk0BsYb/yR1x4ssf4fdaHnPACYg2o+Sc9jkvGVy+7VfNtQisMf0YMHesqA5MHgJC9DsfFBzCbLtdwyaq4IroT5P0PxmOzV4UneOwsrCng/l9F/MNX01jWvrR+gW0C3wBdmAR2ARR+4zv4CRUuzAyR7NzugWtXsoJz+eUOexlLLY5RAP1FemntkoYTP4J+4zfTkFXd/mfU31B2/VIpQMoSQdBJPYKrpX17HCbinOj7wKGo5S4mGeABnmfVpGoNnFPBL/esJYxdFGpI66TH4hwKL7byFh5iHY5ntJzSJ/6wAbg29hLqg5yjDVi3AzesN78KOrTRZe0d1I/qvFkUZhqNIRRSvoF9RLB6SHDFvpHkUwl2Rjm68gT+ltjTIA8Bd8G1hJvMifpC60Z+l1IlX0osUysOEUc3beAOsUgtMP1deeowxgA7bzqAHd8BBOsV9jJ1pt/UA+qO3lDHxqaAQVFi6UF/DTiTApJoz9DE5GctLrT+goXhN1SRLrvqobwamBzhrcBfVjqOOjvcUe1rGfmRy3xbqY9da/0m98E0PG/0gZXMOPXRFNbR3SoKRYnyPUmmyhycgZLQjtIvP4+eYadx6XX/1czgcbWy/ozhMQ1fEesnI5AuJDYe4jD/F7WZn20V96BbQLfCltcDXE4AXcBhM9mcomqcjFYleWrv5ZOOz2IVyvImpxjk3tHOrba9RMj/g0V6WxQ5SFhdov8ft5iuHDhdYxlOy4S30ZCdjV0K9h+htrzZ67otbY3uNBvH/KQUnkZncx29ivOmiN7fa/iaN0x5R05uC08LaSTREW6hy2vvoMPcz9sICDqOBtgsqfL2LdvMg40DaYduqyE7iUXc0taED1lPojY6qXvgcHqYZ2C89fNloMlC+1a5UrJbiYeqI59EF0byS/0BxdK8HgNthljwoqNdDDSNUR6Yd2M7lhrdpsvae8s6TjCFUYLOrHPNqvAabz1Ka7lilHgqW8k8xxfxnOmurUcQl0bzua+qORdbJNAgLXOVK2znD5MzvinLYQMxV7SGFyb3X5w5MC1zm2dst1jWqrEqGsKB3OW5rVg4kZVz+9nXI4OFqnoTQt9MGDDWOvuo9str2J0rCN71CyYcpm3P5ZUwzvX3V4y83YQ77I9T+IsXhDnThBK9uXNIpKx9HuIznYpJZscf1oVtAt8CXywJfLwBeYfkjtad70AXx3s0OYOE8bEMpXsdM09Ib2qI5HIko2zvUFbd5lJCkB/BhbOcifhx3mPZccX3JUcbb1iEDqi5XhV230zoMMzoBoul467yReoduxQD0US9n0nk+afiWUrtyDzexSn7fjX080OTMH39Sk0aDfXaqemVRyeppTJKX6YAtS+kin0EVJ5vCpK8tzXCsUJizjH6COuykmbxD/b7QMBYhju/QaLpbeaYneCTdjQIFTivPB1KP+HK0YyMvMjxISdpzHgBui9Fuzxh1hjN0G/8Kp1DGnU0RVGJtEE+TF9MdCMVdNIJnK23mFFMbT72yeLIdTWFYZLmfptKH6lrW4V9KdnJRzfdolOHvqjRqA3+K0WZnHfRC7kY9bCLYEar0srfgR5japG/yCutvqAf92s0o501YiJGmGc1s/pl9DHXmf6InK3tB2hoewjsYZ/r+Ve+bZbXfo3jHL9ALzmNlSMj8DP0bE4w/v+rxV5uw0vo7isHdSEWyVwctSZ/kcSYX+H0TM/wPXm0Z/X3dAroF/jcW+FoBMOVaazyhXGfpzCZUGl69qrxga/ZCyE1x2ovoiX6eL78C1HIWLwKZ7m9VW8I11nconb6h8pIyRA7yLD2I6cbtzS5BxCF60V/cpSu8DWsx1DSu6TzaZt3iBnLeijUYZhqv3l/CRk/O9CRKeUdxe6UNLR2ERvP9SsxiKc3EdOMCOmLLRRonKs+9jzGVdti2YRBnuEGbjlsL0RUxvALPA1RFE/kVEejgRGMwVVkdKtc7D+nUCQvcAAwjd1OMZ/F6L+BRmo69qhGEyWSgXbbdQpBS11tovJ0m2mrFs+fl2o9RbH6bptprxD6ixqX6Gm+0fapAug7g5TwRM80rsdz6HN2Gp5Rq1xq87okGyMNNmv2MYo+LMMc6/N4rBTC/rit1aFjkYY4fRQH3MF2U/Wxq3GX2J6gbP+HpPiVkrpN4slV52Pk1IyjW8DJ6ob8qi5IhnnkWLYEl6MFW14xf6b6UB4oovh+p1NmdVuFttBFDjaNaczvrc3QL6Bb4/C3wtQJgLLM/gSDuo5od3GncdVPMu9j2I0rknwq4eNaTPG0O/QsTjU+06hzLah6lVMMznvIYaS5wgp7DZKPKwzYbbtCRNwTkD+P3mGR63gt83eU5zt69H2OM8T73+3TIdkaFts/Cyru1AYrItcB2B03ludK0gdfzhxhj/gZW2p+iCdpzCpAX0WBUBx2kO202BYhLtEdh41U00+ekrMsLjcGIsX1Gw3AbRH+5yDiYbrdZlQfvYyI6ZM31ALAPTIqh7AqHU6m1QZoJ8GJMgwHt6Xa8rhospJjCaLt1GwYjwyOgsdb6jmpHKLXAa41hQmqiQ7Yc5ZEK67iTyckYXmN/i8ZqSteaVxqewsQgpxSnePn7bCfcwhy8Hu9ijMnZ3tA91ls+pcE0SwmbCEN7p+ER3B707xb3QuqL0/kulWOWsQ/HOYvvwb1mb6Wylg6WVEiY7V3qgkmIgb+aIt2UDmMnF9FPMdOoIg03PJbZHkcopqDY8SPMdHXIuuFF9QV0C+gWuFELfL0A+Eat1fT4VZa/Ugp9AykI87wsYdg8fhHTTC1/WV96/nnW/pTEH6EPdVZvCajsx0fKs2tpSNi4i2EJesGZF5bznXJMv5QJ7RHYUHrJ/GfcZvaUwdAe6yH0Q08VOt3uMx3TA5fLUpRjrVJa0y5PV72Wa7UgESbeirUYZhqHjbY5NIJnuXPBWGf7gEbzA25wpKPWfGnwoMqYavhDVZokrOm2Jl8vAG40FNJE7XduxjIdsZ1DGrfjNfwOxpu/Q5W2RoSyj9QaQ9Mq6A5WnaF4AY/HTPMaOm2tUHZ31/G+XxpPE4POODWnaRtnGJ3h+w3WBTQS09WxS/DdpsQ12mHdiUFQ7Qt5C5ZhuMkp2OEeEmHojj+qsisZu2gHDzJmtLgvc2oiKcFnqUfmU7zx3U1EQFpz34kQSIrUmTdp1nGQTvM5fqkZ4a416+lzdAvoFvjSW0AH4GvZImGgRtr+TV1pouqHK8MizFbs4PP0+DV51Vusq2kQxnmIMztpO58LmnDZMpXl1t9SPzyFSPiijph34jOMNN7ldfkisNHbb68ShZDSmk3886Z1yrTNthEZPEK9txE/wBSTEopwh31RSHW8PigK91O1J7T7/+19eXxV1dX2sy4g5JwLqOCEIgIKMsg8BMIUSAIhA0mAaLW8jm39Wtu3VqvW1rd1nlrtXCf0fa1TgYTMIYFAIMzzPA+KTAIikntOApK7vt/eN+fk3txzB5wIuvd/uWfvffZ59vllnbX2Ws9Tn4Us+x00akUiE8+lvyBJ+yVtNg6iFzrwXPoTkrQH6VPjrMyULkAqCNdQGl6BEIO4Tm8dYIANqqQMnmXX7S4yimkkJmI1b+bB7pusjwSucpVgVEyKfS69Ams4Vh8EQYoykf8ijWc+UpChl4joBk30PiN/K8MTmKD/Xq55iWchhpNMnJIGPavVHBuzhUYxjcLEegO7nGO1YQF4ilD95eYiQaspf69PQgv5yuSbWdSV/2qrTB2iWt6Mv5/T+a4ofboWD6JP/UeWuJkIb39EbyDJj2jlXN5b1VchoBBokggoAxzNtuRUx1MH1/PoJ89368/sqJZ3oQD7VtyOO+Nro5lG9ikz/0J9+F475LiZ9vMe1/+zPFGneWiJpxLDaXS9Efict+HXSNNfD+grJAZjqRDXwEewsQI/DKCkrDRyaDSypCGag6dsekuRmDaBHpS/F/P9snxlBl9NyTX74WaXfYZaZr5ASWyXBWHG8aspPeaAyCDnD3A1WlBH6akK495ad6HM8xIl0f2C85l761cHGOCTdX+nqc22S5IQTXehwHM/pdFLkoSjk+ZGifmQ5H0WggfX65ci37iL0jFdnvPm8pW41f0JrTV3oD93g8DvJs0X/l/sWUBxNEZ63Qua9cCUVrukEV5trsdA7ivPmQu9fXCLXxi2wnhLkoWItpa280CtR9AezDX+QQPxE1yCZvUSic9gfBiqUVF/3Jt+KfdCtK04wrvp/nPSlc6viacrvc/X5xT4vXPeAhzVp9nlZVG/eKqjQkAh0NQQUAY43I6IGtJr8Gs75Gt5I/toOiZokq846lZUcztd733RJlIQxmYz/xEpeqCOr/+EokyoR93bthzeKqzlD43RyL48kMxBGKgRaCDYWMvjArKthZxhgvdeaWStbGHxxwfGAErGKpkoVYUyjNInSIO13FiDoRgAUavcXb9c/rbTOC7rdSuRj3g9AyJhLAF3WQYWZZ4XZN2uOP/url9mh3/X0AYepPULMMBJ+s+p1mBpvGfyVTgLph/QEbm+Ik0XSUhUbXjlWXOua7Sot6UdxjFBtMGLqFAyf802h1AqrxARBJ6DPyBZf1yuc7vnGLpTe2zGx3yTbtdd2+fEItlpidY+INJQaj5LifyIzIzfikO8RWsg7LD2Q4hk9Gg+HT1xpfxpHe/iAW7f0UGottDIo8FItxOtxP7tqc3AD9p9HPV7k3uqHdo1m07dG0VdNtNSPoJfIVNbGfVcqqNCQCHQpBBQBthpO8o8L1NXanQehz38MZ475/O4WbU3UKe6WfLcVTThIa6mHMRrU8O+CeXV/6KRrp9Ij1ucDa/Ba0jUfxo0RoSm4/G4zLzejqO86WwPZLc9YfcrNv5AEyHDsZJVarTuk+MTxmqLcVgaFOGh9dKvkj/mmTfTJP5A9i/A3fI8W4hPpOI16f0Vnm0v5rfOmXmu9xUktf5/tMxYhljEYikt5jhtJC0zViIWIpt5DkbqyUEG+Ih5WuoJFzRLxqRWc+iAaYoSIMlsla6/aikb2WsWRlKUK4mz68t1X/hfhPFHINH2nMVvOTWjaIK3UrJrWR8L4vffs4t+YB4WhCHYhePcTb8sAEsR+h2Jv8pkKlH2tMYbF8QyJgYsNisku5doIsS8pG6gYz9r8tzabtRR7r+UXpTc22uQgzFa9jn/Jygz/krXY5p9Li0mEHkAB7zP2mxn5zypGqAQUAicLwSUAbaQf/VEW3Rv+RZ1R0pgRiot56N40LEUKNKuCZH7oQEe0Do+pE1CBoX2gN7hNnSjucTW9RXGcVezux1D1H6eLQQ7U3+tQa9WrE0YzjF4VRJ0LMMSHq77kpN8xquURmACTsHLZRgiKSmFUd5qHkIPvgqrsYkH6/KjgdaZu9GPu1rEHJhxoi2ltvxMeHacU9cDU9psp53Gp+LsmctdT2N8zO+sTGuei1eRpN8bZIDrE6m4lB4UqkS0xrMdA6g7L8RsjNGzbHpMcf7ZXW8v12GRfAhlpCTtPvnbYeO02C+upFn2R40gJklgeT0g+Wp2bVfq510nS4f8ks1sTPJq02hI3UypcCSM6yrXZEfcS43fUx96RJCEyHvMp39jXBieaLkXnjvpBnq+IQICg7fgBUzUn4j0GgVdLzJ/Th2dMu/5DamDrJpCQCFwQSCgDLDwmK7mF9CHh9ihwsM4zTu+Qk1mWc1T1MP7KykEL9o2HOGd/AAy3O+FfSsELWR/vGydHUpKxhFuZ6alSiOXRsNHFCFCm0N0X6KQ1QSBRlxdgSQDEbzRg9297WuF5n9TKkuqQi6nP9pJQtY5rzibzavriVvbbEeOGUdZLGkTOc8VpMKo2QAAIABJREFUj8yYSogz0QT8FEIu8UZd6uiSaXilQc7j/sh0r7eEG2wD61+GJELQG4y96IPOXOF6FQkx99o1yBvxIffVO8ta5QTTEJ694ImWHwiCDzuebrZKlOTzCK8wCT9HNZjna52sjxv73FdIMHbUGzR3BZFGnLdEMn01/igR8+VW96a+rsU2YccS3IdU/V9B+zbj9E10/dnZ6I+u8tp2HOEe9VGEcJssOKh74yf2R94m7Oc9uBeZuiQ7OaeWV5NAV3qfQz8MbOAWRy3v4jxU6rfhcfKe03yqs0JAIfCtIvC9NsC03tiDvuhiI/5VWYnyzEzqyn9Db1wt5zxMokb3H0JnN+KuCm95DHzhYeF9beTnkex8PkxLzEUYziOlUbRKhPxvMKO6Jw1ptkIoCAUkKYk+73zahsbGHJW6t0Lub6g2xBpKB40adEAr/1C1HVreSPu4ryaxog3GPpGla5Nh5FZnUaYrB8dxli/TW8g+nxhnhPHnPEwUxiXIA64vA7LPnvPNWyid37e4n+Uc9fsjeKURr02BoIMcVHNaJocJVq5UTX5E2BKFK7GOh+oD7Of5yPRIpq/V2MKD9YYPECFLONo7XZ59L0QRxuhpAfvzFreiIeZe9IQ4nwbPx9Mhk64WmDNpGE+RBlCoJi3EVEFgEnG/G2fBC1KST7XEL0XCkVt9Odq53pDsa6IUSzShTLUWJUHPFnFhqoNCQCHwbSHw/TXAQtovCwelCMEG7OX9eCEqFiOnnXnvVHvq3KwYsfAZM18dqCyhibiRuWf60g1fFKE3fIxLIpS8x5uFKc5EDrTa2GSFp3kBvx+koiSMxzBzvwx1ivDtTu1a/3/qtM7cIcQSICTtuuht7fVZGroHqIY7aj6PcQa7KcU8Jc9TC/EzSd0ojaB5xpcghSEy2cuS/vNLfLKTrHK1DphMhxsbYFSaM2m0UFDCRh6k95WG1ErMymneA1NabofQ2k3iB7EDx/jG+mSwJWYVhvOIgA8LYVDTvG/JD5I8uhWZ2vty/Xk1/0WTvJJzm+fJM3QfH7ZoJTWPUqL3aZnEVcH/hwR3UO21nWntS157Ewn63Y77KSIXvfgFS9OZF3MFRrqDqUMbD55lDqWueFvuh2gie3s9/o1xuk9G8cs0EX4X/OOCcrNRItqXmU6NUQgoBL45BL6/Blj+g/bcCqLPMUlvIOY/V6znm+/SAL7FZkISwgAf8a3Icm+IOFWp8SQNxW9kecsZyfns8/RCNNpkfoTeLDN7uZxfxnj3rxp3pfXGXsk1/DEZvLouNoD5aJ7xfzQO/yXZqfK8U6UOsGgi7Jrs2iTDvXPoOZvBa4E5i8bw5ACGKSEskMi/8pf9o9XGZgxEL9ubnH2yK2W02G3RS4pbBBlgy7gKmcBemowY2GHrEvwBKfrj+Pexq+hW7ZCklMz1nTVDkJdkQWb+8ux66klZamRswED0keH+nn6hYOGhCqlEUTtd4h0viDxszIRYRmL9WXE5vYjx2kNBeC4zVlgfVlyFIoxq5C1bA8TZ/Q3mQgxBP/nTPq7mLu42Ed8B0UEcCfRgwYTmI/0QSWDb+QmkuF+OarxTp0LjZ6jTCsLmG3zpydVAhYBC4OtA4PttgL8KgsWeR6gHHkVnai2nEWICO/A7i9wi0tS01FyKYewjfhA6s1vxcMixOdyJbjLX2gQbVfRrkbgUZCwsib7j9AUvPDsZU9oU2n0KjQxKxmxRasOVrncQHzPNumYZULukqP4CHTJrRaiay+lljNeksbcSsngBz8BYtyQCof2GgY7QJF9zSuu/wgpJC2KPDppMVAoywMJr9BF1GHydLqUWbR5oP85iO9t6Pr+PcT7NZNuL9z/7/uBUN0pvtl2eQ5c3+yPGt7LFDWwpQ3+tYOvhBe1kPMmMZC6mB5EajCsWGiU0CslySDhGLHG93HiFBtM9uJib4QvBRc0PIcX9YqT3QV4XkYR+NK2BC5x28T7c/rVRUka1CNVJIaAQ+LYQUAb4XJEWBAmdvNNtRRth7NbxmyLTN6qpck9Nor7N/tcuJVmF9XxQi5favE5N3K+/t1gmdAlJwmXeacho/Z+grhYJhSCbqMB9AUo/Pu/ypAxLCoGH/voN9vh848eUDinkznk0BZlajrxWbv6REvkBHMYZ7qCLE07ZbIGFWZyAqe4KCM/vNvNzOX52XXtktfkURcZvKQVPYSdOcHe9naMBFsL1gqpSlFhdqvvEJwQdYxL/0j+5y0748vdsizy3Uwr9r4waFPlC3HK8dY4uztCv1nwJcKLlcUeKM/dKPd9lVMXDNZ+koNWqzHk0gsfVY9AQwvbvM8/4XxqH2+VPa3k7D3QHE3bY96tNo251r9vazIIbe7AvzB6xiSOE7uY8oYss+woe7mVRhrQjTq46KAQUAk0JAWWAo90NUUeaVDNfUjnWt3NWl6moeZNGee+U9JNCEm+N63WZARyq5XnupJGu16RHJCgd19E4R+IFK8wqQ9O+MiD/KckKox7BGa46e5V/nTDtMI5Loo+VWMVD9YaELKusyCoLEhMKubvxeFR67F3rz48FWUkK/gH/bGPxnGO9ttiCGBrkAecfa03p2ilp9Ej3vYciIz3Lu1CWRrXVBS0GIOpoM+t2yGSo4tprkeEjsaAdxlF0w2WNeZzpY8MUWeRchRKM0hvO4IuN39FEodgkVJPqQ9x+INFKYw0GY4Cs0y73jsHk1ouCtmWO+Rwl8MOSsEMwfB3TOoVVuVpsLqA4HiPnkdh7r0F262NRvXJ5nvHUmV61RT4Eu9lGfh1JuiyvUk0hoBC48BFQBjiaPZxrvEb9cKf0oEQTYup76u5GVuuF0QzHDL6UbqhZin7cXfbfjk94J36MSXpByPElxmMUjyckwYYo99la11N6l43bXOOflACpRcvz8CYSGyUKCaMxniVrF5fQAwEKS4LsI9F1rzR4Fd6rkNX6qJxeaOqmu/4lqSJztYslN7QwevX0jwGEHoLtaRQmYS228UC9pxy/2FPhkxukpTxck55ckAEWv31mnhWhWrvMSP5m1OFiuDifE5HhnifH1hOGBCgXWR8DIgJxmeYj5hDN+l0kwpVxX0xqSGazubBP4CwvcHXHlJi9/nDSOnMX+vH1UmFqhXYjJtNHQXgL9avR/GeRQS25obc1H4a0lttD7mNp9ZPU1/VrWVss9sCvhjmqd0e8B73oIUt2Ejv4OO9s9gjSY6ZHNV51UggoBJosAsoAh9sa4d11w5Py7FU0kTm8hZ9GmvuFqHdU/MMexC9a/4CxlBZynObzikK1cuNflAifZywytPvpvlrTxk3IBSZ6n5ASgotQiNF6ekCXXE9fGktrRYIYL+a5GOn26QHXNzpqnBFlKzyfP8A49w/s3zeYe9CHu2A5VvAwPdb+/TPjLC5GMy5EBtL1fPG7bVgr8DYSdBmipdXGFgxEz4Bz4kZ1wLJffZkQF7vuQGqMzFa2ja2/obI8akET2Uv3lXhJYo569qx5+Jc/S5ilygSREDdQ7xXwzJbH788h7Y9Jvb6xf+Z1EO7iGCG2+X9kKZck7ODJUhAiVJtl9KcbaJbEVLQvk50szqoH0RS0rpc9XI3N/HHzbGS13BbyvuqCQkAh0KQRUAbYaXvEP8wueBf94Tvn+5wEFeT7GKfZiUtR7eoio1Tq44omEpI20ItIjnks7NhKM4dGsxRNwCqs4yENda0B4/KMe2gsXpX/kP08zQBjs8U4JGtZt+ET7qn7OIytVuWZTyMoHh9SNXfWGrJ1rTCw8NZmeEfj5vpQrPDEkvGEzK6+VpNJU6LZRryAsi3xB9pqHBHnn/4Z1Y4ecP36uNz1HMbH+BicFhtzKQ4JAc8+yxhEk7FKlncVnG1nh9CFFm88/yAgJC7msJLAfExYktrSfu6cmnhK9lbIZC3/8LrV4X2jAw3FVnR2OC/3x2+Wpw/1pyp0QRv5flTxfRET8AR5ynBkykpdQUk5t25s1FEUcW+xti4osNWZBDXoClnHHPjhFdXLqTopBBQC5xsBZYAb74AwmkMxoV4eHdIL/PSLZKRe/FnUmzXbGEjdUYQe9cT9G7CPd2KqRfcYah5aai7EMPZJ54WrJZ1dm0SxdYWSTcnBy5PzL6opppHeifDAy+WIDRBnEAlQGVwly3tK8VtM1KWMnzSoy83lGMpDsZH2cl/N9rxpjbEVA9CDq1COUfp42VnoE9/s2iRLfFppPkF6mRVtGujIWoBn6+QBrzI2Co5kXkgzbGnFIuNRSsHTjeuUbTGGuXgFSboMuYNBVG2cFR8hXMwPBkgvLjdXSH1ekZ3ezUdlaTf/sL3Fd+1/Pc8cTkNQgau4lSPLmNVXsHV1rdktqTtFxvM8PI2JYVSSxLjC6p9RL3rWyp4P4KuO9gXLq76ZbnC9LD+uRDtINbyF/mJ/xEQ7j+qnEFAInFcElAH2h3+O8RSNx2/lT5txgHfV3YesNjLUGnUT9a3D+FfSMxX/lJciD2N0H2VkmEarjY0Y6CPsbxwSDhg2o7Y7DfKuQmduLdd4k94xaFoR9k7jv8q55tJLSNIe8O9D64zd6Ieu2IAPuZ/e2b726om2NK2e47mR50ifGl/gUjTnAp6GSe535Jg5xuM0Hv/TWCeXThp1MuxtUUiGOAPGIqOMRiIJy7CMh+s+sft3a7rQrd49MumqRX1ylvjdoqFsrHK0xLMIw2lkUFj3PW5PE81P5Drq+agDMKg3/viYTL5W04MwFMxco/COPKNezAswMgQlqH9ZlI+wYzoS9HvCbnbuqXZ0bfMKKZEo2h7+nK93+2qAz6XNMZ+n3vwLXC0zBWwlqXOZQvVVCCgEzh8CygD7Yy9YntzmWj6OfFsv9xz2hpYbqzG0Xrx9H1XzFjyKNO3vkaagjcZHuAn1BBv0Z4zX7nccM4Mvot7mflneImpa12udAmT1xCDhlQ0wT6ADWmIl1vBQfVDAXEWeBymFZF0q57kSkBlTYV+3+KUb18taYw6hlq/W7fIeW+x+OVbyMH2onEeU0dxh1oABflxrZvERO4WgUe55gxLpbpnU1rdBSIIOm7W4kltyvut2ZMS8LecVoeMs73yZGFaktbL1cMVxwWSslc+Tj5SAs1hBkhLPt+I4vuDL6hWU/MCw6pexBpt4kE94IqCVmA/QOP6jiIYEiD04bA5ZHrdUnaqXTIy08fOM12kQ7pIkLgKvIvzonNW2xD0WmiKZjzFas5WuIt1aXVcIKATOPwLKAH8dezDbzKZ+eEOq7Igm6j53aeNwKx0PO/27n3WiwRetETq7MMC8kB8OR9pgqxJ9jBpe1zwWk1pubDw/rTG3YwB3Dzrbre9Ie42T8nxzKVdxnDugHpYOGaeFSAGX0Z/8+att73wpL+I4t12GZXEwcxm/hAlun5ctwreTeElAfW8oD7i45jc00fsMduME3+CrFxbNJvuopA8QrzUkh1kKSuWBHyn2M4ua6iF6f39MaK95SkQLeAlXYoQ7PgAvoVCUSm9K4+0f2vbvZNVDyyxz1ytIjPGFv52a/5m/v1cf7iUQ/OE38itSJlG0FbScYzUfQYtqCgGFwHcaAWWAv+r2Vnjep7F0i5xGlPOs4LeQ5A4fghR9Z9eMoUFcjGtYkxq3K5pPQ1rLYIINyyitNNZiMPrjU5zlRXVTHEPjFcZbNBZ3SG+qwHtLEGFHhedtGkvT5BybtJiAGlahgZxEv4RQguqgy5Cm1exEq8Zh6WqzTgoj5NaNwOQ2S2R/i+FqP3m4k+b7IAllgIXxmcS5jck+MN+cQfE8VWrd9tcaRO+tkqdN9CH30RpC57M90yiD3pYh/5zaawME70vNR2gCPyvWwLmu0ZgcE1jfayW9iYSmUm8CslrPD3olKsx/01j+oZyjDE9ggi71lR2bRfcpLvqXZkV4z8gKpYt+omb4qgbyk6/6iqrxCgGFQNNEQBngL7sv73muoF6upXZpiRAM2EH3YpKWG3HKoprbKdb7BtqhOYShWvZFIm5puzzkOEsEXoRfK+gXjmFtoWWbUlcgxQWcRBoEY1WKeUKWEc3l6Y0/Emi3cQJdcQlXIgfxegMftUgaSnX93V+lSK5TEEVMojmNPV3M8fyJxtOv0LhkyCEJCzNqr6epdbsgjF+MbidxId+4i9IxXapJdfBntKpNo0l1BZIso7Vff58i0ifCi+RFKMVofaI/ljY/tpNmshhrHQH4aQ8H7YWlnywpK/FTR4lCa5A4m03kh2TB0BYc5K3FnZCdXRfxvSj1PEP96AFLqpDn8LNIdj8acZzqoBBQCFyQCCgD/GW2rcjzMA2hJ23pt6VUxXGN6A1DzVta8zsa4xUEGyRrTTd6e4VlR7K8QclyhWcxXnf8h0y7PSfRldpKNaX+Deep1jJoubkUQ3lYgLCCddFisxJh8CXVrTH+SsMeZ3nejWqCYWUSb8Vh7qV3sB/XOkf2UzkS1xzPgMXvlo7wTLoG2dpBOY84ix9pfiF5q987cx1uu8QmxKB95ikR6g8QjRBjhLDFBPzOXxLRXlNu9VjKdMmzbi7ih4PquGec7ExjW+yUH0SNwuwBhtxiFBNSf/PqssIm6BVX/4JGul6WyXiCsGNts1hkt9oR8XUTYhPXY4aQe5R912E3D/CjDo04geqgEFAIXCgIKAN8rju12DOf4sh3lihChev5JSS7fTWskZpf+UvjMh/HoeXm3ymRfyYNx3y8hXH6XU79aLm5DEM5Vnqpi+qC6Q5nnUqjyc0k6xYX0c8be9C0wdyLPtzZSWiADhunhUcWVOZTL/zAizEXI3Wb4MOiveTFKMNI3VcDHc4AW4IPBUj1V6WyDW0pPYyJWgPxSZUxh0ZgfOPELXkPi4bSKet5iWchhtOooJpha4Elxv9QMh6XGM1xPYbkmKccsV7j2Y4B1F1Sby7BCNyiywQwxzbbyKBY+kAklEl2rZXNMpHVak6k10ReX2jk03CkS+418WFU5O2DW1pvjmqs6qQQUAhcEAgoAxztNona2Z48G93hqyndSB/yLtyCKdqKqKaoNHJoNCITbFiTCU850fuk9AKrqAijtEDReKtfmfEMJUF+AHCpVEn6Y+P1WIpCWMs7eKD7xoDrOdXxlOWS556cT3HI0Jba161Q8Ak6y+00n9B7fWswkPwIJrqft3/fYOwT3hvPc72GxBhbfzekB7zTPI4buF1jz5RWGusxGH0D6o7FTQprbqVU77sBfNHWzeeb71A83+YoBSi4vO8zTws6UZ5P7ziRqtjnsMfFOfuZ6zG5wfMOePbNxkH0Qgept7ylrrsjRag1QOg99/tiETqjDU6ijqukrnIDMUi4l6fY/AX14qfRCZL4JNS6o3r/VCeFgEKgySGgDHA0W1JiPEpj8JRgT5LqNEtQgNF61CUfdrmO+Ce6hOdjhFsq74RswvCNxuuyPGUZLePhmq9GtnETRBgTmq1HW27GSzAPI/TEoD5Wra5IUCrGIGTqawKMiVU+4xC6tkUcVmI9D/XLLhbG7DGzTn4c5GrX+XMmk5WpXBIowxfSANfzL/M8vI5E/cf22uYa/6IE3IttdIh7+vSCbSO/3zCFOhSX4veYqD8RcM2qQS6hh5CiBcoACk7vBPxIMlctiGnvpEBFO43jMit9Iz7ivrovDNy4vXvyEhraYq/U742GVnIGu6m3uUsSs4h9qMBTUZe5zfBcSV2o3KoRD0uRGc27rPooBBQCTQYBZYCj2QpLiu4j8vAmofmr/SWaYaIPWYQPwvgu4P9grNuXMR2q5XoSKdZVKHmGI2TRkuWJbcdR7qFf4TQl7Tc96Mh645Cw7Dvj80sprflxcR7NRfgx0vTXA4zZQaNW1BNzmet/MCFGKgnJZpXvHMJpvrpRxvQnxhlcjhaci1RM1otto+mUhCXwWWouwTAeHuTp5tZOoMy60qAkLzFmiVkpVanW007ur/kELuqbfW0LHeDeWhBJCdWrPIUs95ldM44meOdKTCopB/FaQ0Ka/40+MAbQCFqMqzkG67CVBwRyTjvuxTpzJ/qxlIKMirDDf5L5NdNpkPcOyfqV75DhHu0LqfopBBQCTQYBZYCj3Ypy4xV8gscxTfdpz0bRAgg25tJfkKT9MuywWbU3UP+61ZJfOIQBsccvMopoJFJ88nk0HJO14CzqBeYsGsOTcYRO81VaQGmRnMfSz3WiaxRMUOn8vgz1rtVaBpQsVZr/odGcjfW0m/trDdrCwjjWGix0f3imdg2yyZdUFeYM2C45ciDDoFOGF61BDqFxn4bxSarjSzSfQpXV8k/3ofSzG6SRy0c6MvTCgOtWwpksS8IkTHZQpCo3XqFEyPA5F/MdSHVLoYigVmhk0HCaKeUio6zfpRXGSgzBYDm3k4BGuBck35yKdvgpRmiB9cxRvIuqi0JAIdD0EFAG+JvYkzyzI/XgdVJnVyTQLKBHkOaXSOR0TxHWvdk8KMOUe/AZL9eus2QAg7r7G5FGpBR23/drrqM0717oIA7Rh46Yp3EFX8Tl/CLGux/yvw8tMaswnEdgDbbyoEaKQuvM3ejHXXkB/QdjtQaPfgZ3pqnmXslWpTUqEwrhAaPM8wIl0a/ROJtalhZ5jqE7tW9MDCINupW85ZDVTGs82zCAbsQqbOAher/G+NnXQ1F5+hSdNmEgejcWnwjai4Lqn1Oi6y/SY67CHIzSkyO+UouMOTQSPj7t5bSUh/kkG1VTCCgEvl8IKAP8de93bs1oGuQtQUf4CDaW8O3IdL8f6TYNWrRUw8s5DlP0dY5jBNVjUs1n6CCFAkKqJVF9ljJChafLzT9TIv93UK1t/U1tqb8yeh4TtEcCjLNl/Bp7h8IjTMVsJ4871BkwCo0fUSpew34yuFODypI0spY4xQpawbGaLYsor1mZ32uwhQfpvQOwshK1BJ90QeAZtewnwseZWCMpJud4n0Jya0eFKqo/a5bMZoN1H2+zU/NPhFtA72KsJkk7wrYK820ayz51rXMg7Ig0rbquEFAIXDgIKAP8de5Vvud2iiMfwcZHMHgtJSJLWxbpFrTSWIPBGIATqOOlmII0PS/UGNt7+wgevk63maYC+ud7fkjp9G/xG+fz7chw+/iU/ZqdLLWAZmKslh1wUZB6CMILE8z5dZfj1jYNlJpvn+xM01rslWIJT73QDI8/7rXHimS1ZDwteaq7NVBLiushDbBFXekUTi4xnqBkPCYjAtfrPk1mqxWb99NEfgkOGdryftvMI7iRr+AqlGFUQzmUPd4i1vgYJl+rB4sxiI4Fxj2UBnkuzv76xE6bM8+YTuMgy8RCRRyChpWZL1Ai/1qoUskjh5kxnSzu7EjvjLquEFAIXPgIKAP8de1hkfFbGocnbYKNrVpvZNHRiNNXmfNoBI9DrUjMoV8gVftbyDHzaqbTOK/vn3we3YpMzdGztvR4Q4VgYaklifPjWZqGO6k24J4W89Z67Ob+jUggij2/oYn0jGOpj7U+p4zqUCFoIR4x0TQEaxT/oUG8Qa5nhucmmkobg5iy6hdLx8wzaM8tuJB+gfRGuJXW/IEmeH8vaTfb6wElVNaz0iGjFlehpaMusNWp0phNo5Ehw+pzXPHIilkYcn8qjQIaDVkuxiX8G6S4n4u4/4Xmf9NofqmesOMzXl0Xi1va7Iw4TnVQCCgELngElAH+OrZwrvEPSsBP5VQbsY/76l2imna+5z8UT9L7ZIdQb8Ac+UYKJaNIiLmHzaYu87xESXS/9F7Lv7gBmRfvabwW2mjuw018HZZhKQ/Xg84fLZUgLsffMF7/RcD4Ks9cGkEJaFyaJDpZHxMOpVMhPWDhrX5qfiESmTgXQwJ0i8W1o8YZwTjGRTQVados/7WQxdK1itbzEC1AhEH0s3WJG5c4WZOUmS9REt8vz+nnuK7HlJi9Tvtm11HvxHHurl8Wbm9pmbkYsRyHk/DyIr4Lk0IkcPlPkludRcNc70sKSknYcTYTWW2jI+yI6kVTnRQCCoGmiIAywF91V6xMYzGPgxpPyOnLjb9RIu6TxrcC/4cE/Y6w/9jr62sjMWg1eHU0G2M0H/GHfxNlNhneefK+ORQbRCRiXT8jwtdaF2TTvgCjt9U8JAToeR7+iURdsnRZjVYbmzEQvdghrB3WAFv0kgW4G5N0qU5kz1nP0+yIkSArmeB9EsfpC75MuyjoWa1z1g+pmjtrbRyN61bjiJR3DJGwJccIzupx3m3yI2EJVUbKQqZVxmYMQi+IMq2VrpQAycdQmyxkFQeiEtehjSy9qsJPMUl/7au+nmq8QkAh0HQRUAb4q+yNEDi4zfxcGrMlNB8jtPAEG9a9SmoepQTv09KbXYQSjNZTwhrfpeZSDONhOIoveCFfi2z3Ecf+VTUlNMKbHFJkXniFK4xVGIJBcAovi0ktSb0QRBT0mXlWitTnNRuPzFblgcbZOCyyuJ28+bAGeLP5MXrxNVxGL2CC9nDAswlKxlFId0xU+v2C5vTLIbVSYKLQdQ/SY6Y3xoU+M+pwMVxcSo9gomYzdtn9/M/LC13/hfQYeXYe1KyQtmQcw28xUX8m7J5tMj9Cb74W+3CKVzYbjFtaRQ4rv/NpGxrQaofMhI/C2/4qr64aqxBQCJx/BJQB/qp7IOqDXWiJBP3OqKYSSkgjeLpgr4qqdnSO8RSNx2+lkS8NpH0MuJ/woNKw1pfZ63oKyTHBmb0zqi+jNNdRtBLZwcHeppiPPjSr0YndTopJEHScmVwFIUbQRm8WZOz2G4bI/uYivgtp7rcCjHOoM2BxT4t2spJmIV6bGjBvofEzSsXfcYBM7qgFJUtZXjdWYhUP1YcE7cFizwKKozHYgkPcWw9g1LL6NmSM0yfcQ7sy1D7apVnC4y5DF/xQOxByz9/a14qGX35AlqJtxye8SbsW2XQmqndkiacSx5u9jkkx70bVX3VSCCgELkgElAH+NrdtpmccDadiwS6FtbSdB2o9wt4+93QPGnN2Ey5Bs0geNq0xtmIAemAzHeAkzjqeAAATVklEQVSbghmg5H0Wmvk0itNDele55jDK5KVSTzivRT9kXSQJLexmnZkKFacbdZ+AvF+zvU2ns9wwBhhVNaU0wjvB8YPkrc8upjsu+kx+gMzU2iGbTgTctNR8libwI0FyiVYnQdd5s2uTHF+IDKTr+UGYCzWkiS32hKuZto31LuNTXI9LsREfcl+9QZPYaSPF/g2qWyWYyCIdHXybr6G6l0JAIdA0EFAG+Nvah9knu1LfFmvQGW2lRmxv/ZpIt6b60GxE/t8C46eUhn+ENTLC07RoIstdz2F8TLCCkyV430jL1zY+y4yViMVgLOWFHOceE7B+4fHdcXmNXEPjbOZwZUhigMXRvJH2cl+ta5BhtzzrYocscUGnmdziGNzs4iK+DWnu94LGrzG2YAB6opFEYkC/SjOHRnMWDtNp7uDAGmZ1nl2bRMl1ZZLty6mEq/HNBaXmSG+ByNYOe84c6WVQ1xUCCoHvHALKAH9LW0pbjMPoKVmuTvKKL7rgtoulVxeyLTQKaBTSZIZuCY1CtrY4VF+b37ixZq//ACvpS2TZXqPHOM1Fe43PhWoPhyCTsGuH5+BxJOt/CJjD8p6F4s8leiA9ZCQDXOJ5mJLpOcd6Xx8r1RYMRE9eRIUYraUHGViLY3k5LeFh2oigZys8fTOlnv1ACmnM+uJ63BKcGS7G2NnfoWqHrYmtDwbxsVHgmoZJMe+E3UtBNhKPV4WHjaW0iOO00d/Sa6duoxBQCDRhBJQB/hY2hywDIYzfUoxAdqAiUdAS8qvvpXTXv8TvjqVA/gPm1bxK47w/lmUvc89ehuy2gSHa+r602ziJrmgbsoTJn0N5No1EVrDBt3me8729kNF6a8C6bUYrGNxJl/J5/i1cEhYKjEmUhryQYeSKmjdprPdObKb9fJPWKQgvm9ULp7lDoDiE1deqjQ4SffCfzCL+EIpFeRgUbp+sjwLsd37eoDWWGr+nCZAfLVyJfMTrGd/Cq6duoRBQCDRhBJQB/oY3h5YbqzEUA32lJc2zMallbthbLuDmdEPNKamyE6msKUDj1vUOxsX4qA0bN0H2kMp/hoe8vDomUFjB6msJLIQ430Ve9c00yfWBzMS+Qg8u+Zlj/pHG8wNOnM7iFmEN8KyaLjTZuwenibmV5gr+IDmdRelnc0KWGwne6wzvXsnHnIdMZDowiZUY/0PJeFyyjbUL9tBtQ73R+Bg34ZqIZ/QC+3tqPLhG7JNzHXLQc1gSi19GDekbfk/V9AoBhcC3j4AywN8k5vPNDyieb4aoqZ3L9yPV/edItyPrvFJQWV4X7EkGeJWWLJ8odemitw01t63KtJQWc5w20qmfHV5eSLkYo00O6mPV1G6iD7mPFpx8VGnk0GhkYTU28WC9T+PxYQ2wMNDVhhduoXykXYsM+jhofI3hlQZ2JvdHtnt90PV6chFewpUY4XZUC7KlGSswHQn6PY54WTScwkgW4T6k6fJs3bHl1/yY0r2vims8D39DYiPSEqdBfnXjHCLSEOkdUdcVAgqB7wYCygB/k/tYz0rlpDbkeNtyzxuUSHfLf+gFPA2T3KHPFnNq4inLO1/2LaWHMTGE2tJsTxJlUJns55CdLNcxu7YrZdTtln1yzqZgStuSIAO3xtyGAXwjL0QexuiZQdeXm8sxlIeGCvFGNMAHjBpcjVaOEoLCQO8yTuB6XMJleBoT9N8FfyAYr9FY/AgHUMsdnc+44a/rfJ3mzKMt7rXMXIZYjsVufMY3NOKgbnxjq05ZnNWX0yin0H3QWhebC6gLD+MVzXohs1UQU9k3+UqquRUCCoGmg4AywE1lL0S27MS6Ul92Lc/EWHegQEKjddIGcw/6cBdswF7upwdlDlvdabmxBkMxwEm83p5yvvk2xfO0cAaHPjZNEW7lQu/PkN76n0EGeIO5F324M8/H6xin/zj4uvEh+qATz8XfkaT/POj6duMYuqN9qFpnW/1oKRZznB7sxc/y9KEM2oBm4vyWxyPTHUASYuNhEYmUuB5FSsyzjtsvSp8yWh6XhCMVeAMJ+o/CvSa0yfgYvXFNxGz1pvKuqXUoBBQCTQIBZYCbxDY0eHjYSPu4rxaeS7rEfJiSWRL982zXmJACATM8V1I6HZZGPYywPO0wjqEb2nOVqwSjYoJZuQSBx1SXFJbgN802uPuy6iADuts8ga58SShvPKIHvNazE/3pBq7g6UhwB4eHSz0v0gR6MBxDFG02DqIXOvBilGGkgwKSWLQlNLGNDnFPzZGYQz6b9VFyHGd5sxaDeDob8lWZUdudEuq2RFOv3UReN7UMhYBCoAkgoAxwU9gEi8BfMCwtiOmMbDoY1uPaZ3wuOIMj8hIvMgtpJKdiJ45x92DiDHkPYaSn0mFpXAvpZqRrM4LuXeT5JaXQy+HE6emIeRpX8EWcX5eOjDaF5+wBLzUWYxjiuIrnYZQ7MWgNs8yhNJmXQyg4tdaDE7XEgIqaf9NY7w8RTmKwkG+kFHObkADk2TQZWVrIpDja4/kcXahNVKVDpcaTNAEyNB6S9rIJvGtqCQoBhUDTQUAZ4PO9F1bpi5SwCxMWtdZZYb5LY/nWkBnBfs9jKwmV4RlM0CWdZVCbZ7xO43APPsQp7hwikWuRUUQjkYLVvIUHu3s7TUO1phctmTifrkWGFpxEFY4JS3qc9cpQ4e7xqXEWl6IZFyAVk/TioHXkmHGUxbJemmfSyFC10zZ95WrezIPdN4V8BUrMBymZX5TzzXIlYGpMRdgPo6XmEgzj4TgGQVXZCdN0+WGjmkJAIaAQcPy/qWA5jwh8UNuNEuu2SqMSJnvXXmEut6N486gUF6hwvYqEmHtDrt6SSDxINXyNpoXqZ9fHhhGToPrSHJ6HN5GoyySxgCbKgG7x7gul2yv6RgpBY475HI3nh7EVR7iXfpXjy2qFmOfhNSTqP3Hss934BN1xOS9EIcboQaQdcky+OZXSeQa8wgtu1g1TWu0Kic86czf6cdeojgbEc+42TqArLsEG7ON+UcpSnsdXUN1aIaAQOH8IKA/4/GHfoJ+7A8f5xvA6s9KILTNWIBZDsIs+5W5a+3BLp73GSUF7yQvofYzVbnXsO4PdNNWU57mhxBnkfY8ZX6A9moessbWINI7gDF+lt3Q0jJE84KKauyjFOz1cmNvmjF6NjTxY7+v4TFaZTxgJQvlM9cxkvBjzMFIPDnlbk+dUj6JM10IZso4mQpH3+URKbl4sRTEKKBuTtJnn8xVT91YIKASaLgLKAJ/PvcnhTrii5n9xjJ6KqBlbeDqDUs/OlsayCP8PaforIZdebN5PE/klqVr0pxda4PHHvY5955p/owS+L+yZ6QfGALoZa1ADZi3E2Wux5zc0kZ4Jm0UdyQDnmLGUxcsko9clwUpLcv1FngcphV7ER+ThUGVEIps8s65U4pSDAZiir3N8dktLWBCkXBqamEOOXWzOpziOxz6q5i7OusIB95hjPoeL0BFjtdvO5+ul7q0QUAg0bQSUAW7a+2OvzhZmWOfaygNieoX1fjcZ+9EbHbGUqzjOPSpUX9psHEAvXI1lWMrD9TjHfmXGM5SE32AXTnA3vZ2zITemUwLuClcSFTEE/Ra3otvMGqmRXKm1cMw6nmFeTVP5gAwd52gtQ8n7WdzY7CRv6PcA9JHhwbXQeT7ewjj9rrCYHjXO4DK0CBtRuEDeJbVMhYBCoGkgoAxw09iH8KsoM56iJPwWp0UYlPshyx0oE+g/Or92AqVH4QGKMOxZg2XdrJPKUP2cZGVoL8MyHq4Pd1xolTGXRiABy7Gch+nDnPpENMAy1G2eEapBnEOxmKKtcJznoFmDDtyKC/EjpOtvOK5nUU0RjfSmYC9Oclf9kpDgVhhv0ljcGRWfs0Uj+Tm8XK5diWw6diG8OmqNCgGFQNNFQBngprs3Dd7vfsNER8SErNP19+pWGmsxGP2xlnbwQO3GkI9XZr5ISfwgDlMtd9Ac1ZHEWNphHBei8lxGz2OC9oijUVxlbMYg9ArncUZlgC01pjDGldaZO9CPu3ElchCvT3F8vkJzCqWyPHvl/9R1xy1tdoaMApwwzsr63Tl4DMn6U2G94HossByreJg+5AJ4ddQSFQIKgSaMgDLATXhz5NIqjdk0GhmRDKXsK0K0k/iATADK4/9CpvvfIQ1P/ZksVtJqHqoNDtnPY3ilUH0oGkv/hKZyfhHj3Q99aQ+4nlGKy+mPGK/92nFN8z3vUTz9IJLAfSRpRXtuy3vfRoe5p9Yh7OtQYPyE0iDP3qOSIWzq75Zan0JAIXBeEVAG+LzCH/nmZFE8ltGfMEF7MOyIRUYxjcRE7MBRvlG/Iqw3d8Zged5awo8ixe1MyZhnpNEkFOAEneV2WouQRnq/6UFH1rnYdTdSY9780gZ4pbEOg9GPKykH8Zqzd5vv+SGl078RJuNa3n+xp4LiaCx24lPurofOGP/gVDea2mwHXNFlLdvaxBX0TyRoP4u8g6qHQkAhoBBwRkAZ4AvhzSiomYb0mJDerPUIdrnQHDyFZP2xkI9WWvMkTfD+LqS0oDXQIunYQge4t9YxpAH+zKiTtcl5NBSZ2sova4Cx0CihUUjGClrBsVpsyPtZHw85Z7thSlvnGt6CmjsozfuW9FbfrrkGt7cPyS5Gq4xNGITeWIMtPEh3JBoJWMts8wfI1N6/EF4dtUaFgEKg6SKgDHDT3ZtzW5mVJHQANdxRD0m8ISYli1wihHSgbdBXGRsxCDfxIpRitD7RcUEz+CKaap6Whi5U9nI0RBxignk1r9A4708ikV5YFJFcgseQEvrc1pYfDEUgYj1Qfr3eMAvFqOY9MKXl9nMDX/VWCCgEFALnjoAywOeOWZMcEfWZpzCGFm1kBE+ZPjQ86ASdi/lBpLr/5PjgH3weSzc3X4aTVMeXaM1Deq2R6oDFwELPQ5RKz2MPTvL1obOXLYUnDsPeJT806vmlsR1HuUeEkPxW8yB6cAdewvMxwj2uSW6yWpRCQCHwnUJAGeDvwnYWex6hifQsRInMxSFILKznLKl5lJK9T+ME6rhCuxjZ5HH2bD+OoSmXmpIBaiZfhWz3Ecd+BcY9lIbXsZ8M7qS5v5IBzqtNo0l1BRFD43PNv1IC/xzb8An31K8MuYWF5n2Uyn+T3vlrpy/GTy79PGTfEuNRSsbTOIk6rtTaI5NOfhdeDfUMCgGFQNNFQBngprs30a+swPw5xfHLvI0WYoQW1nujNeY2DOAbsZ52cP8wZUpFNT+mFO+rOIhaviaEwL1YYan5Ik3gB7ENh7mnHjKLOJoyJORwJ8oyP5T1zq300O9mbvVYynRVRPPBQVbd8Dz8E4l62KQp2m18BmIXd3W3jR581VMhoBBQCHw5BJQB/nK4XbCjqNrwwg3iufQSkrQHQj5IpZlDozkL63gnD3B3D9nP4l5eg808SA+pLBSVARZh48+NOrSBi3O16zCZPgrpUZ806tBW9POOxeTWC0L2W26swlAMwlYc4l56aP3fC3ZH1cIVAgqBCxUBZYAv1J37MusuNH9FqfwnyRE9h65FthY6M9gqf1pA72Ks9sOQBm6ZsRyxGMqLMRcj9aSvFIIWBviAaeJqjuFCZCBdzw853zbjCG7EFVxOf8V47b9Dh5Y9D1MyPSeu88zi5sjOrvsy0KkxCgGFgELg60ZAGeCvG9GmPN9icwHF8ZhopPLoiHkaV/BFXOS6DWkx74U0hOuNveiLzjyXpyPJfc9XNsDbjaPojssiKg8t9synOIrHCqzhWH1QONjpE+MMLkcLLub7ker+c1PeIrU2hYBC4PuDgDLA35+9BvI9P0Q719047noJGa0KQz76jFPdaWqz7TgDcMswZ7F++rdcSo9govb8VzbAa80d6M/duAJvIsFBe9i6QYnxGCXjCezF59xVvzjsNpZ5XoLu6o9jze9H5kXrv09brp5VIaAQaLoIKAPcdPfm/K1sTs1jNN4blXGjw8ZpXImLOL9ZejijHvUZ8BKjCsMxghdTBUZqCSFB+KC2G91ctyOaj4TzB6S6s0JAIaAQCI2AMsDq7QhGYJFRRCORgpVYzUP1kDzRYiDVGF60AvF7Z67DbZeETpqKpg5YTLjAfJ/G8C1Yg608SA8vu2gZ/9k0GVlartpKhYBCQCFwISGgDPCFtFvf1loLWUOM+Rec8L6M7NZbQ94257NOlHXRh6gFc4zuCre8aD1glJrP0gR+JGKNr7hZkecBNHddjgnaw98WNOo+CgGFgELg60JAGeCvC8nv4zwzqnvSJNcWHMQp7qKHrZ2N2gDnGFfRYOzGIWznWH3g9xFW9cwKAYXA9wMBZYC/H/v8zT3ljKNuZF/uzKblf1ch5XcZ7uJaLQ7xdPabW5CaWSGgEFAIXBgIKAN8YeyTWqVCQCGgEFAIfMcQUAb4O7ah6nEUAgoBhYBC4MJAQBngC2Of1CoVAgoBhYBC4DuGgDLA37ENVY+jEFAIKAQUAhcGAsoAXxj7pFapEFAIKAQUAt8xBJQB/o5tqHochYBCQCGgELgwEFAG+MLYJ7VKhYBCQCGgEPiOIaAM8HdsQ9XjKAQUAgoBhcCFgYAywBfGPqlVKgQUAgoBhcB3DAFlgL9jG6oeRyGgEFAIKAQuDAT+Px4FT9z0F1mJAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-84.65280530275231" y="-68.55049009933145" heading="174" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="1,255,245,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.666666666666657" y="10"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block></script><script x="16.666666666666657" y="40.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="74.66666666666666"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="108.66666666666666"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="16.666666666666657" y="279"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,80,246,1</color></block><block s="setSize"><l>2</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="setColor"><color>1,255,245,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>2</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script><comment w="358.8333333333333" collapsed="false">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script><script x="605" y="41.833333333333314"><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="330" y="114.83333333333331"><block s="clear"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="407" y="218.66666666666666"><block s="forward"><l>-100</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="setting %&apos;which&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return SnapCloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return ScriptsMorph.prototype.enableKeyboard;&#xD;    case &apos;Table support&apos;:&#xD;        return List.prototype.enableTables;&#xD;    case &apos;Table lines&apos;:&#xD;        return TableMorph.prototype.highContrast;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    default: return which;&#xD;}</l></block><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;if (tf != !!tf) return;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        return;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        return;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        return;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        return;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        return;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        return;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        return;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        return;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) return;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        return;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;            if (ScriptsMorph.prototype.enableKeyboard) {&#xD;                ide.removeSetting(&apos;keyboard&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;keyboard&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;            if (List.prototype.enableTables) {&#xD;                ide.removeSetting(&apos;tables&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;tables&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;                if (TableMorph.prototype.highContrast) {&#xD;                    ide.saveSetting(&apos;tableLines&apos;, true);&#xD;                } else {&#xD;                    ide.removeSetting(&apos;tableLines&apos;);&#xD;                }&#xD;        return;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        return;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        return;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        return;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        return;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;}</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        return;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        return;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        return;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        return;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        return;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        return;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition></blocks><variables></variables></project><media name="AngleExperiments2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>