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wgus9Jr3e4GAgNP5IeB0Vm0fiYCFCiJgARoC9kFrOT8EnF5+BJzOqu0jEbBQQQQsQGu5QOiA02tOB5zOqt9IBOzj16ZoBCxUCwEL0BCwD1rL+dEBp5cfAaezavtIBCxUEAEL0FouEDrg9JrTAaezogP2sWp7NAIWKoiABWgI2Aet5fzogNPLTweczqrtIxGwUEEELEBruUDogNNrTgeczooO2Meq7dEIWKggAhagIWAftJbzowNOLz8dcDqrto9EwEIFEbAAreUCoQNOrzkdcDorOmAfq7ZHI2ChgghYgIaAfdBazo8OOL38dMDprNo+EgELFUTAArSWC4QOOL3mdMDprOiAfazaHo2AhQoiYAEaAvZBazk/OuD08tMBp7Nq+0gELFQQAQvQWi4QOuD0mtMBp7OiA/axans0AhYqiIAFaAjYB63l/OiA08tPB5zOqu0jEbBQQQQsQGu5QOiA02tOB5zOig7Yx6rt0QhYqCACFqAhYB+0lvOjA04vPx1wOqu2j0TAQgURsACt5QKhA06vOR1wOis6YB+rtkcjYKGCCFiAhoB90FrOjw44vfx0wOms2j4SAQsVRMACtJYLhA44veZ0wOms6IB9rNoejYCFCiJgARoC9kFrOT864PTy0wGns2r7SAQsVBABC9BaLhA64PSa0wGns6ID9rFqezQCFiqIgAVoCNgHreX86IDTy08HnM6q7SMRsFBBBCxAa7lA6IDTa04HnM6KDtjHqu3RCFioIAIWoCFgH7SW86MDTi8/HXA6q7aPRMBCBRGwAK3lAqEDTq85HXA6KzpgH6u2RyNgoYIIWICGgH3QWs6PDji9/G3sgEuz6akl66Q/SkZ2CSBgYR0gYAFaywVCB5xeczrgdFaj0gEjYK3mCFjghoAFaAjYB63l/OiA08tPB5zOqu0jEbBQQQQsQGu5QOiA02tOB5zOig7Yx6rt0QhYqGA/AVtpc5/7dmdz73TFkOieO9BZsNJu6s2lNFvY8GSn8jfy6198+AlPip6Qlfi9/cDuyvrzXUWP3vLSkb7PD/JLY7r1xSNzpVnlXscWdBq75aOGpAgt2VyiTk/Y04XZY7nkQx4QgAAEhkmgvGTPTl3gnli3Bgi4LjEzm5+ws2Z2qxBKCAQgAIFRJPD+xiW7bRQfWJOPCQELdBGwAI0QCEBglAkgYKG6CFiAxha0AI0QCEBgZAmUhT0zdd4eH9kH2NADQ8AC2NMT1inM9vWGFmZzzx+cqRxMEKYOCXn4ib0LhVUPYVlhC4efmsniEAz5+cq8Er/JxTKL+s6vL/quP/JLq3vu/M5MFHNWVA9hFWadySWbTnuEjLpKAAELa6GfgPmcYzrI3D/n2Mb8cvqY1Ln907Z4oPqlSOSX/vzInV/3kZxZX1UHAk6v77LGTQsc5ygE7Kt+GwWX+wssBJe+JnMXXO75IeD0tTZoJB3wIEJ9/j8CFqD1hCDgeH4IOJ1p7oLLPT8EnL7WBo1EwIMIIWCB0OohCNiHtB8/BJzONHfB5Z4fAk5fa4NGIuBBhPr8/37fhJX7FiX5pRe6jS8QchJwv6+iJL/09Zc7PwScXstBIxHwIEIIWCBEBxwObcAWPoJLJ5674HLPDwGnr7VBIxHwIEIIWCCEgMOhIeAwpLkLLvf8EHDYUuT3gBWUbEEr1P41po1bvLlv4dMBp6/J3AWXe34IOH2tDRpJBzyIEB2wQIgOOBwaHXAY0twFl3t+CDhsKdIBKyjpgBVqdMA+aqvzowNOp5u74HLPDwGnr7VBI+mABxGiAxYI0QGHQ6MDDkOau+Byzw8Bhy1FOmAFJR2wQo0O2EeNDjiKX+6Cyz0/BBy1Eg0BKygRsEINAfuoIeAofrkLLvf8EHDUSkTAEkkELGH7LIhT0PH8eA84nWnugss9PwScvtYGjeQ94EGE+vx/BCxAG/AeZu4f88k9PwScviZzF1zu+SHg9LU2aCQCHkQIAQuEVg+hA/Yhzf27oHMXCPn51h8C9vO7OgMCFljSAQvQ6IB90AbwowNOx4uA01mtNJLfA/Yz7M6AgAWOCFiAhoB90BBwGD8E7EeJgP0MEbDIEAGL4K6EsQUdz48OOJ0pAk5nRQfsZ7XaDHTAAl8ELECjA/ZBowMO44eA/SjpgP0M6YBFhghYBEcH7AO3Cj864HS0CDidFR2wnxUdcDBDBOwDyhZ0PD8EnM4UAaezQsB+Vgg4mCEC9gFFwPH8EHA6UwSczgoB+1kh4GCGCNgHFAHH80PA6UwRcDorBOxnhYCDGSJgH1AEHM8PAaczRcDprBCwnxUCDmaIgH1AEXA8PwSczhQBp7NCwH5WCDiYIQL2AUXA8fwQcDpTBJzOCgH7WSHgYIYI2AcUAcfzQ8DpTBFwOisE7GeFgIMZImAfUAQczw8BpzNFwOmsELCfFQIOZoiAfUARcDw/BJzOFAGns0LAflYIOJghAvYBRcDx/BBwOlMEnM4qVcCl2fTUknX8M4/XDHwXtFBvBCxA6wlBwPH8EHA6UwSczgoB+1nRAQczRMA+oAg4nh8CTmeKgNNZIWA/KwQczBAB+4Ai4Hh+CDidKQJOZ4WA/awQcDDDfgK20uZOPLh7c/ClpOm2vHRkwUq7qTe4NFt4+4Hdlb9JkwcEkZ8P4kr8NjzZqdS3GNIbTOcOdPquP/JLq3vu/Bb3d+ZKs8q9jveA02q7fNSQnqJasrlEnZ6wpwuzx3LJhzwgAAEIDJNAecmenbrAPbFuDRBwXWJmNj9hZ83sViGUEAhAAAKjSOD9jUt22yg+sCYfEwIW6CJgARohEIDAKBNAwEJ1EbAAjS1oARohEIDAyBIoC3tm6rw9PrIPsKEHhoAFsKcnrFOY7esNLczmnj84k8UhrIef2LtQWPUQlhW2cPipmSwOYZGfsOh6QuA3nvwmF8ssnr9nJoo5K6qHsAqzzuSSTfsqM37RCFioeT8BHz44I8zUTAgf8/FxhR/8fAR80f3WX04fM+s+ujPrq+pAwFrNEbDADQEL0HpCEBz8fAR80W1cfwjYV/NcoxGwUBkELEBDwD5o8Btrfgg4rPxZTYSAhXIgYAEaAvFBg99Y80PAYeXPaiIELJSDr6IUoCEQHzT4jTU/BBxW/qwmQsBCORCwAA2B+KDBb6z5IeCw8mc1EQIWyoGABWgIxAcNfmPNDwGHlT+riRCwUA4ELEBDID5o8Btrfgg4rPxZTYSAhXIgYAEaAvFBg99Y80PAYeXPaiIELJQDAQvQEIgPGvzGmh8CDit/VhMhYKEcCFiAhkB80OA31vwQcFj5s5oIAQvlQMACNATigwa/seaHgMPKn9VECFgoBwIWoCEQHzT4jTU/BBxW/qwmQsBCORCwAA2B+KDBb6z5IeCw8mc1EQIWyoGABWgNC+SX5262nxzbaZ98cp3d/Pl/seuv++jaJBNX+y3/dNJu+fnPKvEnHtztetAff3K9ffjLW8xKIz+B5FV+1637xH5v26v2+Q0fCrN8GsKPMcjoPgvk15D8DLszJN6SYi42KrMgYF8lo2+AXfl+7+gfWVmu8yVGdCsIFMUl+9quv5IlHL3+oqHxc4TRRPOdDwELtUHAArQGO+C/ffWrdurMZl9SRLeKwKbJOfuDnT+QckbAErZKEB2wnyEdsMgQAYvgroRF3wBf/uFDNn92ky8poltFYOPtp+z++16Qco5ef1ISqwTRAUcTzXc+OmChNghYgNZgB/zGWzvt2Mkv+ZIiulUEtt31U7vn7h9LOSNgCRsdsB/bNTMgYAEqAhagNSjg2eM7bPbEvZWk7rj1tN1+y7yUqPsQVnntZT87hFWY3fxv/8Wuv77PIbHEbMctv/c+mLJ3P9hYobN962u2fcvricSqwxCwhA0B+7Eh4AiGCNhHMfoG2E/A43aDPnxwxleUwGjq64PJFrSPX5ui6YCFaiFgAdoad8AI2FcjTzQC9tDr/zEpPgfsY5prNAIWKoOABWgI2AetQX5hiV2ZCAH7iNIB+/i1KRoBC9VCwAK0BgXCFrQZW9DpazL6BUL6ldNGIuA0TqMwCgELVUTAArQmBXxih80erx7CYgvaVyNPdLTgZqmvsQXtWZH5xiJgoTYIWICGgH3QGuQXllhTW9AIGAFHL9JM5kPAQiEQsACtQYHQIY34FjQCRsC+W0620QhYKA0CFqAhYB+0BvmFJUYHHIKS94BDMLZiEgQslAkBC9AaFAgdMB1wnRUZ/R51nWunjEXAKZRGYwwCFuqIgAVoCNgHrUF+YYnRAYegRMAhGFsxCQIWyoSABWgNCoQOmA64zoqkA65Dq//Y5b+GVJpNTy1Zxz/zeM2AgIV6I2ABGgL2QWuQX1hidMAhKNvYASNgrfQIWOCGgAVoDQqEDpgOuM6KpAOuQ4sO2E9r5RkQsEAXAQvQELAPWoP8whKjAw5BSQccgrEVkyBgoUz9BGylzZ14cPdmYbrwkC0vHVmw0m7qnbg0W3j7gd2Vv4VfOHHC6PyOfrTHjl7cU7n6rhsP2a4bDiVmVB0WnZ+UxCpB45Yf9TXrPn83PNmpPH+LId29F/d35kqzyr2OLWjtWT6kEmrJ5hJ1esKeLsweyyWfcc/juU377Lk7q+c/Hn2nY4+emh53NCPx+Klv/mUsL9mzUxe4J9atFAKuS8zM5ifsrJndKoQS0gABbtANQM1oSuqbUTFWTuX9jUt2WysyzShJBCwUAwEL0BoM4QbdINwMpqa+GRRhcAoIeDCja0YgYAEaW9ACtAZDuEE3CDeDqalvBkUYkEJZ2DNT5+3x/DPNK0MELNTj9IR1CrN9vaGF2dzzB2eyOIT18BN7FwqrHsKywhYOPzWTxSGs6PyiP4YUnZ+wxFYNGbf8qK9Z9/k7uVhm8fw9M1HMWVE9hFWYdSaXjEMXNZ/sCLgmsO7wfgIe5R9EFxCtGhL9OczoG3R0frnzyz0/6mv8GlL0Is1kPgQsFAIBC9B6QqIFxw2aL+KosyKj11+da6eMbePngOmAUyp77RgELHBDwAI0BOyD1iC/sMSuTBQtOF5g0QFHr9Fc5kPAQiUQsACtQYFwg6YDrrMio18g1Ll2ylg64BRKozEGAQt15KsoBWgI2AetQX5hidEBh6BEwCEYWzEJAhbKhIAFaA0KhA6YDrjOiqQDrkOr/9jlP0fIe8AaUwQscEPAAjQE7IPWIL+wxOiAQ1DSAYdgbMUkCFgoEwIWoDUoEDpgOuA6K5IOuA4tOmA/rZVnQMACXQQsQEPAPmgN8gtLjA44BCUdcAjGVkyCgIUyIWABWoMCoQOmA66zIumA69CiA/bTogMOZYiAfTijb4B9BbzlNdu+9XUp0ej8pCRWCRq3/KgvnwOOfg7lMh8dsFAJBCxAW+sOGAH7iuSIjn6BgIARsGM5Zh2KgIXyIGABGgL2QWuQX1hia/ke8Ji9wJo8X0aXyTUfH0Ny4fssGAELHBGwAK1BgdAhjeF7wAjY9yR0RiNgJ8Ar4QhY4IiABWgI2AetQX5hidEBh6DkFHQIxlZMgoCFMiFgAVqDAnnjrS/bsZNfrCS17a6f2j13/1hKNPo9TCmJVYLGLb83ju20Yz/70rL6vmn33P2qhLaN/NiClkqdfRACFkqEgAVoDQr45R89ZPPvbaoktfG2U3b/V16QEm3jDXqUf4+a+nIIS3oityAIAQtFQsACtCYF/MOHbP7sMgHffsruvw8B+yqlRUe/gHmZ+hodsLYWc49CwEKFELAArUEBv/HWTjt2ctkW5RfetHu2jc8W5Sh3wLzFQAfsu+PkG42AhdogYAFagwKePb7DZk/cW0lq+9bXbPsWvojDVyktOroDpr4IWFuJ+UchYKFGCFiAhoB90BrkF5bYlYkQsI8op6B9/NoUjYCFaiFgAVqDAqFDGvHPAbPDwXvAvltOttEIWCgNAhagIWAftAb5hSVGBxyCkg44BGMrJkHAQpkQsACtQYHQAdMB11mR0Vvkda6dMhYBp1AajTEIWKgjAhagNSngEzts9jiHsHxViYuOFhw/N8khrLjVmddMCFioBwIWoCFgH7QG+YUl1tQWNC+weA84epFmMh8CFgqBgAVoDQqEDmnEt6ARMAL23XKyjUbAQmkQsAANAfugNcgvLDE64BCUvAccgrEVkyBgoUwIWIDWoEDogOmA66zI6Peo61w7ZSwCTqE0GmMQsFBHBCxAQ8A+aA3yC0uMDjgEJQIOwdiKSRCwUCYELEBrUCB0wHTAdVYkHXAdWv3HnllfVUdpNj21ZB3/zOM1AwIW6o2ABWgI2AetQX5hidEBh6BsYweMgLXSI2CBGwIWoDUoEDpgOuA6K5IOuA4tOmA/rZVnQMACXQQsQEPAPmgN8gtLjA44BCUdcAjGVkyCgIUy9ROwlTZ34sHdm4XpwkO2vHRkwUq7qXfi0mzh7Qd2V/4WfuHECaPzO/rRHjt6cU/l6rtuPGS7bjiUmFF1WHR+UhKrBI1bftTXrPv83fBkp/L8LYZ0917c35krzSr3OragtWf5kEqoJZtL1OkJe7oweyyXfMY9j+c27bPn7qye/3j0nY49emp63NGMxOOnvvmXsbxkz05d4J5Yt1IIuC4xM5ufsLNmdqsQSkgDBLhBNwA1oympb0bFWDmV9zcu2W2tyDSjJBGwUAwELEBrMIQbdINwM5ia+mZQhMEpIODBjK4ZgYAFaGxBC9AaDOEG3SDcDKamvhkUYUAKZWHPTJ23x/PPNK8MEbBQj9MT1inM9vWGFmZzzx+cyeIQ1sNP7F0orHoIywpbOPzUTBaHsKLzi/4YUnR+whJbNWSl/CYXyyzqO7++6Lv+1Pye/q7ZX363iuQbXzd7/Osa2ej8tCxWjso9vzMTxZwV1UNYhVlncsk4dFFzMSDgmsC6w/sJ+PDBGWGmZkLa+DlHD79oAbeR3+T5spnFJMx6bv+0LR6oHorz5Bct4Oj8BESrhuSeXzf55d+EhYC1VYCABW4IWIDWExItOASc1w+2RwsEAedVXwTsu/8t2zmNm2xcZkLAvkoj4Hh+ng7Tl8210QjYRzSany+b/tF0wDFU6YAFjghYgEYH7IM2gB8CTsebu+Byz48OOH2tDRqJgAcR6vP/+SpKARoC9kFrkYAXD0zbuf35vgccnV9YYa9MlHt+CDiu4ghYYImABWgI2AcNAVf4eU5B5y643PNDwGFPZUPAAksELEBDwD5oCBgBh60g/0S8B+xn2J0BAQscEbAADQH7oCFgBBy2gvwTIWA/QwQsMkTAIrgrYZyCjueX0yGs6C3U6I8hRefnq+a10bnnxxZ0XMXpgAWWCFiARgfsg0YHTAcctoL8E9EB+xnSAYsMEbAIbi074C2v2fatr0uJRnfoUhKrBOX+g+3RHVy/Drj7NZTdg1jKv+j8lBxWi8k9PzrguIrTAQssEbAAba07YATsK5IjOlogCJhvwnIsx6xDEbBQHgQsQEPAPmhsQVf40QGHLSdpIragJWzXBCFggSMCFqAhYB80BIyAw1aQfyIE7GfYnQEBCxwRsAANAfugNSzgDxfMfvCy2dKvVk4z9WZx8e9fsV//3SuViTZ8u/rNWHVg/OQfzH4yW42gA65DMH4sAo5hmvqcirnaiMyCgH2FjD7k9MZbX7ZjJ79YSWrbXT+1e+7+sZRodH5SEqsERR/C6sr3sW+avftedKbNzfef/5PZf/8v2vzR71FrWawclXt+3cwRcEzVEbDAEQEL0BrsgF/+0UM2/96mSlIbbztl93/lBSnRcRPwob82+85fSKiGFvTv7jH73/9Lu3zugss9PwSsrbt+UQhYYImABWhNCviHD9n82WUCvv2U3X8fAk6pVBsF/O93mj31P1Me3bVjchdc7vkhYG3dIeAgbgjYBzK6w3zjrZ127OSXKklt+8Kbds+2V6VEo/OTklglaNy3oK+7zuz//h+zzXdqZHMXXO75IWBt3SHgIG4I2AcyWnCzx3fY7Il7K0lt3/qabd/CF3GkVurqIaxfrXIIK3Uu7yGsss+FLlwwO/kLsxtvMPtv39Dl2506d8Hlnh8CTn0mDB7HFvRgRteMQMACtAa3oBFwXl/UkLtAyM/3/EXAfn5XZ0DAAksELEBDwD5oA/iN8o8xhIG7MhEC9hPlFLSfYXcGBCxwRMACNATsg4aAw/ghYD9KBOxniIBFhghYBHcljPeA4/nRAaczRcDprFYaiYD9DBGwyBABi+CaEvCJHTZ7nENYvqrERSM4H8vc+XUfHQL21fhqNFvQAkcELEBrcgsaARsdcPqazF1wueeHgNPX2qCRCHgQoT7/HwEL0BCwD9oAfgg4HW/ugss9PwScvtYGjUTAgwghYIHQ6iHh7wHTAdMB11iluQsu9/wQcI3FNmAoAhZY0gEL0OiAfdDogMP45S643PNDwGFLkY8hKSgRsELtX2PogOP5sQWdzjR3weWeHwJOX2uDRtIBDyLEFrRAiC3ocGh0wGFIcxdc7vn1E3BpNj21ZPqPPodVt10TIWChXnTAAjS2oH3QEHAYv9wFl3t+CDhsKbIFraBEwAo1tqB91FbnxxZ0Ot3cBZd7fgg4fa0NGkkHPIgQW9ACIbagw6HRAYchzV1wueeHgMOWIh2wgrJfB2ylzZ14cPdmZb7omC0vHVmw0m7qnbc0W3j7gd2Vv0VfN3W+6PyOfrTHjl7cU7n8rhsP2a4bDqWmVBkXnZ+UxCpBK+W34clOpb7FkF5enzvQ6bv+yC9tJeTOb3F/Z640q9zreA84rbbLRw3pKaolm0vU6Ql7ujB7LJd8xj2P5zbts+furJ7/ePSdjj16anrc0fD4IbAmBMpL9uzUBe6JdWEj4LrEzGx+ws6a2a1CKCENEEDADUBlSgjUI/D+xiW7rV4IoxGwsAYQsACtwRAE3CBcpoZAGgEEnMapMgoBC9DYghagNRiCgBuEy9QQSCBQFvbM1Hl7PGEoQ3oIIGBhOZyesE5htq83tDCbe/7gTBaHsB5+Yu9CYdVDWFbYwuGnZrI4hBWd32zwd0FH5ycssVVDVspvcrHMor7z64uxWn9rVd9cnr+PfGvvnBXVQ1iFWWdyyTh0UXMxIOCawLrD+wn48MEZYaZmQqK/6jE6y+j8ogUcnd9a8Mvpc8Dn9k/b4oHqoTieH+mrIPf1130kjzyxd/lWKgJOL/FnIxGwAA0BC9B6QqJvMAjYsvo1JASc1/PDl03/aAQcQxUBCxwRsAANAfugDeBHB5yON/oFYPqV00bmnh8dcFodU0Yh4BRKy8YgYAEaAvZBQ8CN8mOLvB5eOuB6vFYajYAFjnwXtAANAfugtUjA/b5KEcGll58OOJ1V20ciYKGCCFiAhoB90BBwo/x4gVAPLx1wPV50wDG8Ls+CgH0wo1/hcwgrr0NYdMB5PT982fSPRsAxVOmABY4IWIBGB+yDRgfcKD864Hp4EXA9XnTAMbzogAM40gH7IPbjl9MpaDrg+Prm9AKh++gQsK/GV6PpgAWOdMACNDpgHzQ64Eb55SS46BeoYeB6JkLAMVQRsMARAQvQ1lrAW16z7VtflxLN/QZIByyV9bOgNtY3pxcIdMC+9dcbjYAFlghYgIaAfdDogBvll5Pgcn+BgIDDlqIhYIElAhagIWAfNATcKD8EXA8vW9D1eK00GgELHBGwAA0B+6Ah4Eb5IeB6eBFwPV4IOIbX5VkQsA9m9BZb388B8x6wr0iOaE5BO+CZWfTzw5dN/2gEHEOVDljgiIAFaA12wG+89WU7dvKLlaS23fVTu+fuH0uJ5n4D5BCWVNbPgtpY35w69C5IBOxbg1ejEbDAEQEL0BoU8Ms/epkErpYAAA/bSURBVMjm39tUSWrjbafs/q+8ICXaxhs0nwNOL3Ub64uA0+vbppEIWKgWAhagNSngHz5k82eXCfj2U3b/fQjYVyktmi1ojdvVqNxfINAB++rbG42ABZYIWIDWoIDfeGunHTv5peoW9BfetHu2vSolmvsNkC1oqaxsQfuwVaLZgo6BiYAFjghYgNaggGeP77DZE/dWktq+9TXbvoUv4vBVSoumA9a40QH7uLUxGgELVUPAAjQE7IM2gB/vAafjbeMOB+8Bp9e3TSMRsFAtBCxAQ8A+aAi4UX45CS73FwjdQrAFHbMcEbDAEQEL0BCwDxoCbpQfAq6HFwHX47XSaAQscETAAjQE7IOGgBvlh4Dr4UXA9Xgh4Bhel2dBwD6Y0Vtsfb8Ji0NYviI5ojmE5YDHN2H54LUsmg5YKBgCFqA12QGf2GGzxzkF7atKXDQC9rGMfoHqy6Z/NB1wDFUELHBEwAI0BOyDxhZ0o/zYgq6HFwHX48UWdAwvtqADOEa/wmcL2oyPIaUvzOj1l37ltJG559d9FAg4rZaDRtEBDyLU5//TAQvQ6IB90OiAG+VHB1wPLwKux4sOOIYXHXAAx+hX+HTAdMB1lmX0+qtz7ZSxuedHB5xSxbQxdMBpnCqj6IAFaHTAPmh0wI3yowOuh3d5B1yaTU8tWafeLIxGwMIaQMACNATsg4aAG+WHgOvhRcD1eLEFHcOLLegAjtFbbGxBswVdZ1lGr786104Zm3t+/bag6YBTKnvtGDpggRsdsACNDtgHjQ64UX50wPXw0gHX40UHHMNrxQ7YSps78eDuzYGXkafa8tKRBSvtpt4JSrOFtx/YXfmbfAFnYHR+Rz/aY0cv7qlktevGQ7brhkNSptH5SUmsErRSfhue7FTqWwzp5fW5A52xWn9rVd9cnr9bXzwyV5pV7nV0wNoqGNJTVEs2l6jTE/Z0YfZYLvmMex7Pbdpnz91ZPf/x6Dsde/TU9Lij4fFDYE0IlJfs2akL3BPrwkbAdYmZ2fyEnTWzW4VQQhoggIAbgMqUEKhH4P2NS3ZbvRBGI2BhDSBgAVqDIQi4QbhMDYE0Agg4jVNlFAIWoLEFLUBrMAQBNwiXqSGQQKAs7Jmp8/Z4wlCG9BBAwMJyOD1hncJsX29oYTb3/MGZLA5hPfzE3oXCqoewrLCFw0/NZHEIKzq/6I8hRecnLLFVQ1bKb3KxzKK+8+uLsVp/a1XfXJ6/j3xr75wV1UNYhVlncsk4dFFzMSDgmsC6w/sJmI8xpIOM/pxjtICj80snkzayX345/RjDuf3TtnigeiiO50dabbujcl9/3Rz5Luj0eq42EgELHBGwAK0nJPoGg4Dz+iIOBJzX88OXTf9oBBxDFQELHBGwAA0B+6AN4EcHnI43+gVg+pXTRuaeHx1wWh1TRiHgFErLxiBgARoC9kFDwI3yY4u8Hl464Hq8VhqNgAWOfBWlAA0B+6C1SMCLB6bt3H7eA1YLTgeskmtfHAIWaoaABWgI2AcNATfKjw64Hl464Hq86IBjeF2eBQH7YEa/wucQVl6HsOiA83p++LLpH42AY6jSAQscEbAAjQ7YB40OuFF+dMD18CLgerzogGN40QEHcKQD9kHM/XPAdMDx9c3pBUL30SFgX42vRtMBCxzpgAVodMA+aHTAjfLLSXDRL1DDwPVMhIBjqCJggSMCFqCttYC3vGbbt74uJZr7DZAOWCrrZ0FtrG9OLxDogH3rrzcaAQssEbAADQH7oNEBN8ovJ8Hl/gIBAYctRUPAAksELEBDwD5oCLhRfgi4Hl62oOvxWmk0AhY4ImABGgL2QUPAjfJDwPXwIuB6vBBwDK/LsyBgH8zoLbZ+nwO+45Z5u/2W09VEE19u3vJPJ+2Wn/+sEnviwd2uB/3xxzfYh//vt8xKs5s//4Fdf93H187nyG/Dt6vfPFU32V9dMPv5Ly6nZ3f9jtlv/qacnl38+1fs13/3Sqv45V7fqPyuW/eJ/d62V+3zGz6su0Qq4xGwC99nwYlP+ZiLjcosCNhXyWgBv/HWl+3YyS/6kiIaAmNCoCgu2dd2/ZVLwgg4ZrEgYIEjAhagNbgF/fKPHrL59zb5kiIaAmNEYNPknP3Bzh/IjxgBy+gqgQhY4IiABWgNCvhvX/2qnTqz2ZcU0RAYIwIbbz9l99/3gvyIEbCMDgF70SFgH8HoLehfnrvZvnf0j6ws1/kSIxoCY0Jg2xfetHu2vSo/WgQso0PAXnQI2EcwWsDdbLoS/smxnfbJpetWPuSUmLb7EFb3JNOyfx9/coN9+Mvfsu4H/1Y8hOXIr84hrD7p2YULZid/cTm9FQ9hJabnP4Q1BH61Djm1LL/3Ppiydz/YWCnf9q2v2fYt2hfVdCdCwKnPhtXHsQUtcETAArSekCYE7MuoGt3G/CbP99NqJJX0ufgu6HRW/UZGr7/Z4zts9sS9CNhXlkaiEbCAFQEL0BCwD9oAfgg4HW+04NKvnDYyOj8EnMZ9GKMQsEAdAQvQELAPGgJulN8ofxEHAg5bOuETIWABKQIWoCFgHzQE3Cg/BFwPL+8B1+O10mgELHBEwAI0BOyDhoAb5TfSAj6xw2aP8x5w2AIKnAgBCzARsAANAfugIeBG+SHgenjpgOvxogOO4XV5FgTsgxl9yMSXzbXRbcyPQ1jpq6CN9fW8QOj3Xel8DCl9vTQ5kg5YoIuABWh0wD5odMCN8vMILiyxKxNFv0BAwNEVipsPAQssEbAADQH7oCHgRvkh4Hp42YKux4st6BhebEEHcIx+hR+QUmWKNubHFnT6KmhjfT0vEOiA09fGWo+kAxaI0wEL0OiAfdDogBvl5xFcWGIt3oIuzaanlsz3o9TRIFswHwIWioSABWgI2AcNATfKDwHXw7t8CxoB1+N3dTQCFrghYAEaAvZBQ8CN8kPA9fAi4Hq8VhqNgAWOCFiAhoB90BBwo/wQcD28CLgeLwQcw+vyLP0EbKXNnXhwdxa/Cr/lpSMLVtpNvQ+5NFt4+4Hdlb8FIqk1FfnVwnXN4JX4bXiyU6lvMaSX1+cOdFh/jhJHPz+OfrTHjl7cU8lo142HbNcNh6Qst754ZK40q9zr2IKWUF7++U/+1SRwesKeLsweqxnGcAhAAAJrTuC5TfvsuTur56Mefadjj56aDsulvGTPTl3gnlgXKAKuS8zM5ifsrJndKoQSAgEIQGBNCayFgM3s/Y1LdtuaPrARuBgCFoqIgAVohEAAAkMhgICHgj3pogg4CVN1EFvQAjRCIACBoRBYCwGXhT0zdd4eH8oDbPFFEbBQvNMT1inM9vWGFmZzzx+cyeIQ1sNP7F0orHoIywpbOPzUTBaHsMhPWHQ9ISvxm1wss6jv/Pqi7/ojv7S6R/N7+rtmf/nd6rW/8XWzx7+els/yUWcmijkrqoewCrPO5JLFvamspda6KAQslKyfgEf5YwwColVDxu2rANeCX05fRXlu/7QtHqge+iG/9FUQzS9awN1HcmZ9VR0IOL2+yxo3LXCcoxCwr/oIOJ4fgktnGi249CunjYzODwGncR/GKDpggToCFqD1hCDgeH4IOJ1ptODSr5w2Mjo/BJzGfRijELBAHQEL0BCwD9oAfgg4HW+04NKvnDYyOj8EnMZ9GKMQsECdr6IUoCFgH7QWCXjxwLSd25/ve8Djlh8CDnvqhU+EgAWkCFiAhoB90BBwGD8EbOY5Bd0tBIewYpYjAhY4ImABGgL2QUPAYfwQMAIOW0zOiRCwABABC9AQsA8aAg7jh4ARcNhick6EgAWACFiAhoB90BBwGD8EjIDDFpNzIgQsAETAAjQE7IOGgMP4IWAEHLaYnBMhYAEgAhagIWAfNAQcxg8Bf/o1lN2DWOo/DmGp5KpxCFjgiIAFaAjYBw0Bh/FDwAg4bDE5J0LAAkAELEBDwD5oCDiMHwJGwGGLyTkRAhYAImABGgL2QUPAYfwQMAIOW0zOiRCwABABC9AQsA8aAg7jh4ARcNhick6EgAWACFiAhoB90BBwGD8EjIDDFpNzIgQsAETAAjQE7IOGgMP4IWAEHLaYnBMhYAEgAhagIWAfNAQcxm/cBHzor82+8xdVfN/8r2Z7/qOOlI8h6ex6IxGwwBEBC9AQsA8aAg7jN24C/nDB7LFvmr373qcI77jd7JnvmN18k44UAevsELCTHQL2Adzy4hHr/tf77/DBGd+kgdFtzC+n3wMeN8EFLr3LUzXBryvhH7z8aaZfvd8n3+4cCDim6nTAAkcELECjA/ZBowMO49eE4MKSa0jAkfkh4DiaCFhgiYAFaAjYBw0Bh/FDwH6UdMB+ht0ZELDAEQEL0BCwDxoCDuOHgP0oEbCfIQIWGSJgEdyVsDa+x5r7e9S8B5y+JhFwOquVRiJgP0MELDJEwCI4BOwDtwo/BJyOFgGns0LAflarzcAWtMAXAQvQ2IL2QWMLOowfAvajpAP2M6QDFhkiYBEcHbAPHB1wCD8E7MeIgP0MEbDIEAGL4BCwDxwCDuGHgP0YEbCfIQIWGSJgERwC9oFDwCH8ELAfIwL2M0TAIkMELIJDwD5wCDiEHwL2Y0TAfoYIWGSIgEVwCNgHDgGH8EPAfozLBVyaTU8tWcc/83jNwClood4IWIDWE8LngOP58TGkdKYIOJ3VSiMRsJ8hHbDIEAGL4OiAfeDogEP4IWA/RgTsZ4iARYYIWASHgH3gEHAIPwTsx4iA/QwRsMiwn4CttFcO//nM74tThob9hyf2zpVmmyuTljZ3+M9nqn8LvWr6ZOSXzqrfyJX4TS6VWdT33fVF3/VHfml1z57f54pXytIq9zreA06r7fJRvAcscDu93v6sKO2PhVBCIAABCIwcgbK0g1O/4p5Yt7AIuC4xM5tfb39jpT0ghBICAQhAYBQJvLhxyR4cxQfW5GNCwALdMxP2vdLsD4VQQiAAAQiMHIHC7PuTS/a1kXtgDT8gBCwA/ufP2e/eeMlmS7PrhXBCIAABCIwMgcLs44vrbPtvL9o/jsyDWqMHgoBF0Fck/Kel2W8Upc1aYefFqdxhl8yureMl21Ss+7RLL82+v87sHfeFxAnITwR3JQx+8Mvu+VvaRFHY9sLs1xfX2Z8gX22NImCNG1EQgAAEIAABFwEE7MJHMAQgAAEIQEAjgIA1bkRBAAIQgAAEXAQQsAsfwRCAAAQgAAGNAALWuBEFAQhAAAIQcBFAwC58BEMAAhCAAAQ0AghY40YUBCAAAQhAwEUAAbvwEQwBCEAAAhDQCCBgjRtREIAABCAAARcBBOzCRzAEIAABCEBAI4CANW5EQQACEIAABFwEELALH8EQgAAEIAABjQAC1rgRBQEIQAACEHARQMAufARDAAIQgAAENAIIWONGFAQgAAEIQMBFAAG78BEMAQhAAAIQ0AggYI0bURCAAAQgAAEXgf8PZLNvz5RoyCgAAAAASUVORK5CYII=num1

013510-1090

1datamapmany1data lists

1

1

110i

Written by Melody Chen and Shreoshe Sushil This block makes it so that the sprite turns left then moves 7 steps, following that the sprite will turn right and move 7 steps, to escape the maze.

Shreoshe Sushil, Melody Chen PD8 This code makes this code less dry, by compressing two rotates left/right and move foward repeat 3 into one repeat, making things less repetitive.

224401,1,1,1,1,0,0,00,0,0,0,1,1,1,10,0,0,0,0,0,0,10,0,0,0,0,0,0,10,0,0,0,1,1,1,10,0,0,0,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,1,1,1