{"group":{"id":1,"name":"Community","lockable":false,"created_at":"2012-01-18T18:02:15.000Z","updated_at":"2026-04-06T14:01:22.000Z","description":"Problems submitted by members of the MATLAB Central community.","is_default":true,"created_by":161519,"badge_id":null,"featured":false,"trending":false,"solution_count_in_trending_period":0,"trending_last_calculated":"2026-04-06T00:00:00.000Z","image_id":null,"published":true,"community_created":false,"status_id":2,"is_default_group_for_player":false,"deleted_by":null,"deleted_at":null,"restored_by":null,"restored_at":null,"description_opc":null,"description_html":null,"published_at":null},"problems":[{"id":44267,"title":"Brain Teaser Solver","description":"Write an algorithm to solve this brain teaser:\r\n\r\nYou have a square that is broken into four triangles, the area of three of those triangles is given.  You must determine the area of the center triangle.  Your function will take in 3 arguments A, B, and C.  Below is an image of this problem, in this example A = 4, B = 3, and C = 2.\r\n\r\n\u003c\u003chttps://ds055uzetaobb.cloudfront.net/image_optimizer/e98b09fafd291dda73ea74ea5319dfa7e814f535.png\u003e\u003e","description_html":"\u003cp\u003eWrite an algorithm to solve this brain teaser:\u003c/p\u003e\u003cp\u003eYou have a square that is broken into four triangles, the area of three of those triangles is given.  You must determine the area of the center triangle.  Your function will take in 3 arguments A, B, and C.  Below is an image of this problem, in this example A = 4, B = 3, and C = 2.\u003c/p\u003e\u003cimg src = \"https://ds055uzetaobb.cloudfront.net/image_optimizer/e98b09fafd291dda73ea74ea5319dfa7e814f535.png\"\u003e","function_template":"function center_area = BT_Solver(A,B,C)\r\n  center_area = ?;\r\nend","test_suite":"%%\r\nA = 4;\r\nB = 3;\r\nC = 2;\r\ncorrect_ans = 7;\r\nassert(isequal(BT_Solver(A,B,C),correct_ans))\r\n\r\n%%\r\nA = 4;\r\nB = 3;\r\nC = 5;\r\ncorrect_ans = 8;\r\nassert(isequal(BT_Solver(A,B,C),correct_ans))\r\n\r\n%%\r\nA = 30;\r\nB = 14;\r\nC = 15;\r\ncorrect_ans = 41;\r\nassert(isequal(BT_Solver(A,B,C),correct_ans))\r\n\r\n%%\r\nA = 3;\r\nB = 5;\r\nC = 12;\r\ncorrect_ans = 16;\r\nassert(isequal(BT_Solver(A,B,C),correct_ans))\r\n\r\n%%\r\nA = 54;\r\nB = 48;\r\nC = 90;\r\ncorrect_ans = 132;\r\nassert(isequal(BT_Solver(A,B,C),correct_ans))","published":true,"deleted":false,"likes_count":4,"comments_count":1,"created_by":136968,"edited_by":null,"edited_at":null,"deleted_by":null,"deleted_at":null,"solvers_count":31,"test_suite_updated_at":"2017-07-21T17:12:44.000Z","rescore_all_solutions":false,"group_id":1,"created_at":"2017-07-21T17:10:53.000Z","updated_at":"2025-12-29T14:17:01.000Z","published_at":"2017-07-21T17:12:44.000Z","restored_at":null,"restored_by":null,"spam":false,"simulink":false,"admin_reviewed":false,"description_opc":"{\"relationships\":[{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/document\",\"targetMode\":\"\",\"relationshipId\":\"rId1\",\"target\":\"/matlab/document.xml\"},{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/output\",\"targetMode\":\"\",\"relationshipId\":\"rId2\",\"target\":\"/matlab/output.xml\"}],\"parts\":[{\"partUri\":\"/matlab/document.xml\",\"relationship\":[{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/image\",\"targetMode\":\"\",\"relationshipId\":\"rId1\",\"target\":\"/media/image1.png\"}],\"contentType\":\"application/vnd.mathworks.matlab.code.document+xml\",\"content\":\"\u003c?xml version=\\\"1.0\\\" encoding=\\\"UTF-8\\\"?\u003e\\n\u003cw:document xmlns:w=\\\"http://schemas.openxmlformats.org/wordprocessingml/2006/main\\\"\u003e\u003cw:body\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eWrite an algorithm to solve this brain teaser:\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eYou have a square that is broken into four triangles, the area of three of those triangles is given. 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HhtrH1wkWPdvOJDgAAAAErpYD1Rvl50QLAqB/+Xqgha0LWxauFLAAAAASsJALW+8Ovizb8rxn8A4GG/QhZT6YdsuoLWQAAAAhYSQSsv+/+/7ut0TFRBv8fCloKM+y3wTPXZkbIekTIAgAAQMCqoYC1KrzSsXeUoV8RIE6d87wowwEZNGtduKH32WFT3drJhqwlI/PC5Ae7+EQIAACAgFXdAevtAdOjjfwpYxeLMRxkyFqfGSFrlZAFAACAgFVtAWvXBXeHzXmHRBn3FW8FE2HIhZC1qV6tPSFrZWefGAEAABCwqjpgVXihZYsoo35doyNDyaL3BRiiOf3KzAhZlwpZAAAACFhVG7BeLxsVbdCPmLpCeCG6/rM3h8V9R4dNdeskHbKmCFkAAAAIWFUTsN4btjjakJ8z5HLBhSrTb/aWpEPWM3VrhbvOOl7IAgAAQMCKHbD+PnFF2HbCkVEG/H1FbYQWhKxPQ9aKUp84AQAAELCiBKzdXu7QI85wz6sVyue+JLJQLfpevTUjQtZlDwhZAAAACFgH7a3+l0cb7T8Yd4O4QjWHrG1hwYDxYWO9b6T9iqz7hSwAAAAErAO2a+ydYXNerShj/cbyM0UVhKy9hKylg44NU5cW+4QKAACAgHUgnj/5xCgj/Ykm3w0liz8UVKgxfX76bGXIeqr+YUmHrCvuFbIAAAAQsPbLa92HRxvoZ/3HH4UUatypc55LO2TlfU3IAgAAoAYCVuvMDVjvnjU/2jCfPXS6gEJyIWtD/cOTDlnT7unoEy0AAAAC1peauCJsa/jtKIP83nYdhBOSU37Ny2Hu4MnJhqwKy/sdE6bdLWQBAAAgYO3Vy+26Rhnhm+rWDmXztosmCFlCFgAAAAJW3ID1Zr9Low3wiybeLJaQGSGrwTeFLAAAAASsTAlYu8bcsXs014oyvH91ygiRBCErYsiafpeQBQAQQ/eJHUK7nm2iO+2Xnf3+AgJWdQSsCn9u3ijK4F7T9LhQvHinQELG6HnNK2H20GlhXcPvJBuyHig/Osz8bXufkAEADlC/+Z0rhluV6Duv1O8xIGBVV8D6a7czo43tITPWCCNkbsg6Ie2QNet2IQsAYH+cdX+PkF/UWsACBKxsCFjvnTkv2si+atgsQYSMVfGNCDIhZM28rZ1P0AAAX+Hcp3uF9n0KqyxeCViAgFXNAevjCfeHrfXjfC2guzqUCiFkT8hqdGTar8i6VcgCANib8qnFVRqvBCxAwKrmgFXhpaKSKKN6U906ofsvXhdByArd578erhx+VfIha/aNhT5hAwB8xuDbuoXW+a0FLEDAyraAtaPPxdEG9YSLbhM/yCrd5r9RGbLWNjpKyAIASNzIJ8pDUec2VR6vBCxAwKqBgLVz9K3RhvQv+54repDVIevJxkenG7J6HiVkAQC5a2vvUHpOu2qJVwIWIGDVQMCq8Fyz+lEG9OrmeWIHWa3r/B3Jh6wVQhYAkIP6X9u52uKVgAUIWDUUsF7tMjjaeB40a73QQU6ErOkj54Y1TY9NNmStLNsTssZs9UkdAMhuZ68sCwXt8gUsQMDK9oD17pA50UbzjHOuFjjIwZB1XLIh6+HSb4c51xUIWQBAVhr9TK/Q8bSiao1XAhYgYNVQwPp4/O/D1nrfiDKW7+jUXdgg53SZ/2ZlyHrsxOOFLACAatRrekm1xysBCxCwaihgVfhLm/ZRRvLGeodWvipF1EDISjRkdRKyAIDsMOSO7iG/IF/AAgSsXApYO06ZFG0gX3DJnWIGuR2yFrxVGbIebfa9hEPWt8K8Ba3CmC29fNIHADLOyHXloahrmxqJVwIWIGDVYMD6cNSvow3jhf3HihiwW+nCd8LlYxaG1c2+n2zI+mPJnpB1/mYhCwDIHF3Oa19j8UrAAgSsGgxYFZ5rGmdkP3xyQ/EC/iVkvStkAQBE0n9R5xqNVwIWkFEBKz8LA9b20tOijeEBP94oXMDeQlbzvGRD1iPFQhYAkK5hD5aFgnb5AhZALgesdwb/JNoInj7qGsECvvIVWXWFLACAfTT6mV6h44CiGo9XAhYgYNVwwPpo3H1hS92vRxm/t3cuFypgH0LW5HHXh4daNEo2ZD1WdHhYMLdFGCNkAQA1rNePSpKIVwIWIGDVcMCq8GJBYZTRu6H+4aHLtW+LFLAPOi16b0/Iatk43ZBVKGQBADXnjCXdQn5BvoAFIGDtsaPXuGiDd8yl94oTcAAh68EWTYQsAIBPjFxXHtp2a5NMvBKwAAErgYD1wTk3Rhu68wdMFCUgS0PWmjZCFgBQPbqe3z6peCVgAQJWAgGrwrNNjosycFe2aiZGwEEoWfxhmDTplrCqZdNkQ9bjBYeFRT85KYzdVO7hAQBEd9ovOycXrwQsQMBKJGBt79Q32rjtP3uzEAGRQtbKlicKWQBAzhj+UM9Q0C5fwAIQsL7Y306fFW3UXj5mgQABsUNWq2bJh6wLnhayAIADN3pz71A8oCjJeCVgAQJWIgHro3FLw5a8OlHG7G+69hUeoKpCVuvmyYasJ/KFLADgwPWeWZJsvBKwAAErkYBV4cXdP2aMEbuh4RGhdOE7ogNUUcgad8mS8Ps2+emHrI09PVwAgH0y5M7uIb8gX8ACELC+2hvl50UbsKN++HuxAaohZC0vLEg2ZK07+dBw3YxmQhYA8KVGbegV2vVsEy00tSsrFLAAASubA9b7I34VbbheM/gHIgNUg+LFO4UsACCjdT2/fbTI1OOijqHvNaUCFiBgZXPA+vvuH29bo2OiDNY/FLQUF6AGQtZ9RW2SDVlrT/okZD0lZAEAewz4VZd4r7zq0aby1VwCFiBgZX3AWhVe6dg7ylB9Jq9WOHXO88IC1FDIWlZUmHTIumFqkzD+T2UePgCQw4Y9VBbatC+IE5jyW4czlnSr/O8KWICAlQMB6+2B/xFtpE4Zu1hQgBo0esqycF/bonTfWihkAUDOGr25d+g4sChaXOp5Wcf//W8LWICAlQMBa9cFd4fNeYdEGae/7jFQRIBEQtayorbJh6wJ64UsAMgVp1zVKd5bB3u1Cedu7CVgAQJWLgWsCi+0bBFnlDY6MpQsel9AgIRC1tK27ZINWeubC1kAkAvO/F33kF+QHycs7R5qZ97b/V/++wIWIGDlSMB6vWxUtEE6YuoK4QASU/H38s6OndMPWet6eDgBQJYZub48tO3eJlpU6j2j5HM/hoAFCFg5ErDeG7Y42hCdM+SHggGkHLKKuyQbsjY0qRNumnyCkAUAWaT7xA7RglLHfkVh9DO9BCxAwMrVgPX3iSvCthOOjDJA7ytqIxRAJoSskq7phqzGQhYAZIMBN3SJFpPyC/PDWX/44ttAwAIErFwJWLu90qEsyvB8Jq9WKJ/7kkgAGRKylpR0Sz5kTVwrZAFAphn+SFlo0zE/Wkw6dXanvf5YAhYgYOVQwHqr/+XRRucPxt0gDkCGhaxbu56SbMh6SsgCgIwbWyVntI0WkooHFVX+NwUsQMASsMKusXeGzXm1oozNG8vPFAUgE0PWFSuTD1m3TGoQLlzT3UMMABJ2yo9LokWkgnb5YdiDX/4diwUsQMDKoYBV4fkWzaKMzCeafDeULP5QEIAMNfyKVUIWAHBAzryne8gviBeR+v38qyOSgAUIWDkWsF7rPjzawDzrP/4oBECGGzbtwbRDVqPalSHroseELABIwagNvUK7nm2iBaTOI9qF87b2FrAAAUvA+lfvnbUg2rC8eug0AQCyJmQ9VBmynon0NmMhCwCyU/cLO0SLR22KC8I5j5Xv048rYAECVo4FrL9PXBG2Nfx2lEF5b7sOhj9kmTNmPhFuLjs92ZC18dOQ9Wg3DzkAqGYD/2+XqPHotP/sss8/toAFCFi5FrB2e7ld1yhDclPd2qFs3najH4Ssavd0g0PCbWPrhYtXC1kAUB2Gr+5Z+YqpWOGo6/nt9+vHF7AAASsHA9ab/aZEG5EXTbzZ2IesDllPph2y6gtZAFAdw6pkSNto0aioc5sw8slyAQtAwPpyu8bcsXv4xRmjvzplhJEPOWDwzLWZEbIeEbIAILZTZ3eKGo0G/XfX/f45CFiAgJWDAavCn5s3ijIa1zQ9LhQv3mngQ44YNGtduKH32ZVvIU41ZC0ZmRcmP9jFQxAAIjjz3u4hvyBeMOo2rv0B/TwELEDAytGA9dduQ6MNxiEz1hj2kHMha31mhKxVQhYAHKhzn+oV2pW3iffWwW4FYdT6cgELQMDad++dOS/aULxq2CyDHoSsJEPWpnq19oSslZ09FAFgP/W4qEO8WJTfOpzx/w78rf4CFiBg5WjA+nji/WFrgyOiDMS7OpQa8pDjTr8yM0LWpUIWAOyTgTd2iRqKyn7Q8aB+PgIWIGDlaMCq8FJRpzjDsG6d0P0XrxvxQOg/e3NY3Hd05eeFlEPWFCELAPZqxOqeoU1xQbRI1L5XYTh3Yy8BC0DAOjA7+lwcbRROuOg24x3ImJD1TN1a4a6zjheyAOALRlSnoW3jRaLdo+vMe7of9M9LwAIErBwOWDvPuz3aGPxl33ONduBz+s3ekhkha4XjFQAq9JkTNxSVTy2O8vMSsAABK4cDVoU/N2sQZQSubp5nrAN71ffqrRkRsi57wBELQO4auqxHyG8TLw6171MYzt3US8ACELAO3qtdBkcbgBXfjcxQB74qZC0YMD5srPeNtF+Rdb9jFoDccu5TvSq/VlWsMFQRws5a3iPaz0/AAgSsHA9Y7w75WbThN2PEbAMd2MeQtS35kLV00LFh6tJiD1MAckLZ5I5Rw1DvWSVRf34CFiBg5XjA+nj878PWSAPyjk7dDXNgv/T56bOVIeup+oclHbKuuFfIAiB7nX5T16hRqOPAojB6S28BC0DAiusvbdpHGXob6x0aus7fYZQD2Rey8r4mZAGQlUY82jMUFhfEe+tgUetw9sqy6D9PAQsQsASssOOUSdFG3rhLlhjjwAE7dc5zlSFrQ/3DhSwAqGKjt/QKnYa1jRqE+vysaoKQgAUIWAJW+HDUr6ONu4X9xxrhwEErv+blMHfw5ORD1rR7OnrYApCx+s6NG4U6DW1bGcUELAABq8o8d2JelFH38MkNjW8gZ0JWheX9jgnT7hayAMgsZ/2+Rygoyo8Wggra54cRj/SsutgmYAECloBVYXvpgGhjbsCPNxreQNWErAbfFLIA4CCdu7FX6HBqYdQQ1G9B1YYgAQsQsASsSu8M/km0ETd91DUGN5DTIWv6XUIWAOkqu7Rj1AhUek67cN7W3gIWgIBV9T4ad1/YUu/QKOPt9s7lhjZQpXpe80qYPXRaWNfwO8mGrAfKjw4zf9vewxiApAz6TbeoAajiOxiOeKxnlf+8BSxAwBKw/teLBUVRRlvF16rpcu3bRjZQfSHrhLRD1qzbhSwAat45j5eHwk4FUQPQgOu7VM8XnBewAAFLwPrUjl7jog22MZfea1wD1aZs3vaMCFkzb2vn4QxAzdjaO5SOaBc1/nQ9v/r+gUbAAgQsAet/fTDyv6INtfkDJhrVQM2FrEZHpv2KrFuFLACqV0WoifrWwc4FYeTacgELQMCqGc82OS7KQFvZqpkxDdSY7vNfD1cOvyr5kDX7xkIPawCq3Fl/6BEKivKjhp9Bt3St3gAnYAECloD1Wds79Y02zvrP3mxIAzWq2/w3KkPW2kZHCVkA5KRzn+4VOvQpihp9uk/sUP2vIBOwAAFLwPqsv50+K9oom3refAMaELL2NWT1PErIAiC6nj/sGDX4tO3RJoz6Uy8BC0DAqlkfjVsatuTViTLGftO1r+EMJKXr/B2VIevJxkcnG7JWCFkARFLxNr/dgyde8Nn93zrjjm418zW8BCxAwBKw/t2Lu3+eMUbYhoZHhNKF7xjNQJIha/rIuWFN02OTDVkry/aErDFbPdAB2H/nPFEeCksLosaesks71twXoRewAAFLwPp3b5SPiTbARl223FgGMiBkHZdsyHq49NthznUFQhYA+273M6PziHZRQ0/7XoXh3I29BCwAASsd74/4VbThdc3gHxjJQPK6zH9TyAIga/Sb3zlu6Nk9nM68p3uN/poELEDAErC+wMqwrdExUQbX/QUtjGMg40LWYycen27I6iRkAbB3Z93fIxQU5UeNPL2mF9f4r0vAAgQsAesLbS8+JdrYOnXOc4YxkFkha8FblSHr0WbfSzhkfUvIAuBfnPt0r9C+T2HUwNOhb2E4d1MvAQtAwErT2wP/I9rImjJ2sUEMZKSKb0Rx+ZiFSYesP5Z8K8xb0Cqcv7mXBz9AjiufWhw17uQX5oez/1CWxK9NwAIELAHrC+264O6wpW7tKOPq1z0GGsJAhoesdytD1upm3xeyAEjS4Fu7VYybqHHn1J90SubXJ2ABApaAtVcvtGwRZVSta3RkKFn0vhEMZE/Iap4nZAGQjJFPlIeizm2ihp3i04vC6C29BSwAASt9r5eNijaoRkxdYfwCWfiKrLrJhqxHioUsgJywtXcoPadd1KhT0DY/DFtVltSvU8ACBCwBa6/eG7Y42pCaM+SHRi+QlSFr8rjrw0MtGiUbsh4rOjwsmNsijBGyALJS/2s750TUEbAAAUvA2ruJK8K2E46MMqDuK2pj7AJZq9Oi9/aErJaNhSwAqs3ZD5SF/KK4QafT0LZh9JZeAhaAgJVBAWu3VzqURRlOz+TVCuVzXzJ0gZwIWQ+2aJJuyCoUsgCywehNvUOHPoVx3zrYPj8Mf6QsyV+vgAUIWALWl3rrtKnRRtMPxt1g4AJCViLWtBGyADJZr+kl0WNO/0Wdk/31CliAgCVgfald5/8ubM6rFWUs3Vh+pmEL5JSSxR+GSZNuCataNk02ZD1ecFhY9JOTwthN5Q4HgAxR8QXW8wvy4751cFjbyi8IL2ABCFgZGbAqPN+iWZSR9EST74aSRR8YtUDOhqyVLU8UsgA4aGfe3T1qxCksKQjnPJ72538BCxCwBKyv9FqPEdEG0tnTHzZmASGrVbPkQ9YFTwtZALkSsAb+3y7J/5oFLEDAErC+0ntnLYg2jK4eOs2IBYSsT0NW6+bJhqwn8oUsgFwIWN0u6JARv2YBCxCwBKyvNnFF2Nbw21EG0b3t2huvAJ8JWeMuWRJ+36Z1+iFrY0+HBUCWBayizgVh5LpyAcufKUDAypKAtdvL7btGGUKb6tYOZfO2G64AXxiy8pMNWetOPjRcN6OZkAWQRQErvzA/FBYXZISCtvlVErAK2sX5Peg+qYM/m4CAlYI3+02JNoIumnizwQrwBYoX76wMWcsLC4QsAKrta2Bx8Lqe396fTUDASsGuMXfsHi61ooyf63sPN1QB9iFk3VfUJtmQtfakT0LWU0IWgICFgAUIWAl5/qTGUUbPmqbHVY4zIxVg30LWsqJCIQsAAUvAAgQsAWtf/LXb0GiDZ8iMNcYpwH4YPWVZuK9tUbpvLTzp0HDD1CZh/J/KHCAAApaABSBg1Zz3hv482tC5atgsgxTgAEPWsqK2yYesCeuFLAABS8ACELBqwMcT7w9bGxwRZeDc1aHUEAU4yJC1tG27ZEPW+uZCFoCAJWABCFg15KWiTlGGzaa6dUL3X7xuhAIcpBFTV4Q7O3ZOP2St6+EwARCwBCwAAat67Oh7SbRRM+Gi24xPgJghq7hLsiFrQ5M64abJJwhZAAKWgAUgYFW9nefdHm3M/LLvuUYnQFWErJKu6YasxkIWgIAlYAEIWNXgz80aRBkxq5vnGZsAVRiylpR0E7IABCwELEDAys2A9WqXwdEGzKBZ6w1NgCoOWbd2PSXZkPXUJyFr4lohC0DAErAAAUvAiujdIT+LNlxmjJhtYAJUR8i6YmXyIeuWSQ3ChWu6O2AABCwBCxCwBKyD9/GEP4St9Q+PMlgq3t5iWAJUn+FXrBKyAAQsBCxAwMr+gFXhL4UdogyVjfUODV3n7zAqAarZsGkPph2yGtWuDFkXPSZkAQhYAhYgYAlYB2jHKZOijZRxlywxJgFqLGQ9VBmynsmrJWQBCFgIWICAlV0B68NR/x1tnCzsP9aIBKhhQ2Y8Hm4uOz3ZkLXx05D1aDcHDiBgCVgCFiBgCVj77rkT86KMkodPbmg8AiTijJlPJB2ynm5wSLhtbL1w8WohCxCwELAAAUvA2gfbSwdEGyQDfrzRcARIKmQ9mXbIqi9kAblr5NrycPpNXXNK90kdqiQ89bioY5Sf35n3eKs7IGAl653Bs6MNkemjrjEYARI0eObazAhZjwhZANms7zWlVRKw+s4r9fsLCFjZHrA+Gr88bKl3aJQBcnvnckMRIGGDZq0LN/Q+O2zKOyTxkNXVAQQgYAlYgIAlYP2rFwuKogyPDfUPD12ufdtIBMiUkFW3drIha8nIvDB5VReHEICAJWABApaAtceO3uOjjY4xl95rHAJkTMhan3TI2lSv1p6QtbKzgwhAwBKwAAEr1wPWByP/K9rYmD9golEIkGFOvzIzQtalQhaAgCVgAQJW7gasCs82OS7KyFjZqpkxCJChBl75p09CVh0hCwABC0DASs+rJf2iDYz+szcbggAZrOLz+OK+o5MNWc/UrRXuOuv4MEXIAhCwBCxAwMqtgPW302dFGxZTz5tvAAJkgX6zt2RGyFphuAAIWH5/AQErJwLWR+OWhi2RBspvuvY1/ACySN+rt2ZEyLrsAQMGQMACELCyOmBVeGH3ry3GkNjQ8IhQuvAdow8gC0PWggHjw8Z630j7FVn3GzIAAhaAgJW1AeuN8jHRRsSoy5YbewBZG7K2JR+ylg46NkxdVuKQAhCwAASsbPP+iOujjYd5gy4x8gCyXJ+fPlsZsp6qf1jSIeuKe4sdVAACFoCAlT1Whm2NjokyGu4vaGHcAQhZaYSsvK8JWQACFoCAlU22F58SbTCcOuc5ww4gh1R83q8IWRvqHy5kASBgAQLW5wNWELAieXvAj6INhSljFxt0ADmofO5LYe7gycmHrGn3dHRoAQhYAAJWJtp1wd1hS93aUQbCr3sMNOQAcjlkXfNy0iGrwvJ+x4RpdwtZAAIWgICVcV5o2SLKKFjX6MhQsuh9Iw5AyNoTshp8U8gCELAELEDAErDieL1sVLRBMGLqCuMNgIwKWdPvErIABCwAASt57w1bHG0IzBnyQ6MNgH/R85pXwuyh08K6ht9JNmQ9UH50mPnb9g4xAAELQMBK1sQVYdsJR0YZAPcVtTHWAPjykHVC2iFr1u1CFoCABSBgJemVDj0jfaenWpXfjcpQA2BvyuZtz4iQNfO2dg4zAAELQMBKyVunTY129E8ed72BBsC+h6xGR6b9iqxbhSwAAQtAwErCrvN/Fzbn1Ypy7N9YfqZhBsB+hKxXMyJkzb6x0KEGIGABCFg17YUWzaMc+U80+W4oWfSBUQbAfuk2/41w5fCrwtpGRwlZAAKWgAUIWALWF3utx4hoB/7Z0x82xgDI3pDV8yghC0DAAgQsAasmvHf2tdEO+6uHTjPCADgoXefvqAxZTzY+OtmQtULIAhCwAAFLwKpmE1eEbQ2/HeWgv7dde+MLgGgha/rIuWFN02OTDVkry/aErDFbHXMAAhYgYAlYVe7l9l2jHPKb6tau/O5ShhcA8UPWccmGrIc6fzvMua5AyAIQsAABS8CqSm/2mxLtiL9o4s0GFwDRdZn/ZvIh6+FSIQtAwAIELAGryuwas2T34V0ryvF+fe/hhhYAVR6yHjvx+HRDVichCxCwBCxAwBKwqsTzJzWOcrRX/Mt48eKdRhYAVRuyFrxVGbIebfa9hEPWt4QsQMASsAABS8CK6a/dhkY72IfMWGNcAVAtShe+Ey4fszDpkPXHkm+FeQtahfM393L0AQKWgAUIWALWwXhv6M+jHepXDZtpVAFQzSHr3cqQtbrZ94UsgBrUb0FpKCwuiK7/tZ39/gICloC1Knw88f6wtcERUQ70uzqUGlMA1GzIap4nZAEAIGBlo5falkY5zDfVrRO6//w1QwoAIetLPFIsZAEACFgC1n7b0feSaEf5xAtvNaAASCJkTR53fXioRaNkQ9ZjRYeHBXNbhDFCFgCAgCVgfbWd590e7Rj/Zd9zDScAktFp0Xt7QlbLxkIWAAACVqb7c7MGUY7wirdsFC/eaTQBIGTtb8gqFLIAAAQsAetLvdplcLQDfNCsdcYSAEmHrAdbNEk2ZK1pI2QBAAhYAtYXenfIz6Id3jNGzDaSAMiIkLWqZdOkQ9ain5wUxm4qdzQCAAhYAlaFjyf8IWytf3iUg3tJSTfjCICMULL4wzBp0i1hZcsTkw1ZjxccJmQBAAhYAtan/lLYIcqhvbHeoaHr/B2GEQCZF7JaNUs+ZF3wtJAFACBg5XDAevPUC6Md2eMuWWIQAZC5Iat1cyELAAABK0UfjvrvaMf1wv5jDSEAMjpkVfxjzO/btE42ZD2R/0nI2tjTUQkAIGDlludOzItyVD98ckMDCIAsCln5yYastS0ODdfNaCZkAQAIWLlje+mAaAf1gB9vNH4AyArFi3dWhqzlhQXJhqx1JwtZAAACVo54Z/DsaIf09FHXGD0AZGXIuq+oTfoh6ykhCwBAwMpSH41fHrbUOzTKAX1753JjB4CsDlnLigrTfWvhSUIWAICAlcVeLCiKcjhvqH946LLgLUMHgKw2esqycF/bonRfkXXSoeGGqU3C+D+VOT4BAASs7LGj9/hoR/OYS+8xbgDImZC1rKht8iFrwnohCwBAwMoCH4z8r2jH8vwBE40aAHIuZC1t2y7ZkLW+uZAFACBgZYlnmxwX5Uhe2fJEYwaAnA1Z97Zrn37IWtfDUQoAIGBlpldL+kU7kPvP3mzIAJCzRkxdEe4s7pJsyNrQpE64afIJQhYAgICVef426Mpoh/HU8+YbMAAIWRUhq6RruiGrsZAFACBgZZiPxi0NW+rWiXIQ39qtj+ECAJ8JWUtKuglZAAACloAVwwu7fz+iHMINjwilC98xWgDg30LWHZ26JxuynvokZE1cK2QBAAKWgJWwN8rPj3YEj7psubECAHsJWbd2PSXpkHXLpAbhwjXdHa8AgIAlYKXn/RHXRzt+5w26xEgBgC8LWVesFLIAAAQsAWv/rQzbGh0T5ei9v6CFcQIA+2D4FavSDlmNagtZAICAJWClZXtxvAP61DnPGSYAsI+GTXuwMmQ9k1cr6ZB10WNCFgAgYAlYNeztAT+KduhOGbvYIAGA/TRkxuPh5rLTkw1ZGz8NWY92c9wCAAKWgFUzdl1wd9hSt3aUA/fXPQYaIgBwgM6Y+UTSIevpBoeE28bWE7IAAAFLwKoZL7RqGeWwXdfoyFCy6H0jBAAOKmQ9mXbIqr8nZF28WsgCAAQsAasavV42KtpRW/Gtwo0PADh4g2euzYyQ9YiQBQAIWAJWNXh/2C+jHbNzhvzQ6ACAiAbNWhdu6H122JR3iJAFACBg5bCJK8K2E46McsQuLywwNgCgKkNWpK9dWRUha8nIvDB5VRdHMAAgYAlYVeOVDj2jHK8Vb3Po/bMXDQ0AqLKQtT7pkLWpXq09IWtlZ8cwAJA9AatAwErCW6ddEe1wnTzuegMDAKrY6VdmRsi6VMgCAAQsASuWXef/LmyO9EVib+w5xLAAgGoy8Mo/fRKy6ghZAAACVvZ7oUXzKIfqk42PCSWLPjAqAKAa9Z+9OSzuOzrZkPVM3VrhrrOOD1OELABAwBKwDsZrPUZEO1LPnv6wMQEANaDf7C2ZEbJWlDqWAQABS8Daf++dfW204/TqodOMCACoQX2v3poRIeuyB4QsAEDAErD2x8QVYVvDb0c5Su9t1954AIBEQtaCAePDxnrfSPsVWfcLWQCAgCVg7aOX23eN8wVb69YOZfO2Gw4AkEzI2pZ8yFo66NgwdVmJIxoAELAErC/3Zr8p0Q7RiybebDAAQGL6/PTZypD1VP3D0g5ZS4sd0wCAgMUX2zVmye7jsVaUA/T63sMNBQAQsg4sZOV9rTJkXXGvkAUACFh8gedPahLl8FzT9LhQvHinkQAACTt1znNCFgAgYAlYmeev3c6KdnQOmbHGOACADFA+96Uwd/DksKH+4UmHrGn3dHRkAwACFqvCu0N/Hu3YvGrYTKMAADIpZF3zctIhq8LyfseEaXcLWQCAgJXTPp7wQNja4IgoB+ZdHUqNAQDI5JDV4JtCFgAgYAlYaXqpbWmUw3JT3Tqh+89fMwQAQMiq0pA1/S4hCwAQsHLOm31+EO2onHjhrQYAAGS4nte8EmYPnRbWNfxO2iHrdx0c4QCAgJUrdp7322jH5H/2GeXwB4BsC1knpBuyHig/Osy6vb1jHAAQsHLBn5s1iHJErm6eF4oX73T0A0AWKZu3PSNC1szb2jnKAQABK5u92mVwtANy0Kx1jn0AyOaQ1ejItF+RdauQBQAIWFnp3SE/i3Y4zhgx25EPAFkdsl7NiJA1+8ZCRzoAIGBlk48n/CFsrX94lINxSUk3xz0A5IBu898IVw6/KqxtdJSQBQAIWAJW9fhLYYcoh+LGeoeGrvN3OOwBQMhKJ2T1PErIAgAErGzw5qkXRjsSx12yxEEPADkasp5sfHSyIWuFkAUAApaAldl2jv5NtONwYf+xDnkAyFEVr8SePnJuWNP02GRD1sqyPSFrzFaHPAAIWAJWxnmuad0oR+HDJzd0wAOAkPVJyDou2ZD1UOdvhznXFQhZACBgCViZ5NXOA6MdhAN+vNHxDgCELvPfTD5kPVwqZAGAgCVgZYx3Bl8d7RCsOFQd7QDAv4esx048Pt2Q1UnIAgABS8BK3sfjl4ct9b4R5QC8vXO5Yx0A2GvIerTZ9xIOWd8SsgBAwBKwUvZiQVGUw29D/cNDlwVvOdQBgC9UuvCdcPmYhUmHrD+WfCvMW9AqjNnSy8EPAAKWgJWSHb3HRzv6xlx6jwMdANinkLW62feTD1nnbxayAEDAErCS8MHI/4p27M0fMNFhDgDsY8h6d0/Iap4nZAEAAhZf7dkmcb5L0MqWJzrIAYCsC1mPFAtZACBgCVg17tWSftEOvP6zNzvGAYADClmTx10fHmrRKNmQtbrjEXu+RpaQBQACloBV/f426Mpoh93U8+Y7wgGAA9Zp0Xt7QlbLxsmGrMeKDg8L5rYQsgBAwBKwqtNH45aGLXXrRDnobu3Wx/ENAORGyCoUsgBAwBKwqtULu38PYxxyGxoeUfndhRzeAEDMkPVgiybJhqw1bYQsABCwBKxq8Ub5+dGOuFGXLXdwAwBVErJWtWyadMha9JOTwthN5QYDAAhYAlZV+OCcG6Idb/MGXeLQBgCqRMniD8OkSbdUfvfjVEPW4wWHCVkAIGAJWFVjZdjW+LtRjrb7C1o4sAGA6glZrZolH7IueFrIAgABS8CKZnvxKdEOtj4/fdZxDQAIWUIWAAhYAlZcbw/8UbRD7bLzFzuqAYBqDVnjLlkSft+mdbIh64n8T0LWxp4GBQAIWByoXRfcE7bUrR3lQPt1j4GOaQCgBkNWfrIha22LQ8N1M5oJWQAgYHGgXmjVMsphtq7hdyq/W5BDGgCoCcWLd1aGrOWFBcmGrHUnC1kAIGBxQF7veW60o2zE5Q84oAGAJELWfUVt0g9ZTwlZACBgsU/eH/bLaMfYnCE/dDgDAEmFrGVFhem+tfAkIQsABCz2zcQVYdsJR0Y5wipesu9gBgBSM3rKsnBf26J0X5F10qHhhqlNwvg/lRkeACBgsTevdOgZ5fh6Jq9W6P2zFx3KAECyIWtZUdvkQ9aE9UIWAAhYfM5bp10R7fCaPO56BzIAkHzIWtq2XbIha31zIQsABCw+Z9f5vwub82pFObhu7DnEYQwAZEzIurdd+/RD1roeBgkACFhUeKFF8yiH1pONjwkliz5wFAMAGWPE1BXhzuIu6YasZl8XsgBAwKLCaz1GRDuyzp7+sGMYAMjMkFXSNdmQtaFxnXDT5BOELAAQsHLXe2dfG+24unroNEcwAJDRIWtJSTchCwAELAErORNXhG0NvxPlqKr4WhKOXwAgG0LWHZ26Jx+yJq4VsgBAwMohL7eL8y+Nm+rWDmXztjt8AYCsCVm3dj0l2ZD1VOM64ZZJDcKFa7obLgAIWAJW9nur/2XRDqmLJ97k4AUAsitkXbFSyAIAAUvAqmm7xizZffzUinJAXd97uEMXAMhKw69YlXbIalRbyAJAwBKwstvzJzWJcjitaXpcKF6805ELAGStYdMerAxZz+TVSjpkXfSYkAWAgCVgZZm/djsr2tF05o8ec9wCAFlvyIzHw81lpycbsjZ+GrIe7WbYACBgCVjZ4d2hP492LF01bKajFgDIGWfMfCLpkPV0g0PCbWPrCVkACFgCVub7eMIDYWuDI6IcSXd37OSYBQByMGQ9mXbIqr8nZF28WsgCQMASsDLYS21LoxxHm+rWCd1//ppDFgDISYNnrs2MkPWIkAWAgCVgZaA3+/wg2mE08cJbHbAAQM6HrBt6nx025R0iZAGAgEUsO8/7bbSD6D/7jHK4AgDsNmjWuj0hq27tZEPWkpF5YfKqLgYQAAKWgJUZ/tysQZRDaHXzvFC8eKejFQDgf0PW+qRD1qZ6tfaErJWdDSEABCwBK22vdj0j2hFU8a+NjlUAgH91+pVCFgAIWByUd4fMjXb8zBgx25EKALAXA6/8U0aErEuFLAAELAErNR9PuD9srX94lKNnSUk3xykAwFfoP3tzWNx3dOV3ck45ZE0RsgAQsASslPylsGOUY2djvUND1/k7HKYAAPug3+wtSYesZ+rWCneddXyYsqLUUAJAwBKwat6bp14U7dAZd8kSBykAwH7oe/XWjAhZlz0gZAGQWQGrVatW/yNgZZGdo38T7cBZ2H+sQxQA4ABD1oIB48PGet8QsgBAwOKLPNe0bpTD5uGTGzpAAQAOKmRtSz5kLR10bJi6rMSAAkDAErCq16udB0Y7agb++CnHJwDAQerz02crQ9ZT9Q9LO2QtLTakABCwBKzq8c7gq6MdM9NHznV0AgDkSsjK+1plyLriXiELAAGLKvbx+OVhS6SXqf+2tKdjEwAgslPnPCdkAYCAxYsFRVGOl4qjqsuCtxyaAABVoHzuS2Hu4MlhQ/3Dkw5Z0+7paGABIGAR347e46MdLmMuvceBCQBQlSHrmpeTDlkVlvc7Jky7W8gCQMAiog9G/le0Y2XBwAkOSwCA6gxZDb4pZAEgYH02YLUWsLLWs02Oj3KkrGx5ooMSAEDI+lzImn6XkAWAgMVBerVT/2gHSv/Zmx2TAAA1ELJmD50W1jX8Ttoh63cdDDAABCwOzN8GXRXtMJl63nxHJABADel5zSvJh6wHyo8Os25vb4gBIGCxfz4ad1/YUvfrUQ6SW7v1cTwCAKQSsk5IO2TNvK2dQQaAgMW+eyG/IMohsqHhEaF04TsORwCABJTN274nZDU6Mu1XZN0qZAEgYLEP3igfG+0IGXXZcgcjAEBSIevVjAhZV/5GyAJAwOJLfHDODdGOj3mDLnEoAgAkqNv8N8KVw68KaxsdlXTImn1joaEGgIDFF1kZtjX+bpSj4/6CFg5EAAAhS8gCQMAivu3Fp0Q7OPr89FnHIQBAhoSsJxsfnW7I6nmUkAWAgMU/vT3wR9EOjcvOX+woBADIEF3n7wjTR84Na5oem2zIWvFJyBqz1YgDELAErJy264J7wpa6taMcGL/uMcAxCACQsSHruGRD1kOdvx3mXFcgZAEIWAJWLnuhVcsoh8W6ht8JnRa95xAEAMhAXea/mXzIerhUyAIQsASsnPV6z3OjHRUjLn/AAQgAkAUh67ETj083ZHUSsgAELAEr57w/7JfRjomfnXGZww8AIItC1qPNvpdwyPqWkAUgYAlYOWPiirDthDjfTnl5YYGDDwAgi5QufCdcPmZh0iHrjyXfCvMWtApjtvQy9gAELAErm73SsTzK8fBMXq3Q+2cvOvYAALI0ZK1u9v3kQ9b5m4UsAAFLwMpKb582LdrhMHnc9Y48AICsDVnv7glZzfOELAAELKrXrvN/Fzbn1YpyMNzYc4jjDgBAyKpxjxQLWQACloCVdV5o0TzKofBk42NCyaIPHHYAADkSsipegf9Qi0bJhqzVHY/Y8zWyhCwAAUvAynyv9RgR7Ug4e/rDDjoAgBzSadF7yYesx4oODwvmthCyAAQsASuTvXf2tdGOg9lDpznkAAByOWS1bJxuyCoUsgAELAErc01cEbY1/E6Uo+Dedu0dcAAAQlZ4sEWTZEPWmjZCFoCAJWBlpJfbdYtyDGyqWzuUzdvueAMAELIqQ9aqlk2TDlmLfnJSGLup3FgEELAErEzwVv/Loh0CF0+8ydEGAEClksUfhkmTbgkrW56YbMh6vOAwIQtAwBKwMsGuMUt2P7xrRTkAru893LEGAEDGhqwLnhayAAQsAStZz58U5+sUrGl6XChevNOhBgDA3kNWq2ZCFgACFvvvr93OjvbQP/NHjznQAAD40pA17pIl4fdtWicbsp7IF7IABCwBKznvDv15tIf9VcNmOswAANiPkJWfbMha2+LQcN2MZuGCjT2NSgABi5r28YQHwtYGR0R5yN/dsZODDACAfVbxJSgqQtbywoJkQ9a6k4UsAAGLJLzUtjTKw31T3Tqh+89fc4wBAHBAIeu+ojbph6ynhCwAAYsa8WbfH0R7sE+88FZHGAAABxWylhUVpvvWwpOELAABixqx87zfRnug/2efUY4vAAAO2ugpy8J9bYuSDlk3TG0Sxv+pzOgEELCoLn9u3jDKg3x187zKfzlzdAEAECtkLStqm+5bCz8JWRPWC1kAAhZV7tWuZ0R7iA+atc6xBQBA9JC1tG27ZEPW+uZCFoCARZV7d8jcaA/vmSN+4sgCAKDKQta97dqnH7LW9TBGAQQsYvt4wv1ha/3Dozy0l5R0c1wBAFClRkxdEe4s7pJuyGr2dSELQMCiKvylsGOUh/XGeoeGbvPfcFgBAFA9Iauka7Iha0PjOuGmyScIWQACFrG8eepF0R7UF1x8h4MKAIBqDVkV7wQQsgAELAEry+0c/ZtoD+iF/cc6pAAAqJGQdUen7smHrIlrhSwAAYsD9lzTulEezA+f3NABBQBAjYasW7uekmzIeqpxnXDLpAbhwjXdjVYAAYv99WrngdEeygN//JTjCQCAmg1ZV6wUsgAELAEr27wz+OpoD+PpI+c6mgAASMLwK1alHbIa1RayAAFLwGJffTx+edhS7xtRHsK/Le3pWAIAICnDpj2YESHroseELEDAErD4Ui8WtI3z8K1/WOiy4C2HEgAACYashypD1jN5tdIOWY92M2oBAUvA4ovsOGVCtAfvmEvvcSABAJCsM2Y+EW4uOz3ZkPV0g0PCbWPrCVmAgCVg8e8+HHlTtAfugoETHEYAAGRAyHoyI0LWxauFLEDAErD4X882/V6UB+3Klic6iAAAyBiDZ65NO2TV/yRkPSJkAQKWgEV4tVP/aA/Z/j95xjEEAEDGhawbep8dNuUdImQBCFik6m+Dror2cL1i9C8cQQAAZKRBs9btCVl1aycbspaMzAuTV3UxfgEBS8DKPR+Nuy9sqfv1KA/VW7v1cfwAAJDhIWt90iFrU71aQhYgYAlYuemF/IIoD9MNDY8IpQvfcfgAAJDxTr8yQ0LWys7GMCBgCVi54Y3ysdEepOdedp+DBwCArDHwyj9lRMi6VMgCBCwBK9t9cM4N0R6g8wZd4tABACDr9J+9OSzuOzpsqlsn6ZA1RcgCBCwBK3utDNsafzfKg/OB/JMdOAAAZK1+s7ckHbKeqVsr3HXW8WHKilIjGRCwBKzss7341GgPzT4/fdZxAwCAkJVAyLrsASELELAErCzy9sAfRXtYXnb+YkcNAAA5oe/VWytD1tORvrO3kAUIWAIWX2LXBfeELZG+MOWvewxwzAAAkGMha1tYMGB82FjvG8mGrKWDjg1Tl5UYz4CAJWBlthdbtYrycFzX8Duh06L3HDIAAORsyHqq/mFph6ylxUY0IGAJWJnp9Z6joz0YR1z+gAMGAICcVfF1YZMOWXlfqwxZV9wrZAECloCVYd4f/p/RHog/O+MyhwsAADnv1DnPCVkABxCwWgtY7N3KsO2Eo6I8CJcXFjhYAADg30LWhvqHJx2ypt3T0bgGBCzS90rH8kgPwFqh989edKwAAMBnlF/zcpg7eHKyIavyH6P7HROm3S1kAQIWCXv7tGnRHnyTx13vSAEAgC8LWQ2+KWQBApaAxf7adf7vwua8WlEeeDf2HOI4AQCALAhZ0+8SsgABi8S80KJ5lAfdk42PDiWLPnCYAADAPoSs2UOnhXUNv5N2yPpdB+MbELBIw2tl50R7yA2b9pCDBAAA9lHPa15JPmQ9UH50mHV7eyMcELCoWe+dfW20h1vFw9chAgAABxiyTkg7ZM28rZ0xDghY1JCJK8K2SP/is7RtOwcIAAAcoLJ52/eErEZHpv2KrFuFLEDAoga83L57lIfZprxDKt/P7/gAAICDCVmvZkTIuvI3QhYgYFGN3up/WbQH2cUTb3J0AABABN3mvxGuHH5VWNvoqKRD1uwbC410QMD6/9m787Aq67zx4/8NbunkaDXZTKwhhKJyOHDgwGEXFRURd3LDQVRQE2PMBU1zK1whoGlybG+ycnJSc9wqs7S0UUM2Fcld1IRE82nx8wNq+jWNC+iXc9/nnPcfr+t5rt/1u56ZOOf+fL7n3X3ug6Z3JfXt2uXjpGSBPR83gsMGAAAAQMgCAAIW1Dvi661kce3y7iChBZc5aAAAAABNFLI+63ivfkNWj3sIWQAIWGg6p6KHK1taw574hAMGAAAA0ESicip1H7K2/hSyUkv4AA8QsAhYUKjqkZXKltWCEfM4WAAAAABWCFmzk5fWfwtCryHrg4jfSfZz/oQsgIBFwIIaVydukRL3u5UsqXUhYRwoAAAAACuJzDn3U8h6QLch68NwQhZAwCJgQZEvTeFKllOhSwuJWXGawwQAAACgQcj65OE/6DdkhRGyAAIWAQt36Fz8Y8oW06RHX+cQAQAAABCybhCy2hKyAAIWAQu35/LYNcoW0l/6juHwAAAAAGgoPO+izEjNk499/qjrkLU8t5ukFvfigz5AwCJgoeEOd/JQsoh2dnKW0ILLHBwAAAAAnYSsnT4P6jZk7bD8GLLGFRGyAAIWAQsNcCpqqLIlNOjJvRwYAAAAAN2ErCpCFgACFgHLPlQNXaps+cwbtYiDAgAAAKDXkNXJWbch66NQQhZAwCJg4SauTtwsJW5tlCydtZYoDggAAACAjkNWZtrz8kEXT92GrJ0hdxOyAAIWAQvXVxEYqmTZHHBtJdE5ZzkcAAAAADoWll+t+5D1SWAbyV3aRVIJWQABi4CF/zjXZ4qyRTMh4y0OBQAAAIAthayuHfUbsgIIWYCdBqxrBCw02uWU15QtmPx+4zgMAAAAADYYst7v4kXIAkDAgr4dethFza+IdHbnEAAAAADYcMja3tVbtyFrl/HHkMUzsgACFgHLQZ2MGKBsqQxYuJ8DAAAAAGCjLAU1Mnnyq7Kt68O6DVm7/VtL/qLOMr6wJ8EAIGARsBzJxSFPKVsms5OXsvgBAAAAQpbVQtaELwhZAAGLgOUQrqa/J8WudylZImvCe7DwAQAAAHsLWd18CFkACFjQ3lF/k5Llsd+ttUTmnmfZAwAAAPYYsvw66TZkfWogZAEELAKW3avsPVHZ4kj98z9Z8gAAAICdhqy0qW/LJqNBtyFrT5dW8txcH5lwoAdBASBgEbDsTU3yi8oWRu6AiSx3AAAAwAFC1nsB/roNWXt9CVkAAYuAZZfKvP+oZFHUPeiRpQ4AAADYv9CCy/Uha2OgUf8haz8hCyBgwS6cDOuvbEkkLDrIQgcAAAAcLGRtCAzQ71cLOxOyAAIW7MJXgxYoWw6zUlayyAEAAAAHlDJtg2w0Beo6ZK2a6SXp/44lOAAELNiib9I2SrFLSyVL4fXovixvAAAAgJCl368WErIAAhZs11GDmocw7vO4W8LzLrK4AQAAAEKWbAg06T5kTfyckAUQsGAzzvYcr2wR/OnxjSxsAAAAAD+HrPWmIN2GrM87/RSy9nYnRAAELOjdpVGrlC2AFYMyWNQAAAAA/suomVtlbWikfkOWT0tCFkDAgi0o69hByeDfYvBlQQMAAAC4cciyROk2ZO3r2EJezHyIkAUoD1h+BCyocSK0j7Kh3/fpMpYzAAAAgJuGrLct0YQsgIBFwELjXBgwV9mwf3xcAUsZAAAAQINC1lthMboPWZP2ELIAAhZ04cqEf0qxS3MlQ/7l7oksYwAAAACNClmvR/XWbcjaT8gCCFjQj6Pduqn5SVqPdhKWX80iBgAAANC4kDVrm+5D1quT3eXRXTGEC4CABa2c6ZGibLCPmrGFBQwAAADgtoyctV3fIcuzOSELIGBBK1+P/Iuygb5kyOMsXgAAAAB3ZETW+zYRsqZ8QsgCAYuABSvaJqUP3aNkkL8X4M/CBQAAAKAoZH1QH7IOOjvpO2R9HE3QAAGLgAVrOB7SU8kAr1sscUuOsmwBAAAAKDNk3qfyUuxA3YasL9ybyd/HuxKyQMD6NQMBC4pd6J+lbHhnpv2VJQsAAACgCULWZzYRsjJ2ErJAwCJgoUlcGfcPKXJupmRor+4xlOUKAAAAwHFDlttPIesjQhYIWAQsKFfepbOSYf1Zx3vFkn+JxQoAAACgSQ2et0dWxQ2XQkX/Mp6QBRCwYANOx45WNqjrHrbIQgUAAABgDYOe3PtjyHJprtuQ9Xays2RujyR8gIBFwMKdqh6ep2xAL07KYpECAAAAsHLI+lzXIavQ1YmQBQIWAQt3bNJWKfVop2QwrzcFsUABAAAAaGLgfBsJWdsiCCEgYBGwcDuOBceoGcjOzaTnsmMsTwAAAACErFuErD8TskDAImChcc4nTFc2jDMmvcjSBAAAAKC5hMVFUhCfIoUuLXQdsqYRskDAImChYa6kvl07QNX8FO3zcSNYlgAAAAB0o9/iYl2HrIMuTvLOI3+QaVvDCSQgYBGwcCtHfL2VDN9d3h0ktOAyixIAAAAAIYuQBQIWAQtqnY4ZrmzwDnviExYkAAAAAF2Kf6qkPmR94dJS1yHr8S2ELBCwCFj4H1WPrFQ2cBcOn8tiBAAAAKDzkFUquYnpcsD1Ln3fkbWZkAUCFgELP7s6cYuUurdVMmjXhYSxEAEAAADYVMja79ZatyFr/aAOMnN9KAEFBCwCFup8aYpQ82saLi0kZsVpliEAAAAAm9H36TKbCFmz3iVkgYBFwHJw5+IfUzZcJz36GksQAAAAgM3pk31I3yHL+TeELBCwCFiO7fLYNbUD0UnJUP1L3zEsPwAAAAA2H7L2ubXRdcjK+mcIYQUELDiew50eUjJMd3ZyltCCyyw+AAAAADat57JjsnRwpm5DVp33+t0nWesIWSBgwYGcihqqbIgOnreHhQcAAADAvkKW+28JWSBgEbCgtaphy5QNz3mjFrHoAAAAABCyNAhZs98hZIGABTt2deJmKVF0a+xaSxQLDgAAAIDdhqzFSVmy16OdvkPWP8yEFxCwYJ8qAkOVDMsDrq0kOucsyw0AAACA3eqx7LjuQ9aWnvfKk28EE2BAwIJ9qewzRdmgnJDxFksNAAAAgOOErIf0HbLm/T2IEAMCFuzD5ZTXlA3I/H7jWGYA4Ehyz0nw/H1iynxXAlMLJGBolhgHTBVjvzTx7zNW/Hs8Iv6xQ39mjEuu/383xk+o//8XMPAxCRy5SALTXpCg6ZsleMEXtf83z/N3BQDYjNjlJ2wiZD35OiELBCzYgUMPuygZjDs6u7PEAMBeFdRI8IL99bHJmPioGMzRUnveaBKGoPD6+BWQ9ISYJr0qwU/+u/4/n9cBAKD7kOXZXtcha/5rhCwQsGDDTkYOVDYUByzczwIDADthzr0gpqn/EGPCRDGYQpssWDU0ahkTM8Q0ZY2Yl5/i9QEA6FJMzhmZP3KB7kPW4tUBBBoQsGB7Lg55StkwnJ28lMUFADZ9p9UlCZq5TQIGPy6GQLOm0eqGDP71X0cMmrKGrxwCAHSp7geu6kLWHs97CFkgYBGwoMrV9PekxPUuJUNwTXgPFhYA2KK8KjFNfEUMYb30Ga1udGdWoFkCkuaK+alSXkMAgG5D1mcd79VvyOpxDyELBCzYjgpjkJLht9+ttUTyb8MBwHasPCuBKc/Uf0XPlsLV9fj3HFn/MPiQgsu8rgAAXYnKqdR9yNpKyAIBC7agsvdEZYNvXOY6lhQA2MBD2U2TXxeDOdLmw9X/hKzYJAme8zGvMQBAlyGr7rEru7w76DZkbYv9MWSllhBxCFgELOhQzZiXlA283AETWU4AoGPBM7eLIaKf3YWr/wlZfcZK8IIveM0BALoTmXPup5D1gG5D1ofhv5Ps5/wJWQQsAhb0p8z7j0oG3fau3iwlANCj3PMSMGRm7UHDYPfx6mfGQAkc9bSEPPMVrz8AQLch65OH/6DfkBVGyCJgEbCgMyfD+isbcgmLDrKQAEBPd13N/UwMlp6OE65+/bD3sF4SPGcn7wUAACGLkAUCFmzdV4MWKhtus1JWsogAQCcC014Qg9HksPHqZwaDBIxYKOa8Kt4XAABdCs+7KDNS8+Rjnz/qOGS1leW53SS1uBeRh4BFwII2vknbKMUuLZUMtdei+rCAAEAHD2oPGD6fcPUrxrjR9b++yHsEAKD3kLXT50Hdhqwdlh9D1rgiQhYBi4AFDRw1+CsZZvs87q4fuiwfANBIXpUYEyYSrG74lcI4MT9VwvsEAKDzkFVFyAIBi4CF6znba7yyQfanxzeydABAC898Jcb4CYSqW0Usc7QEP/lv3i8AANsJWZ2cdRuyPgolZBGwCFiwokujVikbYCsGZbBsAMDqd15Vi3/cGAJVQyNWUJgE88MjAAAbClmZac/LB74P6TZk7Qy5m5BFwCJgwTrKOnZQMri2GHxZMgBg1WdeXRbjgKmEqUbfiRUp5qdKef8AAGwvZHXx1G3I+iSwjeQu7SKphCwCFgELTeWEpa+yodX36TIWDABYiWn8cwSp2+Qf1V/MK8/wPgIA2JSw/OofQ1bXjvoNWQGELAIWAQtN5MKAucqG1ePjClgsAGAFQdPeqz1A+BOj7iRixY+vv4uN9xMAwFZD1vtdvAhZIGDBcXyTtl6KnVsoGVIvd09koQBAEwt+qlQMgWYilAKBqc/yngIA2HzI2t7VW7cha5fxx5DFM7IIWAQsKHG09hCvYjjt9WhXP0RZJgDQVM+9qhH/niOIT6oYjBI8dzfvKwCATbPUng8mT35V1yFrt39ryV/UWcYX9iQWEbAIWLh9Z3qkKBtMo2ZsYYkAQBMJnLCK6KT6q4TRA+rDIO8vAIC9hKxtXR/Wfcia8AUhi4BFwMJt+Hrkc8oG0pIhj7M8AKAJmBcVicFoIjo1AdPk13iPAQDsL2R18yFkgYAFe7NNSj3vUzKINhkNLA0AUP7Vwcvi33MksamJGILC+FVCAID9hiy/TroNWZ8aCFkELAIWGul4SE8lA+igs5PELTnKwgAAhYKmb7aB50n514cg/7A4MYT1FoM5WvyMgbbzQPc/5fBeAwDYbchKm/p2/c0Gug9ZB3oQkwhYBCzc3IXELGXDJzPtrywKAFAlr1r8I+J1eNeSRQIGT5egzHUSvOCAmPOqrv/Vx9wLEvxUmQT9eb0EPDLvx7Clx7uwzFE3/GcAAMCeQtZ7Af66DVl7fVvJc3N9CFkELAIWbuzK+HekyLmZkqHzQo8hLAgAUPXg9rTV+go9Uf0laOra+rB2e1+HrKm/o8wYl6y/Z2HV/XPxngMA2LnQgsv1IWtjoFH/IWs/IYuABVxHeZfOSobNHs97xJJ/ieUAAAruvjKEdtdHuAqNFdNj79Q/j0vVP58p8936O59084uEPYfzngMAOFzI2hAYoNuQtaczIYuABVzH6djRygbNiKwPWAoAcKeBJ+MtXYQd4+AZEvLMV03yz2hefqo+HOklYpmfKuG9BwBwOCnTNshGU6CuQ9aqmV6S/u9YYhMBC9gu1cPzlA2YxUlZLAIAuBN1vzwYM1DzB7Ob0l9s+n/WZ77SzVcKA1Oe4b0HACBk6fWrhYQsAhZQb9JWKfVop2SwrDcFsQAA4A4EZX2gfbx69A2r/fOaV1aKIaKf9l8jjIjn/QcAIGRN2yAbAk26D1kTPydkEbDgsI4Fd1cyUAqdm0nPZccY/gBwm4yJGdreiZT6rNX/mYPn76s9HAXwNUIAAHQUsupuTtBryPq8008ha293IhQBC47mfMJ0ZcMkY9KLDH0AuM2v1BkCzdo98ypxitKHtTdGwPAF2v8a4aRXeQ8CAPALo2ZulbUhEfoNWT4tCVkELDiaK6lv1w4AJyVD5Pm4EQx7ALidrw9O26jdrw2aI8W88oxm/+zm5SfFzxio7UPrB0zlfQgAwI1CVmikbkPWvo4t5MXMhwhZBCw4iiO+3kqGxy7vDvU/zcqgB4BGfn1w4J81izdBU9/W/J8/YOBjmgYsQ2gs70MAAG4VsixRhCwCFgEL2jodM1zZ4Bj2xCcMeABozB1IeVXiFxiizQPMIxMkpKBGB3egbdD4AfYGCck9x/sRAIAGhKy3LdG6D1mT9hCyCFiwS1VJK5UNjIXD5zLYAaAxDzKfu9uh776qj3grK+t/BVHLiBX85F7ejwAANCJkvR7VW7chaz8hi4AF+3R14hYpdW+rZFCsCwljoANAIwSOf16baBNUO6/zqnTzd/CPStT2Qe6Z/+T9CABAY0PWrG26D1mvTnaXR3fFEK0IWLAXX5rU/MJEoUsLiVlxmmEOAA19/lXio5oEm7pf/9PT3yFg0DRtA9bk13k/AgBwm0bO2q7vkOXZnJBFwIK9OBefqWw4THr0NYY4ADSQwRylzVfm5nysr4A1ZoW2AWv8X3k/AgBwh0ZkvW8TIWvKJzEELAIWbNXlsWtqL2gnJUPhuT5jGN4A0JBnP2Uf0SbYBIZKSP7XuvpbmCa+rGnAChybx3sSAABlIeuD+pB10NmJkEXAImBBvcOdHlIyDHb6PCihBZcZ3ABwC0Ezt2kSa4z90vT3t5i6VtuANf553pMAACg2ZN6n8lLsQN2GrC/cm8nfx7vKlI+jCVgELNiSU1HDlA2CwfP2MLAB4FZ3HaW/qE2sSX1WfwFr2gZtA9bEl3lPAgDg4CErY2c0AYuABVtQNWyZsgEwb9QiBjUA3ELgyEWaxJqgrA90GLDe0/YZWFPW8J4EAKDJQ9Zn+g5Zbg4SsghYsHVXJ26WErffKrnw11qiGNAAcAvGhHRNYo156Zf6uxst85+aBqyg2v983pMAAFhH3Td2VsUNl0LnZvoOWR9FE7AIWNCrLwNDlVzwB1xbSXTOWYYzANyEf1R/q4caQ2CIhOjwOYVBU9/WNmBlfch7EgAAKxv05N4fQ5ZLc92GrLeTnSXz/UhHDVhCwIJuVfaZouxin5DxFkMZAG7CLyjM6qHGPzJBn1+nHJunacAKfqqM9yQAAJqFrM9tI2RtjyRgEbCgF5dTXlN2kef3G8cwBoCbBSyD0foBKy5Zn1+nHDxdu4BlMIg5r4r3JAAAGhs4X98hq9DV6ceQtS2CgEXAgh4cethVycW9o7M7QxgAbuSZrzSJNQGJU/T5dcrIBO0ClpnnNgIAQMhqfMj6s62GLAIW7MXJyIHKLuwBC/czgAHgOszLT2gTsAY/rr+/xVOlmn59UK93pQEA4OgSFhdJQXyKFLq00HXImmZrIYuABXtxccjTyi7oOWOWMHgB4LrRpkSTWGMcmqW/51+NWalpwAoYza4CAEDP+i0u1nXIOujiJO888geZtjWcgEXAgjVdTd8kJa53KbmQ14T3YOACwPXkVYs5+7D1rTitr5C38qwYTKGaBizTtI28HwEAIGQ5TsgiYMGeVBiDlFzA+91aS2TueYYtAOD6d1+NztY0XtUxLz3GawEAgA2Jf6rEJkLW41vCCVgELDS1yrhJyi7ecZnrGLIAgP8RvLCw9nAUoGm8MsQM4rUAAMBmQ1ap5CamywFF3yBqsjuyNocTsAhYaCo1Y15SdtHmDpjIcAUA/LdnvhJDVH/N774KHP88rwUAAISsJg9Z6wd1kJnrQwlYBCw0hUPeDyq5WLd39WaoAgD++6uDw+drHq/8DAYJzj7C6wEAgJ3o+3RZfciqe5SNnkPWrHdDCVgELKh0Mry/sgs1YdFBBioA4Md4NWGV9vGqln9cMq8HAAB2qE/2IX2HLOffaBuyCFiwN18NWqjsAp2VspJBCgAQ06Nv1N/5pIeAFTRtA68JAAAOELL2ubXRdcjK+mcIAYuAhTvxTdpGKXZpqeTCfC2qDwMUABw9Xk1+XTfxyhDaQ0IKLvG6AADgAHouOyZLB2fqNmTVea/ffZK1LoSABdyuowajkotxn8fdEp53keEJAI6ooEYCx6zQTbyqf3j7hFW8LgAAELIcM2QRsGCPzvYar+xC/NPjGxmaAOBgzDnnxBg/Tjfhqv7uq7A4Ccmr5vUBAMDRQ5b7bx0zZBGwYI8ujf6bsgtwxaAMhiUAOFK8WlohhphBuopXdeq+ysjrAwAA6kLW4qQs2evRTtcha/Y7IQQsoCHKOnZQcuFtMfgyJAHAQQTP2SkGc5Tu4pV/7FCefQUAAP5Lj2XHdR+ytvS8V+atCSZgATdzwtJX2UXX9+kyBiQA2PnzrgJGL9XV865+ZjRJ8OJiXiMAAHDzkPWQvkPWk28EE7CA6/lq4DxlF9v01HwGIwDY61cGc89LwMDH9Beu/vPg9pRcXicAAHBLsctP2ETImvf3IAIW8EvfpK2XYucWSi6yl7snMhABwB7j1VMl4h8Rr9t4ZeyXVn93GK8VAABodMjybK/vO7JeDyJgAf9xtPbwr+LiqvtOcVg+v/wEAHb1vKt5e8RgjtZtvDKE9RLzitO8VgAA4LbE5JyR+SMX6D5kLV4dQMACzvQYq+zCGj1zM0MQAOyEacqb4mcM1G+8MkdK8FM8fxEAANy56Jyz9SFrj+c9th2yCFiwZ1+PfE7ZBbVkyOMMPwCwh3iVtlqfD2v/T7yqe2j7nJ28VgAAoElC1mcd79VvyOpxz41DFgEL9m2blHrep+RC2mQ0MPQAwNbj1eTXdR2v6u4KC3p8E68VAABoMlE5lboPWVuvF7IIWLB3x0N6KbmADjo7SdySoww8ACBeNVG8MknQrPd5rQAAgNVC1uzkpbLLu4NuQ9a22B9DVmoJAQsO4EJilrKLJzPtrww6ALDFeDVtY+1hxqjfeBUYSrwCAAAah6wHdBuyPgz/nTz9F38CFuzblfHrpMi5mZKL5oUeQxhwAGBjgud8rO8HtofGSvCCA7xWAABAU5E55+pD1icP/0GXEavQ2UkMft3EYCBgwY6Vd/VVcsHU/WqDJf8Sww0AbIR5UVH93U16jVfG+PFiXnmG1woAAOhGTO3ZZNEjc3T3jKy6gOXfrVu9m4YsAhZs2enY0coumhFZHzDUAMAW5F0U/6hEfcYrg78EJi+TkAL+pQgAANDpHVm55+vvyPrY54+6C1j/iVgELNid6hH5yi6axUlZDDMAsAEBSXN1Ga/8I+IleN4eXiMAAGATwvMuyozUPNnp86CuApYfd2DBLk3aKqUe9yi5aNabghhiAKD3515lfajLXxw0DswU88qzvEYAAMAGQ1aVpiHr118h5BlYsFvHgrsrumiaSc9lxxhgAKDbrw5WiSG8j+5+ZdA09R+8NgAAwH5CVidnzQKWn4GHuMOOnU+YoezCyZj4AoMLAHQqcMwKfX1lsMcjYl5awWsDAADs9I4sF6sGrJvefUXAgj24Mm5t7ZveScmF83zcCAYWAOiQObtc/Iwm/XxlcPAMCXnmK14bAABg1yErM+15+aCLp1UC1k3vviJgwV4c8fVWcuHs9rpfLAU1DCsA0JmAoVm6CFcGo0lMk1/nNQEAAA4jLL/6x5DVtWPT3oFFwIIjOB0zXNnFkzTnY4YUAOhI8IIDtQcWf+3jVVhc7X+XL3hNAACAQ4es97t4NU3A4hlYcARVSSuVXTwLh89lOAGAjhh1cPdV/fOulh3n9QAAAISsn0LW9q7e/Aoh0FhXJ26RUve2Si6edWYLQwkA9CL3nBgCzdo+72pgppjzqngtAAAAfqHu8TuTJ796xyHrlwHrphGLgAV7cSwoUk39dWkhMStOM5AAQAdMU9ZoHq9CCi7xWgAAANwiZG3r+rCSgHXD52ERsGAvzsVnKvsa4aRHX2MQAYAO+PcZq128SpgoIflf8zoAAAA0JmR187nzgFV3F5bBcIOA1e0H//r/vdsPBCzYpMtj19S++Z2UBKzn+oxhAAGA1p75SvyMJm2eedVzpITwtUEAAIDbDlk7fD1uO2D9GLH8fvwhn1+ELINft2v+tf+zDgELNu1wZ08lAWunz4MSWnCZ4QMAGgqeuV2beBWVWP/sLV4DAACA2whY+ZdkcVJW/eN57iRg1fHzM/wUsX4MWf+JVwQs2LxTUcOUfY1w8Lw9DB8A0FDg6GzrByyDUcwLDvD3BwAAuA0Jiw7Ku0HmO/4K4c93YdVFrJ8D1o8MP4UsAhZsWtWw5coC1rxRixhAAKAhY1yy1QNWYMoz/O0BAABuw4zUPNnr0U7JQ9yv/1VC//+6G4uABZt2deJmKXH7rZKAtdYSxRACAA35BYVZNV4ZzLVzP+8if3sAAIBGiF1+Ul6KHXjbn71vFbB+jFgG7sCC/fkyMFRJwDrg2kqic84ykABAA+YlR61+95UptYC/PQAAQCOMmb5Jdvq43NFn7wYFrG4//iqhwcAzsGBHKvtOUfY1wgkZbzGUAEADVn+AuzFQzMtP8bcHAABogPC8i5KbmC4HnZ3u+HN3QwJWPb9uPMQd9uVyyuvKAlZ+v3EMJwDQgGny61YNWMaEdP7uAAAADdB/4Rey3hSk7HN3gwPWryIWAQt24dDDrkoupB2d3RlQAKCBuoepWzNgBU1Zw98dAADgJiwFNTJ/5ALZ79ZaWbxq9B1YfIUQ9uZk5EBlF9OABfsYVgBgZQFJT1g1YNU9c4u/OwAAwPX1yT4ib4XFKA1XjQpYvwhXBCzYlYtDnlZ2Mc0Zs4SBBQBWZkyYaL2AFRTG3xwAAOAGMia9KHs92zdJvLplwPK7frwiYMFuXE3fJCWudym5mNaExzK0AMDaAavvOOs9/6pPCn9zAACAX4nOOSur4oY3Wbi6ZcAydLtuuCJgwe5UGIOVXEx13++NzD3PAAMAOw1YAUNm8jcHAAD4hVEzt9Y/E7qp49V1A9ZN7roiYMEuVcZNUnZBjctcxxADAHsNWENn8TcHAACoFZZfLUsHZ0qhSwurxKv/CVh+3W4ZrghYsDs1Y15WdkHlJvLz6gBAwAIAALBfiQsPyIZAk9XC1X8FrAbedUXAgt065P2gkgtqe1dvBhoAELAAAADs0uzkpbLPrY3V41Wd8vh7Gh2vCFiwOyfD+yu7qBIWHWSwAQABCwAAwG70WHZcXo3up0m4KnZvJheyveSH8shGxysCFuzOxUELlV1cs1JWMuAAgIAFAABgFyZMXSu7ve7X5q6riLvl6vsmkS8j5YejBCxAvknbKMUuLZVcYK9F9WHIAQABCwAAwKZF5pyTgvgUOejsZP145eIkZ6e7yrVD4fXxioAF/MJRg1HJhbbP424Jz7vIwAMAawSswTPEENbbKgJHL+FvDgAAHMKwJz6RbX6dNLnrqszQSmre8vs5XBGwgF8522uCsgvuT49vZOgBAAAAAGyKJf+SLE7Kki8UfUOpsU4kd5DvD1r+J14RsIBfuDT6b8ouuhWDMhh+AAAAAACbkbC4SN4NMmsSrko6NpeqZ32uG64IWMB1lHXsoOTi22LwZQACAAAAAGzCY2mrZK9HO03iVUWf9vLtbvNN4xUBC/iVE5a+yi7Cvk+XMQgBAAAAALoVu/ykvBQ7UJNwVezqJOcXeMq1IxG3jFcELOBXvho4T9nFOD01n4EIAAAAANClMTP+JR91ctUkXh02t5Er7xkbFK4IWMB1fJO2XoqdWyi5IF+J6c9QBAAAAADoSnjeRclNTJeDzk6axKszGc5yrSy8UfGKgAVcx9FufkouyrrvD4flVzMgAQAAAAC6MGTeZ/XPbNYiXJX6tpSvX+7S6HBFwAJu4EyPscou0NEzNzMkAQAAAACashTUyPyRC2S/W2tN4tWxIffJd/tDbzteEbCA6/h65HPKLtIlQ6YxLAEAAAAAmumdXS5vhXXXJFyVdGwuF3O8RSoi7yheEbCA69ompZ73KblYNxkNDEwAAAAAgCbSM9bIp16/1yRelUe3lasfmu44XBGwgJs4HtJLyQVb91C8uCVHGZwAAAAAAKuJyqmUVXHDNQlXRa5OUjnHXa6VRyiLVwQs4AYuJM5WdvFmpv2VAQoAAAAAsIpRM7fKjs7umsSrQ6bWcmWDv9JwRcACbuLKhHVS5NxMyQX8Qo8hDFEAUChw5KLag4ifZoLnfMzrAAAAdCcsv1qWDs6UQpcWmsSrkykPyA/FliaJVwQs4CbKu6r5adE9nveIJf8SAxUACFgAAABNov/CL2RDoEmTcFXaqaVUr/ZtsnBFwAJu4Uz3ZGUX9IisDxiqAEDAAgAAUG528lLZ5/5bTeJVRd/28u1n5iaPVwQs4CaqR+Qru6gXJ2UxWAGAgAUAAKBMj2XH5ZWYBE3CVbF7M7mQ7SVSEWmVeEXAAm5m0lYp9bhHycW93hTEgAUAAhYAAIAS4x/7h+zy7qBJvDoScbdc3R5otXBFwAIa4FhwdyUXeKFzM+m57BiDFgAIWAAAALctMve8FMSnyEFnJ+vHKxcnOTvdVa4dCrd6vCJgAbdwPmGGsos9Y+ILDFwAIGABAADclqFzd8k2v06a3HVV5tdKat700yRcEbCABrgyfq0UKSrbz8eNYOgCAAELAACgUep+1b7uucpfuLTUJF4dT/q9fL8/VNN4RcACGuCI78NKLvrdXveLpaCGAQwABCwAAIAG6ZN9SNaGRmoSrkq8mkvVsz6ahysCFtBAp2NGKBsASXzoAQACFgAAQANMTf+b7H2onSbxqqJ3e/l2V7Bu4hUBC2iAqkdylA2BhcPnMogBgIAFAABwQ91XnJKXYgdqEq6KXZ3k/AJPuXYkQlfxioAFNMDViVuk1L2tkmGwzmxhIAMAAQsAAOC6kmf8Sz7q5KpJvDoc3EauvGfUXbgiYAGNcCxIzXeOC11aSMyK0wxmACBgAQAA/Cw8r0pyE9PloKIfEWusMxnO8kNpmG7jFQELaKBz/f6sbDBMevQ1BjQAELAAAADqDZn3mWz276JJuCr1bSlfv9xF1+GKgAU0wpWxb9Ze3GpK+HN9xjCkAYCABQAAHFxowWWZnbxU9ru11iReHRt8n3y3L9Qm4hUBC2iEw509lQyJnT4P1g8qBjYAELAAAIBj6p1dLm+GxWoSrko8m8vFHG+RikibiVcELKARTkUNUzYwBs/bw9AGAAIWAABwQGlT35TdXvdrEq/Ko9rK1Q9MNhWuCFhAI1UNW65saDw5ciGDGwAIWAAAwIFE5VTKqrjhmoSrIhcnqZzjLtfKI2wyXhGwgEa4OnGzlLj9VsnwWGuJYoADAAELAAA4iFGztsmHvh6axKtD/nfJ5X8YbDZcEbCA2/BlYKiSAXLAtZVE55xlkAMAAQsAANixsPxqWTo4UwpdWmgSr07+6QH5ochi8/GKgAU0UmXfKcoGSd33nhnoAEDAAgAA9ilhYaGsNwVpEq5KfVpI9WpfuwhXBCzgNlxOeV3ZQMnvN46hDgAELAAAYIdmpObJ5x6/0yReVfS9R779zGxX8YqABdyGQz5uSobKjs7uDHYAIGABAAA7Erv8hLwS01+TcFXs1kwuZHuJVETaXbwiYAG34WTEIGUDZsCCfQx5ACBgAQAAOzAu8x3Z5d1Bk3h1JOJuubot0C7DFQELuE1VQ7OVDZk5Y5Yw6AGAgAUAAGxYZO55KYhPkYPOTtaPV86/kTMZznLtULhdxysCFnAbrqZvkhLXu5QMmzXhsQx8ACBgAQAAGzV07i7Z6tdZk7uuyvxaSc2bfnYfrghYwB2oMAYrGTj73VrX13oGPwAQsAAAgO2wFNTI4qQs+cKlpSbx6viw38v3+0McJl4RsIDbVNl7srLBMy5zHQsAAAhYAADARvR++rCstURpEq5KvJpL1bM+DhWuCFjAHagZ87KyAZSbmM4SAAACFgAAsAFT0/8mex9qp0m8OhrXTr7dFeyQ8YqABdyBQ94PKhlC27t6swgAgIAFAAB0rPuKU/JS7EBNwlWRq5NUznGXa0ciHDZeEbCAO3AyvL+ygZSw6CBLAQAIWAAAQIeSZ/xLPurkqkm8OhzcWq5sNDp0uCJgAXfo4qCFyobSrJSVLAYAaCDz0goJfvLfmgnhxzcAAHAI4XlV9Y98KXRupkm8OpX+oPxQEka8ImABd+abtI1SrOgXJ16L6sOCAAAAAACdGDxvj2z276JJuCrt3FK+fsmXaEXAAtQ5ajAqGVD7PO6W8LyLLAoAAAAA0FBowWWZnbxU9rm10SReHRt0r3y3L5RgRcAC1Drba4KyQZUybQMLAwAAAAA00ju7XN4Mi9UkXJV4NpeLOd4iFYQqAhbQBC6NXq1sYK0YlMHSAAAAAAANpE19U3Z73a9JvCqPbCtXPzARqQhYQNMq69hBydDaYujM4gAAAAAAK4rKqZRVccM1CVdFLk5ydrqrXDscTqAiYAFN74QlXtkA6/t0GUsEAAAAAKxg1Kxt8qGvhybxqsy/ldSsNRCmCFiA9Xw18EllQ2x6aj6LBAAAAACakCX/kixOypJClxaaxKuTYx6QH4osRCkCFmBd36Stl2JnNYPvlZj+LBQAAAAAaCIJCwtlvSlIk3BV6tNCqlf7EqMIWIB2jnbzUzLQ9nq0k7D8ahYLAAAAACg2IzVPPvf4nSbxqqJPe/n2UzMhioAFaOtsz7HKBtvomZtZLgAAAACgSOzyE/Jy90RNwlWxWzO5kO0lcjSCCEXAArT39cjnlA24JUOmsWQAAAAAQIFxme/ILu8OmsSrw+Y28s0mI/GJgAXoyTYp9bxPyZDbZDSwaAAAAADgDkTmnpeC+BQ56Oxk/Xjl/Bs5k+Es18rCCU8ELEB/jof0UjLs6gZs3JKjLB0AAAAAuA1D5+6WrX6dNbnrqqxbK6lZ043gRMAC9OtC4mxlQy8z7a8sHgAAAABoBEtBjcwfuUAOuN6lSbw6Puw++X5/CLGJgAXo25UJ66TIuZmSwfdCjyEsIAAAAABooN5PH5a3LdGahKuSjs2l6lkfIhMBC7Ad5V19lQzAPZ73iCX/EosIAAAAAG4hI3217H2onSbxqrz77+T/dpgITAQswLac6Z6sbBCOyHqfZQQAAAAAN9B9xSl5KXagJuGqyNVJKue4y7UjEcQlAhYxBLanekSBsoG4OCmLpQQAAAAA1zF65mbZ0dlNk3h1OLi1XNnoT1QiYBGwYMMmbZXSh9orGYobAk0sJgAAAAD4hfC8KslNTJdCRc8fbqxT6Q/KD8UWghIBi4AF23fM3F3JYKwbyD2XHWNJAQAAAECtAQv3y4bAAE3CVWnnlvL1i76EJAIWAQv243zCDGVDMmPiCywqAAAAAA4ttOCyzE5eKvvc2mgSr44NvFe++3coEYmARcCCfbkyfq0UOTspGZSr4oazsAAAAAA4rLglR2VNeKwm4arYvZlcyPYSqSAeEbAIWLBTR3wfVjIwd3vdL5aCGhYXAAAAAIczIeOt+s9EWsSr8si2cvV9E+GIgEXAgn07HTNC2eBMmvMxywsAAACAw4jMOVf/bRQtwlWRi5Ocne4q1w6FE40IWAQs2L+qR3KUDdCFw+eyxAAAAAA4hEfm7JRt3Xw0iVdlhlZS87YfsYiARcCC47g6cYuUurdVMkTXmS0sMgAAAAB2zZJ/SRYnZUmhSwtN4tWJ5Afk+4MWQhEBi4AFx3MsKFLJIK0b4DErTrPUAAAAANilhIWF8m5QsCbhqvThFlK92pdARMAiYMFxnev3Z2VDddKjr7HYAAAAANidGal5stejnSbxqqJPe/n2UzNxiIBFwIJjuzL2zdqh6KRksD7XZwzLDQAAAIDdiF1+Ql7unqhJuCp2aybnF3iKlEcQhghYBCygzuHOnkoG7E6fByW04DKLDgAAAIDNG5e5TnZ5P6BJvDpsbiNX3jMShAhYBCzgl05FD1M2aAfP28OyAwAAAGCzwvMuSm5iuhx0drJ+vHL+jZzJcJZrZeHEIAIWAQv4tephy5UN3CdHLmTpAQAAALBJQ+fuli2GzprcdVXWrZVceqMbEYiARcACbuTqxM1S4vZbJUN3bWgkiw8AAACATbEU1Mj8kQtkv1trTeLVsaH3yXf7QwlABCwCFnArXwZalAzeA66tJDrnLEsQAAAAgE3o/fRhedsSrUm4KunYXC7meItUEH4IWAQsoEEq+2YoG8JpU99kEQIAAADQvYyJL8hez/aaxKvymLbyfztMRB8CFgELaIzLKa8rG8QF8aksQwAAAAC6FbPitLwUO1CTcFXk6iSVc9zl2pEIgg8Bi4AF3I5DPm5KBvKOzu4sRQAAAAC6NHrm5trPLG6axKvDQa3lygZ/Qg8Bi4AF3ImTEYOUDeYBC/axHAEAAADoRnhelSwdnCmFLs01iVen0h+UH4otRB4CFgELuFNVQ7OVDec5Y5awJAEAAADoQuLCA7LRFKhJuCrt1FKqX/Al7hCwCFiAKlfTN0mJ611KhvSa8FgWJQAAAABNhRZcltnJS2WfWxtN4lVFfHv59jMzYYeARcACVKswBisZ1PvdWktk7nmWJgAAAABNxC05Wv8v1rUIV8XuzeRCtpdIBUGHgEXAAppEZe/Jyob2uMx1LE4AAAAAVpc29W3Z7XW/JvGqPOJuufq+iZhDwCJgAU2pZszLygZ3bmI6yxMAAACA1UTmnJNVccM1CVdFLk5ydrqrXDsUTsghYBGwAGs45P2gkgG+vas3SxQAAACAVSTN+Vi2dfPRJF6VGVpJzVt+BBwQsABrOhHeX9kgT1h0kGUKAAAAoMlY8i/J4qQsKXRpoUm8OpHcQb4/aCHegIAFWNvFwYuUDfNZKStZqgAAAACaRN2/MH83yKxJuCrp2FyqnvUh2oCABWjlm7SNUuzSUslQfy2qD4sVAAAAgHIzUvNkr0c7TeJVRe/28u1uM8EGBCxAa0f9A5QM9n0ed0t43kUWLAAAAAAlYpeflJe7D9AkXBW7Osn5BZ5y7UgEsQYELEAPKnulKRvyKdM2sGgBAAAA3LEx0zfJTh8XTeLVYXMbufKekUgDAhagJ5dGr1Y26FcMnMKyBQAAAHDb6r7VkZuYLgednTSJV2cynOVaWTiBBgQsQI/KOnZQMuy3GDqzdAEAAADcliHzPq3/TKFFuCr1bSlfv9yFMAMCFqBnJyzxygZ/36fLWL4AAAAAGsxSUCPzRy6Q/W6tNYlXx4bcJ9/tDyXKgIAF6N1XA59UNvynp+azhAEAAAA0SJ/sI/JWWIwm4aqkY3O5mOMtUkGMAQELsAnfpK2XYucWSpbAKzH9WcQAAAAAbilj0ouy17O9JvGqPLqtXP3QRIgBAQuwNUe7+SlZBHs92klYfjULGQAAAMB1ReeclVVxwzUJV0WuTlI5x12ulUcQYUDAAmzR2Z5jlS2F0TM3s5gBAAAA/I9RM7bIjs7umsSrQ6bWcmW9P/EFBCzAln098jlli2HJkGksZwAAAAA/q/uWxtLBmVLo0lyTeHUy5QH5odhCeAEBC7B926TU8z4ly2GT0cCSBgAAAFAvceEB2WgK1CRclXZqKdWrfQkuIGAB9uR4SJySJXHQ2Ul6Z5ezrAEAAAAHNzt5qexza6NJvKro216+/cxMbAEBC7A3FwbMUbYs/jzhORY2AAAA4KB6La2QNeE9NAlXxe7N5EK2l0gFkQUELMAuXZmwToqcmylZGi/0GMLiBgAAABzQhKlrZbfX/ZrEqyMRd8vV7YEEFhCwAHtX3rWLksWxx/MeseRfYoEDAAAADiIy55wUxKfUP1LE6vHKxUnOTneVa4fCiSsgYAGO4EzsGGVLZETW+yxyAAAAwAEMe+IT2dbNR5O7rsr8WknNm35EFRCwCFhwJNUjCpQtksVJWSxzAAAAwI7Vfeui7txf6NJCk3h1POn38v3+EIIKCFgELDicSVul9KH2SpbJhkATSx0AAACwUwmLDsq7QWZNwlWJV3OpetaHkAICFgELjuyYubuSpVLo3Ex6LjvGcgcAAADsTGba87LXo50m8epoXDv5dlcwEQUELAIWHN35hBnKlkvGxBdY8AAAAICdiF1+Ul6KHahJuCp2dZLzCzzl2pEIAgoIWAQsYLtcGb9WihT9csiquOEsegAAAMAOjJm+SXb6uGgSrw4Ht5Er7xkJJyBgEbCA/3bE92Eli2a31/1iKahh4QMAAAA2KjzvouQmpstBRf+Su7FOpT8oP5SEEU1AwCJgAf/rdMxIZQsnac7HLH4AAADABg2Z95lsMfhqEq5KfVvK1y/5EktAwCJgATdW9UiOssWzcPgTLH8AAADAhtR9i2L+yAWy3621JvHq2OD75Lt9oYQSELAIWMAtTNoqpR6/U7J81pktHAIAAAAAG9En+4i8FRajSbgq8WwuF3O8RSoIJCBgEbCABjoWFKVkCRW6NK//tRIOAwAAAIC+pWeskU+9fq9JvCqPaitXPzARR0DAImABjXOu3zRly2jy5Fc5EAAAAAA6FZVTWf8L4lqEqyIXJ6mc4y7XyiMIIyBgEbCAxruS+lbtQlHzSyPP9RnDwQAAAADQoVEzt8qOzu6axKtD/ndJzVoDQQQELAIWcGcOd/JUspg+efgPElpwmQMCAAAAoBNh+dWydHCmFLq00CRenfzTA/JDkYUYAgIWAQu4c6eihylbUHU/wctBAQAAANBe/4VfyIZAkybhqtSnhVSv9iWCgIBFwALUqR62XNmienLkQg4LAAAAgMZmJy+VfW5tNIlXFX3vkW8/MxNAQMAiYAFqXZ24WUrcfqtkWa0NjeTAAAAAAGikx7Lj8kpMgibhqtitmVzI9hKpIHyAgEXAAprIl4EWJUvrgGsric45y+EBAAAAsLIJU9fKLu8OmsSrIxF3y9VtgUQPELAIWEDTquyboWx5pU19kwMEAAAAYCWROeekID5FDjo7WT9eOf9GzmQ4y7WycIIHCFgELKDpXU55XdkSK4hP5SABAAAAWMGwJz6RbX6dNLnrqsyvldS86UfoAAGLgAVY1yEfNyWLbEdndw4TAAAAQBOy5F+SxUlZ8oVLS03i1fFhv5fv94cQOUDAImAB1ncycrCyhTZgwT4OFgAAAEATSFhcJP8MDtEkXJV4NZeqZ32IGyBgEbAA7VQNzVa22OaMWcLhAgAAAFDssbRVstejnSbx6mhcO/l2VzBhAwQsAhagravpm6TE9S4ly21NeCwHDAAAAECR2OUn5aXYgZqEqyJXJ6mc4y7XjkQQNUDAImAB+lBhDFay5Pa7tZbI3PMcNgAAAIA7NGbGv+SjTq6axKvDwa3lykYjMQMELAIWoC+VvScrW3bjMt/hwAEAAADcpvC8KslNTJeDzk6axKtT6Q/KDyVhhAwQsAhYgP7UjHlZ2cKrW7YcPAAAAIDGGzLvM9li8NUkXJV2bilfv+hLwAABi4AF6Nsh7weVLL73u3hx+AAAAAAawVJQI/NHLqh/JIcW8erYoHvlu32hxAuAgAXo34nw/soWYMKigxxEAAAAgAbonV0ub4V11yRclXg2l4s53iIVRAuAgAXYiIuDFylbhLNSVnIYAQAAAG4hPWON7Pa6X5N4VR7ZVq5+YCJYAAQswLZ8k7ZRil1aKlmGr0f15kACAAAA3EBUTqWsihuuSbgqcnGSs9Nd5drhcGIFQMACbNNR/wAlS3Gfx90SnneRwwkAAADwK6NmbZMPfT00iVdl/q2k5m0/IgVAwAJsW2WvNGXLMWXaBg4oAAAAwE/C8qtl6eBMKXRpoUm8OjnmAfmhyEKgAAhYgO27NHq1sgW5YuAUDioAAABArf4Lv5ANgSZNwlWpTwupXu1LmAAIWIB9KfN6QMmi3GLozGEFAAAADm9Gap587vE7TeJVRZ/28u2nZqIEQMAC7M+JsHhlC7Pv02UcWgAAAOCQeiw7Lq/E9NckXBW7NZML2V4iRyMIEgABC7BPXw18UtninJ6az+EFAAAADmf8Y/+QXd4dNIlXh81t5JtNRkIEQMAC7Ns3aeul2FnNgyXr/o0TBxgAAAA4isjc81IQnyIHnZ2sH6+cfyNnMpzlWlk4EQIgYAGO4Wjt9aFiie71aFf/ayscZgAAAGDvhs7dJVv9Omty11VZt1ZSs6Yb8QEgYAGO5WzPVGXLdPTMzRxoAAAAYLcsBTWyOClLvnBpqUm8Oj7sPvlufyjhASBgAY7n61F/VbZQlwyZxsEGAAAAdqlP9iFZGxqpSbgq6dhcqp71ITgABCzAkW2TUs/7lCzWTUY/DjcAAACwO1PT/yZ7H2qnSbwqj2kr/7fDRGwACFgAjofEKVmudQ+w7J1dziEHAAAAdqH7ilPyUuxATcJVkauTVM5xl2tHIggNAAELQJ0LA+YoW7R/nvAchx0AAADYvOQZ/5KPOrlqEq8OB7eWKxv9CQwAAQvAL12ZsE6KnJspWbYvxg7mwAMAAACbFZ5XJbmJ6fXfLtAiXp1Kf1B+KLYQFwACFoDrKe/aRcnC3eN5j1jyL3H4AQAAgM0ZPG+PbPbvokm4Ku3cUqpf8CUqAAQsAhZwM2dixyhbviOy3ucABAAAAJsRWnBZZicvlf1urTWJV8cG3ivf/TuUoAAQsAhYwK1UjyhQtoCfSprFQQgAAAA2oe5HiN4Mi9UkXBW7N5ML2V4iFYQEgIBFwAIaZtJWKX2ovZJFvCHQxGEIAAAAupc29aUFZOUAAGbsSURBVE3Z7XW/JvGqPLKtXH3fREQACFgELKCxjpvV/JunQudm0nPZMQ5FAAAA0KWonEpZFTdck3BV5OIkZ6e7yrVD4QQEgIBFwAJux/mEGcoWc8bEFzgcAQAAQHdGzdomH/p6aBKvygytpOYtP8IBQMAiYAF34sr4tVKk6OeC6/6NFgckAAAA6EVYfrUsHZwphS4tNIlXJ5IfkO8PWogGAAGLgAWocKSLj5IFXfcsAUtBDYclAAAAaC5hYaGsNwVpEq5KH24h1at9iQUAAYuABah0OmaksmWdNOdjDkwAAADQ1IzUPPnc43eaxKuKPu3l291mQgFAwCJgAapVP5KrbGEvHP4EhyYAAABoInb5CXklpr8m4arYrZmcX+ApUh5BJAAIWAQsoElM2iqliv4N1TqzhcMTAAAArG5c5juyy7uDJvHqsLmNXHnPSBwACFgELKCpHQuKUrK8C12aS+zykxyiAAAAYBWRueelID5FDir6YaJGcf6NnMlwlmtl4YQBgIBFwAKs4Vy/acoW+eTJr3KYAgAAQJMbOneXbPXrrMldV2XdWsmlN7oRBAACFgELsKYrqW/VLmI1/9bquT7JHKgAAADQZOp++Xr+yAVywPUuTeLVsaH3yXf7Q4kBAAGLgAVo4XAnTyUL/ZOH/yChBZc5XAEAAEC53k8flrWWKE3CVUnH5nIxx1ukgggAELAIWIBmTkUnKVvuQ+Z9xgELAAAASmWkr5a9D7XTJF6VR7eV/9thIgAABCwCFqC16mHLlS34J0cu5JAFAAAAJbqvOCUvxQ7UJFwVuTpJ5Rx3uXYkgg//AAGLgAXowdVJm6XE/W4li35taCSHLQAAANyx0TM3y47ObprEq8NBreXKBn8+9AMELAIWoDdfBoYpWfYHXFtJdM5ZDl0AAAC4LeF5VZKbmC6Fzs00iVen0h+UH4otfOAHCFgELECPKvtmKFv6aVPf5PAFAACARhuwcL9sCAzQJFyVdmop1at9+aAPELAIWI7iQtpG2Zf8ovxz6FLJ6/e4PN5jjIyNHCwjwhNksKW39A6OlqhAi4QHhNTrGRQp8ebuMszSV8ZEDJBxUUNkZo8Uye03Tf4+aKHsGvVXOTvhXf62Tezy2DeULf+C+FQOYAAAAGiwul+ynp28VPa5tdEkXlXEt5dvPzPzIR8gYBGw7PbZSbV/67pY9bfE2TI5ZrhEm8JqX1y/JlH3f7vuP2NVYpZ8nvyCfDNpK6+BYod93JUcAHZ0ducgBgAAgAbpnV0ua8JjNQlXxe7N5EK2l0gFH+4BAhYBy+7U/X0/GvmszOk5rkmD1a3U3cU1q+dY+WB4Pq+5IicjBys7DAxYsI8DGQAAAG5qQsZbstvrfk3iVXnE3XJ1eyAf7AECFgHL3pwY/w9Z2S9TupvCNYtWNxJT+9+p7r/bqfHv8FrdgaqhS5QdCJ5IzuZQBgAAgOuKyqmUVXHDNQlXRS5Ocna6q1w7FM6HeoCARcCyJ4fGvlH/HKsAg1F34erXAv2N8kSv8XJi3D947W7nK6Hpm6TE9S4lB4O628A5nAEAAODXRs7aLh/4PqRJvCoztJKat/z4MA8QsAhY9qRwzCsyMfoRMdT+TfUern6tLrbNi5sgZ8b/k9eykSqMwUoOB/vdWktk7nkOaQAAAKhnyb8ki5OypNClhSbx6kRyB/n+oIUP8gABi4BlL86lbaiPP7Zwx1VDnpP198EL6x82z2vbMJW9Jys7JIzLfIfDGgAAACRhYaG8GxSsSbgq6dhcqp714QM8QMAiYNmTvw9aKGEBZpsPV782Mry/HB67hte4AWrGvKzssJCbmM6BDQAAwMHNSM2TvR7tNIlXFb3by7e7zXx4B0DAshfHx62VtKhhdheufinIP1BeGjCXu7Ea8tyzh52VHBje7+LFoQ0AAMBBxS4/IS93T9QkXBW7NpPzCzzl2pEIPrgDIGDZiz3JqyXKZLHrePVLM3qkyKWJm3ntb/aLk+HqDhoJiw5ygAMAAHAw4zLXyS7vBzSJV4eD28iV94x8YAdAwLInrw6cL0aDv8PEq/8YHtZPzkzgAe83cnHwImUHiFkpKznEAQAAOIi6H/EpiE+Rg85OmsSrMxnOcq0snA/rAAhY9qLua3TP9Jtmk78wqEq8OVYOj32D98N1fJO2UYpdWyk5RLwe1ZvDHAAAgAMYOne3bDF01iRclXZuJV+/3IUP6QAIWPYWr57oNd5hw9UvxQZFyJepb/O+uI6j/oFKDhP7PO6W8LyLHOoAAADslKWgRuaPXCAHXO/SJF4dG3KffLcvlA/oAAhY9havZvcaR7z6hd7B0XJq/Du8P36lsleaskNFyrQNHO4AAADsUO+nD8vblmhtHtTu2Vwu5niLVPDBHAABy+4s6j2JaHUdA0Pj5Fzaet4jv3Ap+QVlh4sVA6dwwAMAALAzGemrZe9D7TSJV+XRbeXqhyY+lAMgYNmjVYmziVU38WjMiPo71Hiv/H9lXmp+OabuWQgc8gAAAOxDzIrT8lLsQE3CVZGrk1TOcZdr5RF8IAdAwLJHm5JWOvQD2xuqIGE675dfOBEWr+ywEf9UKQc+AAAAGzd65mbZ0dlNk3hVZmotV9b780EcAAHLbu+iSfm7hBiDCFQN4G8wyAfD83nf/OSrgU8qO3DMSM3j0AcAAGCjwvOqZOngTCl0aa5JvDqZ8oD8UGzhQzgAApbdPsdo4mYZZulLnGqEGFM4z8P6yTe1f4di5xZKDh2vxPTn8AcAAGCDBizcLxsCAzQJVyWdWkr1al8+fAMgYNm7Bb0nahaC6r6y2Cc4pv7ZUrn9psnfBy2UDcOWy44Rz8rOkX+RrcOfkXVDl8hrg+bLsr5TJaP7SBkUGicBBqPmEevJuDTePz85Wvs6qjh87PVoJ2H51RwCAQAAbERowWWZnbxU9rm10SReVfRtL99+ZuaDNwAClr3bO3p1/VfirP0VvNTIIfL6oAVycvw7t/Xf+3zaBlk/bJk83mOMBPsHavZVwn8nv8j7qNbZnqnKDiHJM/7FYRAAAMAGxC05KmvCY7V5ULtbM7mQ7SVSwQduAAQsu3dl0lYZYulj1but6u60KvrTq2rjyYR36x+sHmWyWD1i1f39vqn9Ozr6e+nrUX9VdhhZMmQaB0IAAACdS5v6tuz2ul+TeHU4vK1c3R7Ih20ABCxH8dKAuVYLPXFB0bJr1PNN+s9zMf09WR7/mJj8A6wasd5LWsFdWLXXU6nnfUoOJJuMfhwKAQAAdCoy55ysihuuzV1Xzr+RMxnOcu1QOB+0ARCwHMXp8esk1Eq/Oji9x5/q45K1/tkOjX1DBoT0slrASgqLJ2DVOhHaW8nB5KCzk/TOLueACAAAoDNJcz6Wbd18NIlXpX53Sc2bfnzABkDAcjTZfadYJe6siM+Uqxr8ravSN8lj3UdbLWLVPXDe0QPWhQFzlB1Q/jzhOQ6JAAAAOmHJvySLk7Kk0KWFJvHqeNLv5fv9IXy4BkDAcrgHbk94V8xGU5NHnb/0n6npP2fds6myeqZaJWBNiB7GM9UmrJNil+ZKDikvxg7msAgAAKADCYsOyrtBwZqEq+KOLaTqWR8+VAMgYDlqaFgZn9nkQeeJXuN18c9aF7HqfqmwyX+RsPY9Vfe1TEePWOVduyg5rOzxvKf+3/RxaAQAANDOjNQ82evRTpN4dTSuvXy7K5gP1AAIWI4asC6kbRRLQHCTxpyR4f+PvfuMj6pOGz7+EntZy66uu3cChCZFzKRM2mQmHRIMKRBaDIQSSghKkV6lYyDSgkoXkN6lgwgIAekJECAhSJWOFBE118PkXp91vdWlnDP/OTO/F99Xz/P5uDlzfJ7r+nnO/yTKraz1zvOFvI5rpbEDvrY4I3mA2wes89EtNRta3u77BYMjAACAAtFjzsinUclqDmov/5hcGlJZSotsLNMACFjuHLDskUXPiBPg4192iLqz/d0lbRfq/tpkUwuHuV9/O1ez4WVE0z4MkAAAAA7Wttsy2VHtNSXx6ljAc3J7tS9LNAACFgFrk6RY4nSNOFOS+rltvLP7pu1i945YWRuksNJLmgwwn/ubGSIBAAAcxDrhqoxLyiz7IrSKeHU283/k5yOhLNAACFgErE2S32qWrvEmymwte13PWf9++2/+VlCUrtdgUaMRbv8U1qmgaE2GmHyPx6TO6G8YKAEAAHTWaNBOWW+qqSRcHanxlHw3sxaLMwACFgHr34bGZekab+Y0HOz012Bp41G6XgP7gfHuHrAuJfbWbKDpnDmNoRIAAEAnltybMjhtiOyv8IySePVNyt/kx30hLM0ACFgErH+zH6oebrboFm6sfsFO/fTVL252XH/vf2uQrk+huXvAut12iRzS6NHzKbGpDJcAAAA6qDeqSBaGRioJV4crPSFXx1YTKWFZBkDAImD9xo7mk3V98mhEvXcMcy3ej+3AOVg6K3qjuibDTV7VV8v+yyBDJgAAgHY6Z82Q3ZVfUhKvisJfkDubzSzKAAhYBKzfNzb+PV2jzdHWcw1zLTanTtT1WqxvNs7tA9a5qOaaDTnN+m9j0AQAANBAxNhvy55wVxGuDnmWkwv9K0ppsY0lGQABi4D1x1JD6+sWbBpb6hnqWlzNXF12D+h1PcbV7+72Aet6s3GaDTtDUwcwcAIAADyi5r3Wy5aaFZXEq0LTM3JzsYnlGAABi4D1565krhZfk49uwWZiQk/DXZMGIbG6XY93It92+4D1Q9YGKfR6QZOBZ1lgCEMnAADAQ7JOuCbZKd0k3/NxJfHqTKvX5OdDFhZjAAQsAtZ/t6HZOF1fmTvUarbhrkmvmNa6XY+UkDgC1j3fBIZrMvTYh63oMWcYQAEAAB5Q0tADssrsr+ag9tefkuvTarEQAyBgEbDu3+i3uugWa8L9LXLHgNdyalI/Hb/IGETAuudi/e6aDUCdOs1mCAUAALhPIbm3pF96tuyr8KySeHWi3l/l7q4glmEABCwC1oNpH9FEt1jzXnS6Ia/JtrSPdH0qzX7OlrsHrNsZC+8NMOU0GYI+rpfOMAoAAHAfYj84IfOtMWoOaq/wuFweVVXkBAe1AyBgEbAeQrTZpluomd3gfUNek9Ntl+gasE5kLOQprHuKalbRZBja/vo/yv5LIkMpAADAH+vQZZHkVX1VSbw6Zn1B7mz0ZwEGQMAiYD2cb9uv0DXU5DWfbMjrcqPjOl2vy+HWcwhY95yNaKrZUNRo0C4GUwAAgN8RNvai5Ma3lgKPco6PV/f+mec7e0jpUSvLLwACFgHr4e1o/omuoeZcu2WGvTYBPv66XZc96dMJWPdcb5qj2XD0ftpQBlQAAIDfaNr/K9n4ZnU1B7W/+YzcXODN0guAgEXAenRzGg7WLdIE+ZoNeYD7L6LMVt2uzQ6DPpmmtTtZ6+RIxec1GZAWh4QxpAIAAPyLZeINGd60r+R7PqEkXn3T+FX5aX8wCy8AAhYBSxsf1u+mW6RJscQZ+trUC4zkCSwHOOkfqsmQdKD8UxIx9lsGVgAA4PYShhXIioAgNQe1V3lSrk2qzqILgIBFwNJWnzptdIs0XaNaGPraWPwCOQPLAS7Ed9FsYOrQZQFDKwAAcGu9MibIbq8XlcSr43X/Knd3BLLkAiBgEbC0lxHWSLdIY3+6y6jXRe9D3PkK4b/dajNPs6EpNz6DwRUAALil6DFn5NOoZCXhqsCznFzoX1FKi2wsuAAIWAQsfSQH19Ut0sxLGWrY63K63RJdA9b59suJV79yvHpFTYanbdU9GWABAIDbadlzTdkcpCJeFQY8L7dX+bLYAiBgEbD0ZfUL0i3SrGn6oWGvi/2MKr2ui7+Pr3yftYFw9StnwlI0G6KSB+9lkAUAAG7BOuGqjEvKlAKPckri1ZlMD/n5SChLLQACFgFL5y/A3fsbTff+Vr1CzVdpHxv22sxqMEi36/JWUBTR6jeuNf5As0FqQPooBloAAODyGg3aKetNNdUc1F7jGfluRi2WWQAELAKWa5zzdKDlp4a9Nj1jWul2XdqEpRCtfhtTO66VIxWe1WSgWhAazVALAABcliX3pgxOGyL7KzyjJF6VNHhFftwbwiILgIBFwHKcSx0+56DyPxAfFK3bdelfpy3R6neU+GnzqWf7MBc27hIDLgAAcDn1RhXJwtBINU9dVXpSro6tJlLCAguAgEXAcrBz7ZbpGrAudvjckNflm7aLdX21cnaDwQSr33EhrpNmA1bbbksZcgEAgEvpnDVDdld+SUm8OmZ7Se5sNrO8AiBgEbAUPfHSdqFukcbHZDLsQeWTEnvpGvbyW80iWP2Omy1naTZkjU/swKALAABcQsTYb2VKbKqScFXgWU6+7VlBSo9bWVwBgICl8Mtv7ZZK16gWuugV09qw1yUpuI5u8SrQx19u8wXCP3TsdQ9Nhq0v3qjKwAsAAAyvea/1sqVmRTWvDHo/JzcXebOwAgABC85of8uZuj591TqsIdf5T5y2Jmk2dCUMK2DwBQAAhhQ68bpkp3STfM8nlMSrUy3/KT8fsrCsAgABC84qK6KZrgGL86/+3NWU4ZoNXn1af8gADAAADCdp6AH53N+s5pXB15+R69NqsaQCAAELzmxXi6m6xiv7fXW+/XKu9Z/4PnO1HC7/lCYD2GfhcQzBAADAUPqlZ8u+Cs8qiVfHY1+RuzuDWFABgIAFZ9cqrKGuASvNmsh1vg8nfPw1GcL2eT0v1glXGYYBAIDTixl9SmZH1Ffz1FWFx+XikMoixTaWUwAgYMHZfd5kjK7xym5uw6Fc6/twITZTs4GsdffPGYoBAIBTa99lseRVfVVJvDoc+KJ8v8aXpRQACFgwgpKMhWLxC9Q1Xtn8guW7jmu53vfhRvp0zYaynAbvMhgDAACnFDb2ouTGt5YCj3KOj1f3/pln3y0vpUetLKQAQMCCIc5cuvc7N7cm6v70VfZbnbneD+Bo1dc0Gc7Wm2oyIAMAAKfTZMB22ehdQ80rg288Jzfnv8kiCgAELBjJpMReuscrX5OPnMhYyPV+AGcs2p0BET+ikEEZAAA4BcvEGzK8aV856Pmkknh1ovFr8uP+EJZQACBgwUhWNhktpnu/td4Ba1Dd9lzvB3SlwfuaDWq9MiYwMAMAAOUShh+SFQFBap66qvyUXJtUneUTAAhYMJr9LWdKgI+/7vHK7OMnp9ou5po/6KudHVbKYc8nNBnYZkUmMDQDAAClunaYIru9XlQSrwrD/yo/bDGzeAIAAQuGez2t3VKJC4zQPV7ZDY7N5Jo/pOJ7/x5qMbTt8XpBQideZ3gGAAAOFz3mjMyMbqDmqSvPx+TbfpWktMjG0gkABCwYzdl2S+WtoCiHxKtIs1WuZK7muj+kb+tkaDbApfdayxANAAAcquW9+WNrjfJK4tUh/xfl9ioflk0AIGDBiC50WCkNQmIdEq/sljYexXV/BN81n6zZEJed8h6DNAAAcAjrhKsyLilTCjzKKYlX37SvID8ftrBoAgABC0aNV81C4x0Wr1rakuUO99Aj2iiFlf+mySC3xtebgRoAAOiu0aBdst5US0m4yn/9Wbk+vRYLJgAQsGBUJzIWOuzMKzurX5CcbreEa6+B0yFx2pwB4VFO4kYVM1gDAABdWHJvyuC0IbK/wjNK4tWxpH/Ij3tDWC4BgIAFwx4EnrHAofHKblGjEVx7jVxOGqDZYPde+48ZsAEAgObs/5FsYWiUmqeuKjwhl0ZWEylhqQQAAhYM6+sWUyXcbHFovOoa1YJrr6Hb7ZfJYc/HNRnwZkSnMGQDAABNZXaeLzurvqIkXh0O/Zvc+cLMQgkABCwClpF91nCI+Jp8HBqvmlri5buOa7n+Wj9FV/sNTYa8ryu/LJaJNxi2AQDAIwsfe0GmxKYqCVf2oxFO96gspcesLJMAQMAiYBmV/eD0CfV7iOneb+jIeBXub5GSjIX8Bjo4H91Ss4Hv7b5fMHQDAIBH0rz3BtlSs6KSeHWw9l/k5kJvlkgAIGARsIzsYoeVkhnR1KHhys7s4yd5zSfzG+jk+tu5mg19I5r2YfAGAAAPJXTidclO6Sb5nk8oiVfFaZ7yU4GFBRIACFgELEOfd5U+TaIDbEri1ba0j/gN9JS1QQorvaTJ4Pe5v5kBHAAAPLDEoQfL5gglB7VXflquTqrB4ggABCwCltFfGfy0waCykOToeGV/TXEhXxx0iFNBMdoMgB6PSZ3R3zCIAwCA+9YvPVv2VXxOSbw6Uvc1uZsXxNIIAAQsApaRnW63RDLCGjk8XP0Sr2YmD+R3cJBLib01GwQ7Z05jGAcAAP9VzOhTMisyQc1TV+WfkPPvVxMptrEwAgABi4BlZHMbDpVg3wAl8crHZJIFjYbzOzjQ7bZL5JBHOU0GQvsXgxjKAQDAn2nXdYnsqPZ3NfHK/LLcXu3LoggABCwCltEPau8e3VJJuPrlyatZDQbxWyhQ/EYNTYbCvKqviiX3JsM5AAD4P8LGXZLc+NZSoNF/OHtQJztVktKjVpZEACBgEbCMbEPqeAk3W5TFqwAff1nXbCy/hSLnopprNhw267+NIR0AAPyHxgN3yEbvGkrC1YFaL8h387xZDgGAgEXAMrKrmatlSGzHsqefVMUr++uKW9Mm8XsodD11vGZD4tDUAQzqAACgjGXiDRnetK8c9HxSzUHtDTzlx/0hLIYAQMAiYBmZPRrFBkYoC1d2dQLCJL/VLH4P1bI2SKHXC5oMissCQxjYAQCAJAw/JMsDg9WcdVXpabn0YQ2REhZCACBgEbAM63z75dI1qoXScGXXJixFLnb4nN/ESXwTGK7NwOj5uESPOcPgDgCAG+uSOVV2V3pRTbyyviY/bDGzDAIAAYuAZfQvDFr9gpXHq9FvdeE+cLZD/Ot312xw7NRpNsM7AABuKCrnrMyMbqAmXHk+Jqf6vC6lRTYWQQAgYBGwjOp0uyXSIbyJ8nDl7+Mr81OG8Zs4odsZi+4Nf9p8FejjeukM8QAAuJmWvdbK1hrl1RzU7vtXuf25DwsgABCwCFh8YfDR2fyCZVvaR/wmTqyoZhVNhsjtr/9DQnJvMcwDAOAGrBOuybikTCnwKKckXh1vW0V+Pmxh+QMAAhYBy7CvhHVY6RRnXdm1DW8k59st53dxcmcjmmk2TDYatIuhHgAAF2f//+/X+byh5qmras/L1am1WfoAgIBFwDKyHc0/KfvCn+pw5WfylZnJA+UOv7khXG+ao9lQOThtCIM9AAAuyv6kdb/0bNlf4Rkl8aog9n/k7q4gFj4AIGARsIzqRsd1MiwuS0z3rrPqeBUbGCF70qfzuxjInax1cqTi85oMlotDwhjwAQBwQXGjimVhaJSag9orPCnnRtQUKWHRAwACFgHLsI63mSepofWd4pXBjLBGcq7dMn4XAzpptmoyYB70fFIiPzzPoA8AgAvp0GWB5FV9VUm82h/8mtzZ5M+SBwAELAKWkc1LGSpBvman+Mrg5KS+8n3WBn4Xg7oQ30WzQTOz83yGfQAAXED42AsyJTZVzeuCHo9JcbcaUnrMyoIHAAQsApZRnW67RNqEpTjFU1dNQ+PlaOu5/C4Gd6vNPM0Gztz4DIZ+AAAMrnmfjfJlLS8l8WrfGy/JjQU+LHYAQMAiYBnZtrSPJMIcqjxc+ZhMkv1Wl7Lzt/hdXOR11OoVNRk6t1X3ZPAHAMCgQidel+yUbpLv+YSSeHWooZf8tD+EpQ4ACFgELKOyv543+q0uTnFQe0JwjOxrOYPfxcWcCUvRbPhMHryXJQAAAINJHHpQVpoDlISrg5WfkQsTvVnmAICARcAysiuZq6VzVJrycGWPZwPrtper9/738Lu4nmuNP9BsCB2QPopFAAAAA+mVMUH2eL2g5qD26PJyNy+IRQ4ACFgELCP7pu1iSQ6uqzxe1QuMlK/SPuY3cWF3Oq6VIxWe1WQQXRAazTIAAIABRI85LbMiE5WEK/triiUDaktpkY0lDgAIWAQsI9vVYqrY/IKd4guDt7LW85u4gRK/IG3+S2qFZyRs3CUWAwAAnFi7rktkR7W/qzmo3fdVubXaj+UNAAhYBCyj+/LtXAn2DVAarxqExMredM66cicX672j2WDatttSlgMAAJyQ/T8y5ca3lgKPckriVWFmDSk9amVxAwAQsIxuTbMPy558UhWuzD5+MjGhp9zsyFNX7uZmy1maDafjEzuwJAAA4GQaD9whG7xrqnnq6vUX5PJ0EwsbAICA5QpmN3xf6ZcG24SlyImMhfwWbuzY6x6aDKlfvFGVRQEAACdhyb0pw5v2lYOeTyqJVwcSK8uP+0JY1gAABCxXMD9lmPiY1MQr++uKnzYYJN9nbeC3cHNnbMmaDasJQ/NZGgAAUCxu5HFZbAlXEq4Oej0jZ0Z7i5SwpAEACFguYUGj4cqevOocmSbn2i3jd0CZqynDNRta+7bKYXEAAEChLplTZXelF5XEq70WD/n+ywAWNAAAActVbEqdIH4mXyVPXS1sNILfAP/h+8zVcrj8U5oMrp+Fx7E8AACgQFTOWZkZ3UBJuMr3fFyO9vSW0mIbyxkAgIDlKna2mCIBPv4Oj1dp1kQpzljAb4DfdeLePanJYa1ez4tt/BUWCQAAHCi911rZWqO8kni12/R3ub7czFIGACBguZIjrT+TEN8Ah4Yr+9cNZyYPlDv8HvgTF2IzNRtkW3dfyTIBAIADWCdck3FJmZLv8Ziag9rfrik/H7KwkAEACFiu5Hy75RIbEOHQeNUgJFYOt57D9cd/dSN9umbDbE6Dd1kqAADQWcqgr2WdzxtKwtW+qi/IuU/8WcQAAAQslztj6N61aBOW4tB41SkyVa5mrub6474drfqaJkPtBu+aLBYAAOgkJPeW9EvPln0VnlUSr/bEeMndXUEsYQAAApYryn6rs8PClY/JJJOT+vLKIB7YGUt9zYbb+BGFLBkAAGgsblSxLAiNVhKuDpZ/Uo4PMYuUsHwBAAhYLmlds7Fiunc9HBGv7Odr2b9wyHXHw7jScLBmQ26vjAksGgAAaKhDlwWSV/VVJfFqV6Cn3N4YyOIFACBguaqz7ZZKuL/FIfEqymyVfS1nEGLw8K+6dlgphz2f0GTQnRWZwLIBAIAGwsdekCmxqUrCVYFHOTnY3iSlx6wsXQAAApYry4pMdUi8iguMkFNtFxNh8MiK7/27q8n5GF4vSOjE6yweAAA8guZ9NsqXtbyUxKvdNf8ml+YGsGwBAAhYrm5hoxEOiVeJwXXkfPvlxBdo4ts6bTUbfNN7rWX5AADgIVgm3pDhTftKvkZPRj+ovYmvy0/7g1m0AAAELHd4ddDqF6R7vKobGC4lGQsJL9DMd80nazb8Zqe8xxICAMADShiaLyvNAUrC1f5Kz8nJsZx1BQAgYLmNbtEtdI9X9QIj5XS7JUQXaGyjFFZ5RZMheI2vN4sIAAAPwP4RFPtr+Cri1c7wKvL9VyEsVwAAApa72Nliiu5fHbQfDF/UZj6xBbo4HRKn2cGv9s99s5AAAPDnoseclk+jkpSEq7LXFPsESmmRjcUKAEDAche3szZIUnAdXeNVkK9ZDrT8lNAC3VxOGqDZUPxe+49ZTAAA+BNtuy2VHdX+riRe7TL9U66s5KwrAAABy+0W/0UOOLh9aeNRRBboG2LbL5PDno9rMhjPiE5hOQEA4HeEjbskufGty55YVhGvvk73lZ+PhLJMAQAIWO4WsOxPX8UFRugar3rGtCKwwCGK36ytzXBc+WWxTPyORQUAgF9pPDBPNnjXVBKu9lR7SU5N5qkrAAABy20D1vLG2brGqzD/ELnQYSVxBQ5xPrqlZoNyWp9NLCsAANxjyb0pg9OGyIHyTyuJV3lv1ZK7+ywsUAAAApa7Bqw79/5Wvc++mpbUn7ACh/nu7UmaDcsjmvZhaQEAuL24kcdlkSVCSbg6UPFZOTwiVKSExQkAQMBy64C1Pe1jXeNVdIBNbnRcR1iB42RtkMJKL2kyNK8y+7O4AADcWufMabK70otqnroK8pLvNvLUFQCAgEXAuqdbdAtdA9b4+t0JKnC4U0Ex2nye2+MxqTP6GxYYAIDbico5KzOjGygJVwX3/v/fr7uGSmmxjYUJAEDAImBtkvPtlou/j69u8cp071oWtZlPUIHDXUrso9kQbf8vzywyAAB30qL3OtlSs4KSeLWr1qtybh5fGAQAELAIWL8yu+H7uj59hd93JXM1kUnvL2u2XSKHNPq099S6zVhmAABuwTrhmoxLyix7AlnJK4NNfOWnQ8QrAAABi4D1Gy1tyQQlApbLKn6jhibD9M6qr5R9eYnFBgDgypKH7pfP/f2UhKs9VV6UY7ksRgAAAhYB6/deH2y/vOxvJSgRsFzVuajmmg3WzfpvY7kBALikkNxb0i89W/ZVeFZJvNoeUUNu7bCyGAEACFgErN+3MGU4MYmA5dKup47XbLgemjqAJQcA4HJiPzgh863RSsLVwfJPyr4BESInOKgdAEDAImD9ifei04lJBCzXlrVBCr20+ez3ssAQFh0AgEtp33mh5FV9Vc1TVz7l5cIKnroCABCwCFj/xZ17f1+4v4WYRMByed8ERGgyaOd7Pi7RY86w8AAADC9s7EWZEpuqJFwVeJSTvDZBUnqUeAUAIGARsO7DsTbzCEkELLdwsX53zYbuTp1ms/gAAAzNfqbjxjerK4lXO2v8XYo/jWIBAgAQsAhY929eylBCEgHLLdzOWHRvaC6nyeD9cb10lh8AgCFZJt6Q4U37Sr7nE0ri1bZ4k/ywL5TlBwBAwCJgPZhBddsTkghYbqOoZlVtzut4/R9lX2piEQIAGEnC0HxZERCoJFztq/S87M+OYekBABCwCFgPp7k1kZBEwHIbZyOaaTaINxq0i2UIAGAYvTImyG6NPmjyoL4MrSXXtoaz8AAACFgErIcX6hdESCJguY1rTXM0G8YHpw1hIQIAOL3oMafl06gkJeHK/uGTrzpHSGmRjWUHAEDAImA9vDPtlhKRCFhu5U7H9XKk4vOaDOWLg20sRgAAp9a22zLZUe01JfFqu3d5ObWEg9oBAAQsApYG8ppPJiIRsNzOSbNVk8H8oOeTEvnheRYkAIDTsU64KuOSMqXAo5yaVwbfDpW7h3jqCgBAwCJgaWRlk9FEJAKW27n4VlfNBvTMzvNZlAAATqXxwDxZb6qpJFztrvqyHJrIQe0AAAIWAUtj05L6E5EIWG7nVpv5mg3qk+LbsCwBAJyCJfdm2fmM+ys8oyRefVHXT67v4pVBAAABi4Clg1FvvUtEImC5pePVK2oyrG+r7snSBABQLm7kcVlkiVASrvZXfFbyBtcTKWGZAQAQsAhYOukV05qIRMByS2fCUjQb3JMH72V5AgAo07njdNld+SUl8WqL+XU5s6YOiwzwkG4dscml/TY5lWeVQxtDyxzfEiqnd1rleoFN7vIFT4CARcD6X52j0ohIBCy3dK3xB5oN7wPSR7FAAQAcLjLnnMyMbqAkXBV4PCZfdoiSn4+zXAN/prQkTIq2WmXljGD5aGSg9O1slvSmfhId4XPf+0K4zUca1PeVDi39ZUBXs8zNDZb9ay3y/VH+/QMIWG4UsNpHNCEiEbDc0p2Oa+VIhWc1GeIXhEazSAEAHKpF73WypWYFJfFqR81/yOGZ9VhegD9w5ItQmTUuSLq085cwq0m3PcLX11tSEn3lg/4Bsm2JRW4XErQAApYLB6yWtmQiEgHLbZX4BWtz9keFZyRs3CUWKgCA7qwTrkl2SjfJ93xcSbza2CBUbh+MZHEBfuPs11b55INASYjzUbZX+PuZJCPNT+ZPCpIrB6z8LgABy7V8nNhbBsW2h0I3Oq4jJilysd47mg30bbstZbECAOgqaegBWWX2VxKu9lR+SXbkJLOwAP+xvNpk/Wch0irVT0wm5/qP5PYluW1zP1k+LVh+4FVfgIAFwNhutZ6j2WA/PrEDyxUAQBchubekX3q27NPo1fcHfurKapILWzmoHfjFD8fDZPb4IImL8THEGx+WYJOM7Bsg3+4hZAEELACGdayapybD/RdvVGXJAgBoLvaDEzLfGq0kXB0s/5Rs6hovpcUsKcAv1s0JkfhYH0MeXRIYYJLRAwLkWj4hCyBgATCcM7ZkzQb9hKH5LFsAAM106LJI8qq+qiRebfWuJEVLOKgd+IX9S4Itm/m5xBm8QYEm+fD9ALlxmJAFELAAGMbVlBGaDft9W+WwcAEAHlnY2IsyJTZVSbgq8Cgn69Nj5M4RDmoH7H4sDpOPRwWK2d/1PiYVE2mSr5aE8DsDBCwARnAnc7UcLv+0JkP/Z+FxLF4AgEfStP9XsvHN6kriVV71v8ueyQ1YSoB/ObPLKk2SfV3+q+jvZfrzWiFAwAJgBCd8tPmi0z6v58U2/goLGADggVkm3pDhTftKvucTSuLVmrohcmlXXRYS4F/2rrZIVLiPy8erX9gPpD/yRSi/PUDAAuDMLsRmarYAtO6+kkUMAPBAEoYVyIqAICXhap/Xc7JlGE9dAb+28ONg8fP1dpt49euzsdZ/xiuFAAELgNO6kT5ds0UgJ/kdljEAwH3rlTFBdnu9qCRebQqoJSVr6rOEAL8yPSdQTCb3i1e/sP/tk0YESmkJ9wJAwALglI5WfU2TZWCDd00WMgDAfxU95ox8GpWsJFzlez4uazvWl7vHOagd+LWcQQFuG65+a2A3MxELIGABcEZnLPU1WwziRxSynAEA/lDLnmtkW3VPJfFqa+2KsnduYxYP4DcmDA0kXP1GzqBA7g2AgAXA2VxpOFiz5cD+OggLGgDgt6wTrsq4pEwp8CinJF6taBInNw7GsHQAv7FiejDB6g9MHEbEAghYAJzK9x1WymGNvvw0KzKBRQ0A8B8aDdop6001lYSrr6v8VTaPbsKyAfyOrz+3uOWB7Q/CHvi4VwACFgAnUmzy0WRR2OP1goROvM7CBgAQS+5NGZw2RPZXeEZJvFoVFSJntieyaAC/49s9VokK9yFS/RchQSY5ud3KPQMQsAA4i2/rtNVsYUjvtZbFDQDcXL1RRbIwNFJJuDpQ/mn5vHsT+amYg9qB3188bdI61Y9AdZ8aJvjKnWPcNwABC4BTuNFiimaLQ3bKeyxvAODGOmfNkN2VX1ISrzb51ZT8FY1YLoA/MePDIMLUA/rw/QDuHYCABcA5bJTCKq9osjys8fVmgQMANxQx9luZEpuqJFzlezwmS1o1lBuH67JYAH/C/jpcYIBJWQhKestXhvc2y8KPg2Xvaouc3mmVywdscr3g307lWcvO51o6JVg+6B8grVL9xN/PpDRgmf3trxKGcg8BBCwAzuB0SJwmS4T9C1Nxo4pZ5gDAjTTvtV621KyoJF5tr/FP2frx2ywUwH9RWhImzRv7Ojz+RNh8ZNKIQDnx1cMHoFuFYbJuToi0T/cTk0lNxOrQ0p/7CCBgAXAGl5MHaLZMvNf+IxY6AHAD9g93ZKd0k3zPx5XEq6XxdeTs7gSWCeA+rP40xMHhyiTzJwVpfn6UPYT1yPK/tww7/qmsbYtDuJcAAhYA1W63Xy6HNVpAZkSnsNgBgItLGnpAVpn9lYSrPV5/kXWDU+XnknAWCeA+3C2ySVyMY746aA9L9lf/bhy26fo35a8PleR4xz5R1rY5T2EBBCwATqH4zdqaLBZfV35ZLBO/Y8EDABfVLz1b9lV4Vkm8WmMxy+H1TVkggAcwa5xjDm4PDvSWzQssDvu7fjhukyE9zQ6NWIWbOQsLIGABUO58TCvNFoy0PptY8gDAxdTNLpH51hgl4epA+adkaadmcudYDMsD8IDnR9lC9X/dLircR4q2WpX8jfZD4f93OdZfn3d5CgsgYAFQ7ru3J2m2aIxo2odlDwBcSPsuiyWv6qtK4tXmN6vItjnpLA3AQ5gzQf+nryLDTI90SLsW1s4OFj9f/QNWgNlbbhfauLdAwCJgAVAqa4MUVnpJk2XDfi4KCx8AGF/Y2IuSG9+67CuzKuLVgmYN5XJ+PAsD8FBLpk3qx+l7TlRQoEmOOslrdYs+ccyrkpvmcZg7CFgELADKnQrS5tWQfI/HpM7ob1j+AMDAmgzYLhvfrK4kXG1//R+yalw7KT3JQe3Aw9q62KJryDGZvGXdHOeKOY44E2tANzP3FwhYBCwAql1K7KPZ8tE5cxoLIAAYkGXiDRnetK/kez6hJF4tjwqXoq8asyQAj6hDS39dQ86w3gFOeeZX3Sh9v7gYbvMpe7qNewwELAIWAIVut10ihzR6TWRq3WYsggBgMAnDCmRFQJCScLXP63lZ2LON/FDMQe3Aozq/23pvYdTv8PY6UT5lscgZ//Y1s0J0fwrr5HYr9xkIWAQsAKoVv1FDk0VkZ9VXxJJ7k4UQAAyiV8YE2e31opJ4td7/Tfl6WUsWA0AjM8fqex7U+s9CnHi5tkliPX3P/towN5j7DAQsAhYA1c5FNddsIWnWfxtLIQA4uegxZ2RmdAMl4Srf83GZ0yZdrhzhoHZAS02S9Qs4qSm+Tv/3z80N1jVgfTQykPsMBCwCFgDVrqeO12wxGdasP8shADixlj3XyLbqnkri1ZdvVJKN0zNYBgCNfbPDqvPTR87/Fb7LB6zi66vfNeiRxUHuIGARsACol7VBCjV6hWRZYAgLIgA4IeuEqzIuKVMKNDr38EEtqF9fSr5uwiIA6GDaGP1eH4yJNMlPxca4DvYnxdz5KTSAgAXALXwTEKHZqyH2V1NYFgHAeTQatEvWm2opCVe7qvxVlgxrJz+WRLEEAAb8+uCkEcZ5dW7MwADdroP9jC3uNRCwCFgAnMClhB6aLSudsmaxMAKAE7B/WGNw2hDZX+EZJfFqRWiI7FnXmuEf0NHdIpsEBuj39cFTecb5+t7yafqdgxUd4cP9BgIWAQuAM7idsejesqHNayUf10tncQQAxeqNKpKFoZFKwtWB8k/L7HfbyY3j9Rj8AZ0dXBeqW7RJiDNWtNmzyqLbtQgOMnG/gYBFwALgLIpqVtVkcdn++j8kJPcWCyQAKJLZeb7srPqKkni13ucNWT83i4EfcJDpOfqdfzV6QIChrsWJr/SLeSaT970l3sY9BwIWAQuAMzgb0UyzBabRoJ0skQDgYOFjL8iU2FQl4Srf4zGZmdZCzh5oyLAPOFDX9vqdf/XlwhBDXYtv99h0uxY+PjyBBQIWAQuA07jWNEezRcZ+5grLJAA4TvPeG2RLzYpK4tVX1f9HFo7tIj+diGTQBxwsOd5Xt2BzvcBmsIBl1S1gBZi9ud9AwCJgAXAWdzqulyMVn9dkmVkcbGOhBAAHCJ14XbJTukm+5xNK4tXi6BjJ39qCAR9Q4KfiMPH30+cA9/pxxvvqXtFW/V4hDLPyBBYIWAQsAE7lpNmqyUJz0PNJifzwPMslAOgocehB+dzfrCRc7fX6i8zo3UVuFsUx3AMueObTOxl+hrse+9fqd4h7cjxfIQQBi4AFwKlcfKurZsuN/RBhFkwA0Ee/9GzZV+FZJfFqZXCQbF7RiaEeUOyL+SG6BZtsgx3gbrdhbrBu16N1qh/3HAhYBCwAzuRWm/maLTiT4tuwZAKAxmJGn5JZkQlKwpX96dopbbPk3CEOagecwZwJ+n2BcHpOoOGux8Rhgbpdj4HdzNxzIGARsAA4m+M1vDRZdLZV92TZBAANte+yWHZU+7uSeLX5jSqyaEp3+bkkgmEecBK5w/ULNkunBBvueryT4U/QAwhYANzJmfBGmi08yYP3snQCwCMKG3tRcuNbS4FHOSXxalqjFnJ4V0uGeMDJDO8doFuwsb+OZ6Rr8WNxmFgtJt2ux5cLQ7jnQMAiYAFwNtcaZ2u29AxIH8XyCQCPoMmA7bLRu4aScLWz6isyZ1hXuVNchwEecEI9sswErH/Zski/88BMJm+5lm/jngMBi4AFwNnc6bhOjmh0MPCC0GgWUAB4CJaJN2R4075l506piFcLI2Jky7p3GdwBJ9a2uZ+OActYTxz166JfzKsf58v9BgIWAQuAsyrxC9ZkATpQ/mkJH3uBZRQAHkDC8EOyPDBYSbjaV/E5+aTLe3K5MImhHYAhnPgq9F/Lsj5G9QvgOoOARcAC4Kwu1ntXs2WoXdclLKQAcJ+6dpgiu71eVBKv1viZZNlnvaT0ZDgDOwADvUqp3+HtdnnLOf8KBCwCFgCndav1HM0WovGJHVhKAeC/iB5zRmZGN1ASrvI9H5eP0ztK8f63GdQBGMqeVZZ7i7J+h7eH23zKDojnWoOARcAC4MSOVfPU5tPrtauwnALAn2jZa61srVFeSbzaXKuSTB//vvxwIoYhHYCh3Dxik9hoH12fvvqgP68PAgQsAE7vjC1ZswUpYWg+SyoA/IZ1wjUZl5QpBR7llMSr2fUayq4tHRnOARhOaUmY9Opk1jVe2b8+eHRzKNcbBCwCFgBndzVlhGZLUt9WOSyrAPArjQbtkvWmWkrC1deVX5YJfQfJlWMJDOYADGlIT33jlV1Wa3+uNUDAAmAEdzJXy+HyT2uyLM0Ni2VhBYB7LLk3ZXDaENlf4Rkl8WppSKisXMpB7QCM++RVzqAA3eOV3e7PLVxzgIAFwChO+Phr9ll22/grLK8A3FrcqGJZGBqlJFwdKP+UjGvfS0oK0hjGARjS7UKb9Ozk75B41akNT18BBCwAhnIhNlOz5al195UssADcVmbn+ZJX9VUl8WqtT22ZOXWI3D0RzSAOwJDsT0O9VdfHIfHK388kRVs5+wogYAEwlJvpMzRboHKS32GJBeB2wsdekCmxqUrClf1w+MkNW8nuPA5qB2BMx74MlR5Z5rID1R0Rr+wmfxDItQcIWACM6Gi1f2qySG3wrskyC8CtNO+zUb6s5aUkXn1V/Z8yccQwuVFUj+EbgKHcLbLJxnkhZYeoOzJc2bVs5ic/FfMbAAQsAIZ0JjRBs4UqfkQhSy0Alxc68bpkp3STfM8nlMSreZFxsnZNT4ZuAIZx51iYbF5gkUHvmSXc5uPQaPUL+yuKVw/a+D0AAhYAo7rScIhmS1WvjAkstwBcWuLQg/K5v1lJuNrr9RfJ6TZIzh5pzMANwGld2GstO9Nq6dRgGdEnQFJTfMXP11tJtPpFdISPnNzOuVcAAQuAoX3fYZUc9nxSk+VqVmQCCy4Al2WP9Hu8XlASr5YHBcvsucPlpxORDNsAlNkwN0Tey/T/P9o295f6cb5i9lcbqn5PVLiPlGy38vsBBCwArqDY5KPJgmVf7Oyv1rDoAnAlMaNPyazIRCXh6qDnk/Jhqx6Sv6ctQzYA5T4eFeh0gerPNGvoKxf3Ea8AAhYAl/FtnXaaLVvpvday8AJwGe26LpEd1f6uJF5trl1Fxo8dLTeL4hiwARCwHlCvTma5VchvBhCwALiUGy2maLZwZae8x9ILwPDCxl2S3PjWUuBRTkm8mpLQQjZt7sFgDYCA9RCvDNq/csjvBRCwALikjVJY5RVNlq61Pm+y/AIwtMYDd8gG75pKwtWuKn+T7L4j5VxhI4ZqAASsB+DvZ5KcQYE8dQUQsAC4utMhcZosX/anFeJGFbMEAzAcS+5NGd60b9m5Uyri1fywOvLZ0hHyc0kEAzUAAtZ9CgkyyaQRgXL5AGddAQQsAG7hcvIAzZaw99p/xDIMwFDqjTomi0PClISrfRWfk5Edh8ihfRzUDoCAdb+S431kxodBcmm/jd8GIGABcCe32y+Xw56Pa7KMzYxpyEIMwDC6ZE6V3ZVeVBKv1viaZOLksXKrmIPaARCwHuR1wWVTg6VkO09dAQQsAG6p+M3amixkX1d+WSwTv2MxBuDUonLOyszoBkrCVb7HYzLm7fdk8/aeDM8ACFiPIMxqkr6dzfLlwhC5W8TTWAABC4BbOB/TSrPlLK3PJhZkAE4rvdda2VqjvJJ4ta2Gh3wwfKxcPprE4AyAgKUhq8Uk44YE8lohQMAC4Oq+S/tIswVtZJPeLMkAnI51wjUZl5RZ9sEJFfFqRt3GsmjNMCk9Gc7QDICApROzv0mG9w6QqwcJWQABC4CL2iiFlV7WZElbZfZnWQbgVFIGfS3rfN5QEq7sr1YP6ZEjxfnNGZYBELAc+ETW7PFB9xZ0QhZAwALgck4F19HsfJc6o79haQagXEjuLemXni37KzyjJF4tCbbJpNnj5U5xHQZlAAQsBVJTfOXMLg58BwhYAFzK5cS+mi1tnTOnsTwDUCpuVLEsCI1WEq4OlH9KRrR5X/J2dWZABkDAUizC5iP71lj4HQECFgBXcbvtEjmk0dkwU+s2Y4EGoEyHLgskr+qrSuLVxtqvy8icj+XKsQSGYwAELCfh72eSVZ8G81sCBCwArqL4jRqaLHA7q74iltybLNIAHCp87AWZEpuqJFzZD4fPTW4nyzcO5qB2AAQsJ2RfvFfOIGIBBCwALuFcVHPNlrlm/bexUANwmOZ9NsqXtbyUxKvtr/9DBg6YLCcKOKgdAAHL2SPWmllELICABcDwrqeO12yhG9asP0s1AN2FTrwu2SndJN/zCSXx6rOIt2Ty4vFy90Q0wzAAl7VzhUU+fD/gdw3vHSA9O/lLh5b+0qyhr7xV10dCQ0xOG7HM/t5SsCGU3xUELAIWAEPL2iCFXi9qstQtCwxhuQagq4Sh+bLSHKAkXO31+osMeidHdu3hoHYA+P3l2Cbf7rGWHaD++cxgmTgsUNq18BNLsPq4FRfjI9cLbPxOIGARsAAY2TcBEZosd/mej0v0mDMs2QB00StjguzxekFJvFoeGCxDJs+Ra8fqMwADwEOErSNfhMqEoYGSHO+rLGK929af3wMELAIWACO7lNBDsyWvU9YsFm0Amooec1pmRSYqCVf2MJ+d2kNWbRnE4AsAGinYYJHe75jFz9fxEWvpFM7DAgGLgAXAsG5nLLq3qJXTZNn7JK4FCzcAzbTttlR2VPu7kni1uXYVGTByupw90pihFwB0YH/d8P3uAf9akB3D/jrjt3t4lRAELAIWAMMqqllVk4VvR7XXJCT3Fos3gEcSNu6S5Ma3lgKPckri1aT6rWX6yrHy04lIBl4A0NnxLaHSKtXPYRGrR5aZ6w4CFgELgFGdjUjVbPFrNGgnCziAh9Z44A7Z4F1TSbjaVeVvMqB7ruTvb8+gCwAOVFoSJrPHB4m/n2MOfN+/lq8SgoBFwAJgSNeafajZAjg4bQhLOIAHZsm9Wfb/fhwo/7SSeDXPVkdGzpolN4viGHIBQJGdKywSHKh/wGrb3I/rDQIWAQuAEd3puF6OVHxekyVwcbCNZRzAA4kbeVwWW8KVhKt9FZ+Tge1Gy8YdfRluAcAJ2L9YGGbV/0msgg08hQUCFgELgCGdNFs1WQYPej4pkR+eZykHcF86Z06T3ZVeVBKv1vh6S58P58m5wkYMtgDgROyv+On9lcIB3TgLCwQsAhYAQ7oY31WzpTCz83wWcwB/KirnrMyMbqAkXOV7PCZjGnWRWevGys8lEQy1AOCEZo4N0jVgmf295btDfJEQBCwCFgDDudVmvnZf8Ipvw4IO4A+16L1OttSsoCRebavhIT36fyqH9rdlmAUAJz/YPbOVv64Ra+mUYK41CFgELABGdLyGlzYLYnVPlnQA/4d1wjUZl5RZ9gSUing1rU4TGbNwltwq5qB2ADCCk9v1fZWwXQsOcwcBi4AFwJDOhDfSbFFMHryXhR3A/5c8dL987u+nJFztrvyS9Og8Rb7Y2YcBFgAM5v3uAboFLHscu1XINQYBi4AFwHCuNc7WbGEcmD6SpR2AhOTekn7p2bKvwrNK4tXSIKv0+miZfHukIcMrABjQ6Z1WXV8j3LrYwnUGAYuABcBo7nRcJ0c0WjIXhEazvANuLm5Uscy3RisJVwfKPyVD096XBV+MltKT4QyuAGBgqSm+ugWs7AEBXGMQsAhYAIyoxC9Yo+XxaQkfe4ElHnBT7TsvlLyqryqJVxtrvy5dhi2SIwfbMLACgAuYNka/LxI2b+zLNQYBi4AFwIgu1ntXsyWyXdclLPKAm7GH6ymxqUrCVYFHORmflCnjls+UO8V1GFYBwEUUbg7VLWBZgk1lXzzkOoOARcACYDC3Ws/RbJkcn9iBhR5wI2l9NsnmWpWUxKvtr/9DuvaeI3m7uzCkAoCL+bE4TPz9TLpFrDO7rFxnELAIWACM6Fg1T00Wys21q7DUA27AMvGGDG/aV/I9n1ASr+aE15O+M5bJlWMJDKgADOHKAasc2hiqi1N5rhljkuP1Owdr+1IOcgcBi4AFwJDO2JI1WywThuaz4AMuzP7v+IqAQCXhap/X89Irc5Is3TqCg9oBGMryacG6xZh3Mvxc8pp172jW7ZrZfw/uSxCwCFgADOhqoxGaLZh9W+Ww5AMuqlfGBNnt9aKSeLXK31e65qyUEwXNGUoBGM7GeSEErAc0ok+AbtdsSnYg9yUIWAQsAEZ0J3O1HC7/tCZL5tywWBZ9wMVEjzktn0YlKQlX+Z6Py4hmfWTS6qnyw4kYBlIAhpS33ELAekDjhgTqds1G9QvgvgQBi4AFwKhO+Ji1ecWn4nNiG3+FpR9wEW27LZMd1V5TEq82v1FZOr6/XHbt6cwgCsDQDq7T76t6bZu7ZsCaOlq/gDXoPTP3JQhYBCwARnUhrqNmS2fr7itZ/AGDCxt3SXLjW0uBRzkl8cr+z+772Uq5dqw+QygAwyvepl/AapTo65LXbG6ufueG9X6HgAUCFgELgGHdTJ+h2eKZk/wOAQAwsMYD82S9qaaScLWryl+lS+cZsuqrwQyfAFzG5QM23WJMnSgfl7xms8YF6XbNurb3574EAYuABcDIjlb7pyYL6AbvmkQAwIAsuTdlcNoQOaDRmXgPar41RrI+2iQnD73N4AnApZSWhElggEmXGOPn6y0/FrveNfvkA/1eIeyRxRNYIGARsAAY2pnQBM0W0fgRhQQBwEDiRh6XRZYIJeHKHswGpH8gU9Z/LD+diGToBOCSkuN9dQsyJdutLne9cgYFcAYWQMACgN93peEQzRbSnhnjiQKAQXTOnCa7K72oJF6t9XlT2o7aIHv2vsOwCcClZbX21y3IfDE/xOWuV89O+l2v7AF8hRAELAIWAEP7vsMqOez5pCZL6azIBMIA4OQic87JzOgGSsJVvsdjkp3STQYvXCI3i+IYNAG4vBF99HuiaPxQ1wsyqSn6PbE2aUQg9yQIWAQsAEZXbPLRZDnd4/WCWCdcIxIATqpF73WypWYFJfFqW/X/kaxei2RjXj8GTABuY/Z4/Q4lb5Xq53JnhlktJt2u16djg7gnQcAiYAEwum/rtNNsSW3Zay2hAHAy9rBsf/Ip3/NxJfFqWkxjeWf6Jjl3pDHDJQC3sne1RbcgE2D2lh+O21zmWhVvC9XtWtltmBvCPQkCFgELgNHdaDFFs0U1O+U9ggHgRJKH7pfP/f2UhCv7U5ndO3wsn26ayEHtANzSD8fDxN/PpGOUCXaZa7Xgo2BdA9aJr0K5J0HAImABML6NUljlFc0OZyYaAOqF5N6SfunZsq/Cs0ri1bLgUMkYu1kO7W/LQAnArTVO0u9cpx5Z/i5znTq30+8Adz9fb7lbZON+BAGLgAXAFZwOqafJ0lrgUU7iRhUTEACFYj84IfOt0UrC1UHPJ2Vw2hAZtWKh3CrmoHYAGNzDrFuYCQo0yY3Dxg8z1wtsYvbX70m1xHq+3IsgYBGwALiKy8kDNVtg32v/EREBUKR954WSV/VVJfFqU+1q0mbgWtmU15chEgD+ZcV0fV+Nm+kCh5Pr/fpg1/b+3IsgYBGwALiK2+2Xy2GNDnieGdOQkAA4WNjYizIlNlVJuLIbl5Qp787+Ur490pABEgB+5coB678WRH3ERvvIT8XGvT72/+316vjoGrAWfhzMvQgCFgELgCs58eabmiyyX1d+WSwTvyMqAA7StP9XsvHN6krC1Y5qr0n77otl/pc5UnoynOERAH5Hy2Z+BJo/sHSKvk9f2Z3bbeU+BAGLgAXAlZyPaa3ZUpvWZxNhAdCZZeINGd60r+R7PqEkXn0WHietJu2QwwfaMDQCwJ+YNS5I10ATZjXmWViXD9jEFmrS9do0SuT8KxCwCFgAXM53aR9pttiObNKbwADoKGFYgawICFQSrvZ5PS+9MiZIzqrP5E5xHQZGAPgvTm4P1f0pow/6BxjuuvR+x6z7dckZFMA9CAIWAQuA69kohZVe1mTBXWX2JzIAOrHHo91eLyqJV6v9fKT5yG2lX+7sxaAIAA+gaQNfXUONj49JdiyzGOZ6zJ8UpHu8sju6OZT7DwQsAhYAV3QquI4mS26+x2NSZ/Q3xAZAQ9FjTsunUclKwlW+5+Nlryt2m79JLh9LZEgEgAe0eLL+Zz1FR/jIhb3Of95T3nKL+PnqH6/sZ49x74GARcAC4KIuJ/bVbOHtkjmV6ABopG23ZWUHpquIV5trVZJW/deVLt06goPaAeAh3TkWJlaLSfdoUz/OVy4fcN6ItXmBRcz+Joc8fbVhbgj3HghYBCwArup22yVyyKOcJkvv1LrNCA/AI7JOuCrjkjKlQKN/Lx/UlNhUyZiaJ8UFzRkMAeARDe9tdki4SW/qJ98dcr5D3b+YHyIBZm+HXAP702g/FnPPgYBFwALg0orfqKHJ4ruz6itiyb1JhAAeUuOBebLeVFNJuNpV5a/yTqdZkrtuhvxwIoahEAA0ULwttOysKkcEnOR4XzmzyzmexLpbZCs7ZN5kcky8srN/+ZF7DgQsAhYAF3cuuoVmS3DTflsJEcADsoffwWlDZH+FZ5TEq8XBNnn7w69Ld+3uwjAIABrr867ZYREn3OYj6z9T+xrdwXWhkpLo67C/2S6xni9PX4GARcAC4A6up47XbBEe1qw/QQJ4APVGFcnC0Egl4epA+aelX3q29Fi0Ua4eq88gCAA6OL3TKv5+JocGnW4d/OX8bsc+jfXtHqsM7mF22BNnv7ZtMWdfgYBFwALgHrI2SKHXi5osxMsDg4kSwH3q3HG67K78kpJ4tdantjQbsr101VeDGQABQPezsAIcHnXs0ez97gFlAU3Pv+3EV6FlZ32Z/b0d/jfavZPhzz0GAhYBC4A7+SZQmydA8j0fl+gxZ4gTwJ+IzDknM6MbKAlX+R6PSXZKN2kz82s5eehthj8AcIBL+21iCTYpCTz2J6JaNvOT+ZOCyv53aBWtPpsYJK1S/ZT8Tb+wf+XR0U+aAQQsAhYAxS4l9NRsQe6UNYtIAfyB5r3Wy5aaFZXEq23V/0fadF9ZOmXDJ/LTiUgGPwBwoCVTgpXGnl+8VddH+nY2lx16vmleiBRuDpWrB21yq/A/l+LrBTY5+7VV9q8NlY33/u9N/iBQurTzl5hIH6f4O+w2zA3m3gIBi4AFwN3czlh0b8Etp8mS/ElcC0IF8BvWCdfKnnyyP6WoIl7NjqgvTSfsL92z9x0GPgBQpGt7s9PEH6Mb0SeAewoELAIWAHdVVKuaJovyjmqvSUjuLaIF8C9JQw/IKrO/knC11+sv0q3DZBmwbJXcLIpj2AMAhewHnYeGmAhQj6hRoq98f9TGPQUCFgELgLs6G5Gq2dLcaNBOwgXcnj3k2r/yt6/Cs0ri1bIgi6R8sI+D2gHAiaybEyImExHqYcVG+8iFvZx7BRCwALi1a80+1GxxHpw2hIABtxb7wQmZb41REq4Oej5Z9u9ghzl5cu5IYwY8AHAy08YEEaMeQoTNpPtXFQECFgELgAHc6bhejlR8XpMFenGwjYgBt9WhyyLJq/qqknj1xRtV5e0Bm0s/3TSRg9oBwEmVloRJz07+RKkHEBhgKjtQnvsHIGABQJmTZqtmT4BEfniemAG3Ejb2ouTGt5YCj3JK4tW4pExpOiW/tGB/O4Y6AHByPxwPkxZNfIlT9yHMapID6yzcNwABCwD+7WJ8V82W6czO84kacBtN+38lG9+sriRc7az6inR8d56M/HwxB7UDgKEilo0vE/4X9eN85MwuXhsECFgA8Bu32szXbKmeFN+GsAGXZ5l4Q4Y37Sv5nk8oiVdzw2KlwYeHf96U15dBDgAMGrG6deB1wt/TOMmXA9sBAhYA/LHjNbw0Way3VfckcMClJQwrkBUBQUrC1b6Kz0mvjAnScW6enC9MYYgDAIMvoYN78CTWL+xfaRzZN6As7nF/AAQsAPhDZ8Mba7ZkNxi8h9ABl2SPR7u9XlQSr9b4mqTRkK9L53+ZI6UnwxngAMBFbJgbLKEhJreOV9ERPrJzBeddAQQsALgP1xpna7ZoD0wfSeyAS4kec0Y+jUpWEq7yPR8ve12xyfQjpYcPtGFwAwAXVLQ1VJLjfdwyXvXIMsvFfbwyCBCwAOA+3em4To5UeFaThXthaBTRAy6jZc81Za/GqohX9n+u/Z+fs3qu3Cmuw9AGAC7s+6M2Gd474F+LputLSfSV3Z/z1BVAwAKAh1DiH6LJ0n2g/NMSPvYC8QOGZp1wVcYlZUqBRzkl8Wpq3WaSNPH4z5t39WZYAwA3cnRzqLR528+lXxeclxtUtoTzewMELAB4KBfqvavZ8t2u6xIiCAyr0aCdst5UU0m4+rryy9Kp02zpuuhLuXwskUENANzU+s9CpF4d13mtMC7GR+ZPCuKQdoCABQCP7lbrOZot4eMT2xNCYDiW3JsyOG2I7K/wjJJ4tSTYJgkfHOKgdgBAmZ+Kw2TNrBBpkuxr2HDVrKGfLJsaLD8W83sCBCwA0NCx17U562dz7SoEERhKvVFFsjA0Ukm4OlD+KemXni3NZx36ubigOcMZAOD/sH+lr2MrP0OckRVhM0n2gAA5viWU3w4gYAGAPs7YtPvSWsLQfMIIDKFz1gzZXfklJfFqrU9tafT+rtLcdTPkhxMxDGYAgD91vcAmK2cES/eOZgkJMjlNtHqrro8M722WbYtDyp4c47cCCFgAoKurjUZotpj3bZVDHIFTixj7rUyJTVUSruyHw9sPiU/6+MRPu3Z3YSADADywu0U2yVseIh+NDCx7OssWanLomVZd25tl1rggObndyu8BELBYpgE41p3M1XK4/NOaLOhzw2KJJHBazXutly01KyqJV19V/6e06b5Cui/eJFeP1WcYAwBo5uT20LIntCaNCJQBXc2S2dJPGtT3FavlweOW2d9bEuv5SoeW/jK4R4BMzwmSvOWWsqfAuNYAAYuABUC5Ez5mTZb0fRWfE9v4K8QSOJXQidclO6Wb5Hs+oSRezQmPl/icYz+v+mowQxgAwKHuHPvfVxBP77RK0VarFGywlAWpXxRsCJXCzaFl/+eX9hOpAAIWAQuAk7sQ11GzZb1195VEEziNpKEH5HN/s5JwtdfrL9Ktw2RpPufQTycPvc0ABgAAAAIWADyKm+kzNFvac5LfIZzAKdi/8revwrNK4tWywBBJGHGodMqGT+THkiiGLwAAABCwAEALR6v9U5PFfYN3TeIJlIoZfUpmR9RXEq4Oej4pg9OGSMKUkp92732XoQsAAAAELADQ0pnQRM2W+PgRhYQUKNG+y2LJq/qqkni1uXYVSe33pQxYvrr0ZlEcAxcAAAAIWACgtSsNh2i2yPfMGE9MgUOFjb0oufGtpcCjnJJ4Zf9nx43/hoPaAQAAQMACAD1932GVHPZ8UpNl3v76FlEFjtJkwHbZ6F1DSbjaVeVv0vHduZIxb89P5440ZsgCAAAAAQsA9HbC5KPJUr/H6wWxTrhGXIGuLBNvyPCmfcvOnVIRr+bZ6krd0SVlB7X/dCKSAQsAAAAELABwhG/rttNsuW/Zay2RBbpJGH5IVgQEKQlX+yo+J70yJkiD6cU/5h9ox2AFAAAAAhYAONKN5lM0W/KzU7oRWqCLbh0my26vF5XEqzW+JmkweI+8v3wlB7UDAACAgAUAqhyt8ndNFv21Pm8SW6Cp6DFnZGZ0AyXhKt/jsbIoW/ej8z9uzOvHMAUAAAACFgCodDqkniYLv/1rcHGjigkv0IT9ldStNcoriVfbanhIyx6rpf28XT+dL0xhkAIAAAABi+UZgGqXkwdqtvi/1/4j4gseiXXCVRmXlFkWRFXEq2l1m0qdsWd+nv9ljvxcEs4QBQAAAAIWAQuAM7jdfrkc9nxck+V/ZkxDIgweWqNBu2S9qZaScPV15ZelU6fZ0nBm8d3DBzIYngAAAEDAImABcDYn3nxTswhgmfgdMQYPxJJ7UwanDZH9FZ5REq+WBlklfkShjFk19+c7xXUYnAAAAEDAImABcEbnY1prFgPS+mwiyuC+1RtVJAtDo5SEqwPln5J+6dkS88mFHzfv6s3ABAAAAAIWAQuAM/su7SPNosDIJr0JM7gvmZ3ny86qryiJVxtrvy7N+m+Tzgu3/Xj5WCLDEgAAAAhYBCwAzm+jFFZ6WZMwsMrsT5zBnwofe0GmxKYqCVf2w+Hth8RHTbhQdlB76UkOagcAAAABi4AFwDBOBdfRJBDkezwmdUZ/Q6jB72ree4NsqVlRSbza/vo/JOO9FdJ01tEfiguaMyABAACAgEXAAmA0lxP7ahYKumROJdbgP4ROvC7ZKd0k3/MJJfHqs4i37GG11H5Q+w8nYhiOAAAAQMAiYAEwotttl8ghj8c0iQVT6zYj2uD/Sxx6UD73NysJV3u9/iLdOkyWuCnn7+7c3ZWhCAAAAAQsAhYAoyt+o6Ym0cB+MLcl9ybxBmVf+dtX8Tkl8Wp5YLAkDD8k3RZ9+ePVY/UZiAAAAEDAImABcAXnoltoFg+a9ttKwHFjMaNPyazIBCXhKt/zcRnetK+E517+cdVXgxmEAAAAQMAiYAFwJddTJ2gWEYY160/IcVPtui6RHdX+riReba5dRd7uu1lSZx/+oeRQGkMQAAAACFgELAAuJ2uDFHq9qNnrW8Qc9xI27pLkxreWAo9ySuKV/Z8dNe586eT1k3/+sSSKAQgAAAAELAIWAFf1TWCkZq9xRY85Q9hxE40H7pCN3jWUhKtdVf4mWe98JvWmnv1h9953GXwAAABAwCJgAXB1lxJ6ahYWOmXNIu64OMvEG2XnTR30fFJJvJpnqyN1s0uk79K1d28U1ft/7d17mM9l3sDx57/OW9vTnmqfbYaUlA5mtB2NMQw5lCQhWakkIdthOmjpYodKS3KMHLoUK50PhLIdaBES4xyDyvkwmJGE++n326d9dtvaTX35/mbmdV/X62+/yz/3Pe/rvj9fhx4AAAQsAQsoD3a3fyEsPjWaJ2BPNmor8pRhiS/8JZ6KxhGuFlQ4LvmFw9rDthvUDgCAgCVgAeXRynOrRBIZZlb5dagxtETsKYPu6jQqzD39pFji1eQLMsK1f5wXbv7zR5+vW9rSQQcAAAFLwALKo/W5rSOLDS16zhZ8ypC6/deFMfWaxRKuCtKODH2b54WcQVuSg9r3FeY65AAAIGAJWEB5VXT945FFh/w2+cJPGXFT1ylhetUKscSrGVXTws33TQpNnvpkd8GCDg43AAAIWAIWUN7t6fxmWHbaiZGEhxcvqyX+lHLZg4vCwKadwqK0I2KJV6PrXxdy+68PPV6etLd4ZSMHGwAABCwBC+Bv1lxUK5L4kPg6Xe7jG4SgUqpFzw/C1OrnxRKu5p7xs9Cly9iQO2L7F9NmdXegAQBAwBKwAP7Z5sZ3RxYiOt/xrBhUyiSG7ye+8vdRxZ/EEq9evjQ7NH5kWbhl/LzPNyxr7jADAICAJWAB/KuSWyaExadG82Tsica3iEKlSKNHV4Xna9aNJVwtqHBsyG/TK9QaumPfmGlD9u9fXcdBBgAAAUvAAvhuH1c9PZoB3GenC0OlRMe7nguzzjw5lng17fyzQqvu08PVT63ZvWRBewcYAAAELAEL4D9bV7tlZHGiWf48gSiF1R6wKYxs2DqWcJUYDp8YEp8zaGvoO+m5PXtW1Xd4AQBAwBKwAL6fouv6RRYpetzYRyhKUTf8YVp499xKscSrv571P6H9Pa+F3BHb9rwz+wGHFgAABCwBC+Dg7Ok8NSyteHwkoSIxU0ksSi01h+wIfZvnhYL0o2OJV+NqXxHq91sbbn92VvHW5U0dWAAAELAELIAfZvWFNSIazn1c8pmacJQaru69MLx+0cWxhKv5lX4a8jqOCDWH7dr37LuP7zuwprbDCgAACFgAP9ymK+6ILFx0uPsl8SgFdG0/OMyr9N+xxKtJF14Qruk1PzQfs3LXqoIbHFIAAEDAAvjxStqNiyxeDLr6NgEpRvUe+zQ8k3t1LOGqIP2o8HCrbiFryM4Df5r4/O4vCi93QAEAAAELIDorzkqPJGK8c35lISkmidtvM6ucEku8eue8M8Lvur0d6o/ctHv23LsdTAAAQMACiN5nOc0iixlNehcISodRzsAtYWjjdmFR2hGxxKvEv507YEPo8txfd21b0cShBAAABCyAQ2N7i0ciCxrdbn5MWDpMWvaYGd7KOCeWcPVB5V+E238/LmQP27n3pemPGtQOAAACFsChtafTG2FpheMiCRvjcxqKS4dY1tDi5LyphenHxBKvXqyRE654dEVo+fSKnasXt3EQAQAAAQvg8Fh9wcWRxI35p50Qag3aJjQdIo36fBxezKodS7haUOG40P3GviHrieIDAyc/U7K3sJ5DCAAACFgAh8+mRp0jCx233Pua2HQI3NVpVJh7+kmxxKsp1auFa/84LzQYualkzrw7HD4AAEDAAjj8im8aE1ns6H/N7wWnCNXtvy6MqdcslnBVkHZk6Ns8L3mr7r4Xp+3YtfIKBw8AABCwAOKzvMpvIoke0zKqCk8RubHrlDC9aoVY4tWMs08N7e6dGGoN3/HFxBm9vnTgAAAAAQsgdp/VvDqy+NH4kWUC1I+QPbgoDGzaKXkDKo54NfryliG3//rQZuzionVLWzpsAACAgAWQGrZd2zuyAHJ/+0FC1A/UvOecMLX6ebGEq3mV/jvkdRzx1e8o2T9s6qiSfYW5DhoAACBgAaSOzztOCkvSj4kkhIytc5UYdZBqDC1JfuVvfsXjY4lXr1xWMzR+ZGloNHr9joKPbjvggAEAAAIWQEoqzKwe2U2exDM4Yer7afToqvBczXqxhKuF6ceE/Da9QtaQnaHrS28WFa9s5HABAAACFkDq2tigQ2Rh5KauU8Sp76HjXc+FWWeeHEu8+sv5VUKr7tNDzvCi3W/NfHCvQwUAAAhYAClv1w0jI4sjfZvnCVT/Ru0Bm8LIhq1jCVcJiSHxOYO2hrbjCratX9bCgQIAAAQsgNJjeeVTIgkkU6pXE6q+ww1/mBbePbdSLOFqZpVfh/b3vBpqPFHy5ehpw3ftX13HYQIAAAQsgNLl06wrIwkli9KOSM52Eqz+X9aQXeHhVt1CQfrRscSrP9duFOr3WxuuHL2uaPGCWw1qBwAAAUvAAkqnrdf0iCyY3HPbMOHq/zTpXRBev+jiWMLV/Eo/DV3bD05+6bDnqxO3lawyqB0AAAQsAQsoxT7v+HpYkhbNDaExl18rXn0lEY8SX2aMI1698dvq4Zr8D0POk0XFb8/6g0HtAAAgYAlYQNlQmJERSTyZc8bPQ9aQneU2XNV77NPwdN2msYSrgvSjks8VE///7cd/uHnr8qYODQAAIGAJWEDZseHydpGFlMTA8vIYr27NeznMrHJKLPHqnXNPD7/r9naoMaxk77i3B+46sKa2AwMAAAhYAhZQtuxsMzyymNLnugfKVbjKGbglDG3cLjnEPo54NbJh65A7YENo8tQnW1YV3GBQOwAACFgCFlBWTQvLzvhlJEFl4oW/LTfxqmWPWeGtjHNiCVcfVP5F6NJlbOJ3HHho4stb9qyq75AAAAACloAFlG2fXFY/mllMaUeG+v3WlulwlTW0OOS36RUWVDgulnj14mW1wpV9lofcEdt2zJyb94XDAQAACFgCFlAubG3aLbLAclenUWU2XjXq83F4Mat2LOEqEcy639g31BhaEm4bP2fTthVNHAwAAEDAErCA8mN3h5fD4rQjIwktoxu0KpPx6s5Oo8Pc00+KJV5NqX5+uPaPc0PNYcV7nnuv3w6D2gEAQMASsIByadV50cxzmn3mr5LP7MpKuKrbf10YU69ZLOEq8SSzb/O8UGvQttD0qbWbChcZ1A4AAAKWgAWUY+vrtY0svLTqPr1MxKu2D0wN751TMZZ49f7Zvwnt7n098Tv293tjwqa9hfUcBAAAQMASsIDybUfrwZHFl4euf7BUh6vswUVhYNNOyRtQccSrsXWuCpf3+yTUfXJr0ex5d+9xAAAAAAFLwAJIuP2tsKxSNDOeXr3kslIbr67p/VGYeOFvYwlXH1Y6MeR1HJH8HR0mzFlXtOIqmz8AAAhYAhbAP1p7Sd1oZjelHxXqPfZZqQpXia/7Jb7yN7/i8bHEq1cuzQqNH1kasoYV7351xiNFNn0AABCwBCyAb7Glyf2RBZkutz9TauJVwz8VhgnZ9WIJVwvTjwn5bXqFrCE7Q4sxK9etW9rSoHYAABCwBCyA77K7/Qth8alHRBJmnmzUtlTEq9vufD7MOvPkWOLV2+edGa5/8L3E79g3YPLYdfsKc232AAAgYAlYAP/JynOrRBJnZlb5dfJZXqqGq5wBm8PIhq1jCVcJiSHxOQO3hMtHbtqycH5Hg9oBAEDAErAAvq/1udFFnRY9Z6dkvLr+wRlhWrWzYwlXs8/8Veh8x7PJ33HnC9PXFq9sZIMHAAABS8ACOBhFrR6PLNbkt8lPqXCVNWRXeLhVt1CQfnQs8Wp8TsNQv++akD1sZ/GUmT2329gBAEDAErAAfoA9nd8My047MZJg89JltVImXjXpXRBeu/iSWMLV/NNOCF3bD04+qWz59PLP1i9rYVA7AAAIWAIWwI+x5qJakYSbxE2n3Mc3xB6vEvFobqWTYolXky/IDNfkfxhqPFHy5RNTnvpk/+o6NnQAABCwBCyAH2tz47zIAs7X857iUO+xT8PTdZvGEq4K0o5MPlesOWRHqD9i4+ZFH3UwqB0AAAQsAQsgKiW3TAiLTz0ikpAztHG7WOLVrXmvJL+EGEe8mnF2erjp/snJ33H/S39ZVbLKoHYAABCwBCyAyH1c9fRoYk7VtMMarrIHbw8Dm3YKi9KOiCVejWpwffLZZPawnTunzuyx2eYNAAACloAFcIisq31dZFGnWf68wxKvWvaYFd7MPCeWcDXnjJ+HLl3GJn9Hq2eWf7Jx2bUGtQMAgIAlYAEcSkXX9Yss7vS4sc8hDVdZQ4tDfpte4aOKP4klXiW+tnhln+WJQe17R08bvvbAmto2bQAAELAELIBDbU/nqWFpxRMiCTzP16x7yOJVoz4fhxey6sQSrhZUODZ0v7FvqDG0JDQctWHjkoXtDWoHAAAELIDDac2FNSIKPceF2gM2RR6v7uz8VJh7xs9iiVdTq58Xmveck/gdB7q/MnnFnlX1bdQAAICABXC4bbrijsiCT4e7X4osXOX2Xx/G1GsWS7hKDIdPDImvNWhbqDV859bpc+7bZIMGAAAELICYlLQbF1n4GXT1bZHEq7YPTA3vnVMxlnj1/tm/Cbfc+9rffse4gsJtK5rstzkDAAACFkDMVpxVIZL48875lX9UuMoeXBT6Ns8LBelHxRKvxtVuHOr3W5sY1L577NuDCg1qBwAABCyAFPFZTnRP9Zr0LvhB8app7wVh0kUXxhKuPqx0YsjrOCL5O64YtX7tqkVti23IAACAgAWQQra36BNZDOp282MHFa4SX/dLfOVvfsXjY4lXr1xSI1z18JLEb9mf/+qrS78ovNxmDAAACFgAqWZPp8lhaYXjIglC43Mafu941fBPhWFCdr1YwtXC9GNCfpteIWvIzsSg9s3vz71no00YAAAQsABS2OoLLo4kDM0/7YTk1/v+U7zqeNcLYdaZJ8cSrxKzulp3f/frQe3Liz6+ap8NGAAAELAAUtymhrdHFoi+/orft8kZsDmMbNg6lnCVMLRxu1BnwMZQY2jx7ufe7bfSxgsAAAhYAKVE8U1jIotEj1/T5VvjVasH3w/Tqp0dS7j6oPIvQ+c7xn89qL1w9aIbDGoHAAAELIDSZkWVUyOJRdMyqv5TuMoasis83KpbKEg/OpZ49WytBqF+3zWJ37Kvz8QXFu0rzLXhAgAAAhZAafRZ9tWRRaPGjyxLxqsmDy0Kr118SSzhKjGPq2v7wckvHeYM37Fx1ry8DTZaAABAwAIoxbZd2zuyeHR/+0HJeDS30kmxxKvJF2SGZvnzkhHt1vFzFxWvbGRQOwAAIGABlHafd5wUlqQfE0lAev+sU2MJVwVpR4a+zfNC9uDtocYTJTtenfHwcpsrAAAgYAGUIYWZF8T2hcAfa0bVtHDTfW8kb11dNfrTZeuWtNxlYwUAAAQsgDJmY4MOpTJejW7QKuQ+viERr/b2nzR+gUHtAACAgAVQRu1qO6pUhas5Z/w8dOkyNnnrKmf49k8WzO+03mYKAAAIWABl3PLKp5SKePXypdl//9ph5wkfzClZ2ehLGykAACBgAZQDn2ZdmdLhakGFY0P3G/uGrKHFIWtYyfbXZjy0zAYKAAAIWAIWUI5sa9YzZePVtPPPCtc/OCN566rJU2sXb1ja3KB2AABAwBKwgPLm846vhyVpR6dUuFqUdkQY2LRTyBm0NRGvvhg6dcyHB9bUtnECAAACloAFlFeFGRkpE68+qPyLcPvvxyVvXdV5ctuahfM7rrNhAgAAAtY3rLxlQihs/zxAuTE/t014u8KxsXsip0Go2/ODcOmjH4dbh73w4cr36+77dHZ2AAAAiNPamdmpF7AAyqVq1WKT+ZWMr35DRmb1pMzMjB+0OQAAAKQSAQugjASszIyMv4erjMzMA9XFKwAAQMAC4NtlHPZbV/8crzIO2OAAAAAByx+oACkRsDIz/vHJYKYngwAAwLfLPHhf/X1xIHrVvlvGd/u2PiVgAZSCZ4T/8mTQpgwAQIoFkNSLIIlbPCmg2r/eJuLgCVgAKXwL61sGtYtXAIA4Io6IIwhYAhZAagQsg9oBQBwRRwAELIDD94zwICLXN29dGdQOIJCU2UAijgAgYAHEHLAS0eogQ9ffbl0Z1A7iiDgikAAAAhbAoXhG+Hc/7LmhQe2II+IIAAACFkDqzszKSNy2KiOD2sURcQQAAAQsgDL05PAbN7YyMzLMJAEAABCwAFLp2WHmNwJW5gGbEwAAgIAFkNJsTgAAAAcZsBLPWQA4fDzfAwAAOMiABQAAAAACFgAAAAD8m4C1EgAAAABS1X9ZlmVZlmVZlmVZlmVZViqv/wWTZA8ZzatuEwAAAABJRU5ErkJggg==\"}]}"}],"problem_search":{"errors":[],"problems":[{"id":44267,"title":"Brain Teaser Solver","description":"Write an algorithm to solve this brain teaser:\r\n\r\nYou have a square that is broken into four triangles, the area of three of those triangles is given.  You must determine the area of the center triangle.  Your function will take in 3 arguments A, B, and C.  Below is an image of this problem, in this example A = 4, B = 3, and C = 2.\r\n\r\n\u003c\u003chttps://ds055uzetaobb.cloudfront.net/image_optimizer/e98b09fafd291dda73ea74ea5319dfa7e814f535.png\u003e\u003e","description_html":"\u003cp\u003eWrite an algorithm to solve this brain teaser:\u003c/p\u003e\u003cp\u003eYou have a square that is broken into four triangles, the area of three of those triangles is given.  You must determine the area of the center triangle.  Your function will take in 3 arguments A, B, and C.  Below is an image of this problem, in this example A = 4, B = 3, and C = 2.\u003c/p\u003e\u003cimg src = \"https://ds055uzetaobb.cloudfront.net/image_optimizer/e98b09fafd291dda73ea74ea5319dfa7e814f535.png\"\u003e","function_template":"function center_area = BT_Solver(A,B,C)\r\n  center_area = ?;\r\nend","test_suite":"%%\r\nA = 4;\r\nB = 3;\r\nC = 2;\r\ncorrect_ans = 7;\r\nassert(isequal(BT_Solver(A,B,C),correct_ans))\r\n\r\n%%\r\nA = 4;\r\nB = 3;\r\nC = 5;\r\ncorrect_ans = 8;\r\nassert(isequal(BT_Solver(A,B,C),correct_ans))\r\n\r\n%%\r\nA = 30;\r\nB = 14;\r\nC = 15;\r\ncorrect_ans = 41;\r\nassert(isequal(BT_Solver(A,B,C),correct_ans))\r\n\r\n%%\r\nA = 3;\r\nB = 5;\r\nC = 12;\r\ncorrect_ans = 16;\r\nassert(isequal(BT_Solver(A,B,C),correct_ans))\r\n\r\n%%\r\nA = 54;\r\nB = 48;\r\nC = 90;\r\ncorrect_ans = 132;\r\nassert(isequal(BT_Solver(A,B,C),correct_ans))","published":true,"deleted":false,"likes_count":4,"comments_count":1,"created_by":136968,"edited_by":null,"edited_at":null,"deleted_by":null,"deleted_at":null,"solvers_count":31,"test_suite_updated_at":"2017-07-21T17:12:44.000Z","rescore_all_solutions":false,"group_id":1,"created_at":"2017-07-21T17:10:53.000Z","updated_at":"2025-12-29T14:17:01.000Z","published_at":"2017-07-21T17:12:44.000Z","restored_at":null,"restored_by":null,"spam":false,"simulink":false,"admin_reviewed":false,"description_opc":"{\"relationships\":[{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/document\",\"targetMode\":\"\",\"relationshipId\":\"rId1\",\"target\":\"/matlab/document.xml\"},{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/output\",\"targetMode\":\"\",\"relationshipId\":\"rId2\",\"target\":\"/matlab/output.xml\"}],\"parts\":[{\"partUri\":\"/matlab/document.xml\",\"relationship\":[{\"relationshipType\":\"http://schemas.mathworks.com/matlab/code/2013/relationships/image\",\"targetMode\":\"\",\"relationshipId\":\"rId1\",\"target\":\"/media/image1.png\"}],\"contentType\":\"application/vnd.mathworks.matlab.code.document+xml\",\"content\":\"\u003c?xml version=\\\"1.0\\\" encoding=\\\"UTF-8\\\"?\u003e\\n\u003cw:document xmlns:w=\\\"http://schemas.openxmlformats.org/wordprocessingml/2006/main\\\"\u003e\u003cw:body\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eWrite an algorithm to solve this brain teaser:\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003c/w:pPr\u003e\u003cw:r\u003e\u003cw:t\u003eYou have a square that is broken into four triangles, the area of three of those triangles is given. You must determine the area of the center triangle. Your function will take in 3 arguments A, B, and C. Below is an image of this problem, in this example A = 4, B = 3, and C = 2.\u003c/w:t\u003e\u003c/w:r\u003e\u003c/w:p\u003e\u003cw:p\u003e\u003cw:pPr\u003e\u003cw:pStyle w:val=\\\"text\\\"/\u003e\u003c/w:pPr\u003e\u003cw:customXml w:element=\\\"image\\\"\u003e\u003cw:customXmlPr\u003e\u003cw:attr w:name=\\\"height\\\" w:val=\\\"-1\\\"/\u003e\u003cw:attr w:name=\\\"width\\\" w:val=\\\"-1\\\"/\u003e\u003cw:attr w:name=\\\"relationshipId\\\" w:val=\\\"rId1\\\"/\u003e\u003c/w:customXmlPr\u003e\u003c/w:customXml\u003e\u003c/w:p\u003e\u003c/w:body\u003e\u003c/w:document\u003e\"},{\"partUri\":\"/matlab/output.xml\",\"contentType\":\"text/xml\",\"content\":\"\u003c?xml version=\\\"1.0\\\" encoding=\\\"UTF-8\\\" standalone=\\\"no\\\" ?\u003e\u003cembeddedOutputs\u003e\u003cmetaData\u003e\u003cevaluationState\u003emanual\u003c/evaluationState\u003e\u003clayoutState\u003ecode\u003c/layoutState\u003e\u003coutputStatus\u003eready\u003c/outputStatus\u003e\u003c/metaData\u003e\u003coutputArray 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