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v5yAdUP8dLvuSPw8PwLs+xFgw7BfgCOP+a2Pd3b1Tptt0P2FpanOYuSxrXctecTia3v3F/7OILCG7n5xlvUZgvgZeN0Ac/1ZgHvmZufziMLXOn4GrJFuUCK0xTZl1MJYPJ1FPNKU9bAOBBBAYCMF8ivx7MRFviZW3QMCXFUsIs6MxfmI2C4MZQgCCCAwjAIXdq7GvcP4xOp8TgRY0CXAAhpDEEBgmAUIsLC7BFhA4xa0gMYQBBAYWoE8i2cmVuLg0D7Bmp4YARZgF8aik0Uc6x2aRczft5IXXpggTJ1kyJkt2WIWxRdhRRaLMyenG/EirIePHGJ9xk7jZ+BFBH6e34HDh+YjK74IK4vojK/GpDfz6I0mwMKe9wvw+EouzFTPkKXjk7E8VXxTGt7oorw1v6ZS3qrfI/Ebbr/us+OtKL09vj6aAAuOBFhA6xnCF2j8PAFvNNef50eAfT8CbBgSYAOPN0Lw8PDDzxbwJ+AE7Bt2Z+AELDgSYAGNE7CHhh9+yQT8iQiwb0iARUPeilKEuzaMW4D4eQLeaK4/z49b0L4ft6ANQwJs4HEL1cPDDz9bwJ+AE7BvyAlYNCTAIhwnYA8OP/ySCPiTEGDfkACLhgRYhCMgHhx++CUR8CchwL4hARYNCbAIR0A8OPzwSyLgT0KAfUMCLBoSYBGOgHhw+OGXRMCfhAD7hgRYNCTAIhwB8eDwwy+JgD8JAfYNCbBoSIBFOALiweGHXxIBfxIC7BsSYNGQAItwBMSDww+/JAL+JATYNyTAoiEBFuEIiAeHH35JBPxJCLBvSIBFQwIswhEQDw4//JII+JMQYN+QAIuGBFiEIyAeHH74JRHwJyHAviEBFg0JsAhHQDw4/PBLIuBPQoB9QwIsGhJgEY6AeHD44ZdEwJ+EAPuGBFg0JMAiHAHx4PDDL4mAPwkB9g0JsGhIgEU4AuLB4YdfEgF/EgLsGxJg0ZAAi3AExIPDD78kAv4kBNg3JMCiIQEW4QiIB4cffkkE/EkIsG9IgEVDAizCERAPDj/8kgj4kxBg35AAi4YEWIQjIB4cfvglEfAnIcC+IQEWDQmwCEdAPDj88Esi4E9CgH1DAiwaEmARjoB4cPjhl0TAn4QA+4YEWDQkwCIcAfHg8MMviYA/CQH2DQmwaEiARTgC4sHhh18SAX8SAuwbEmDRkACLcATEg8MPvyQC/iQE2DckwKIhARbhCIgHhx9+SQT8SQiwb0iARUMCLMIREA8OP/ySCPiT3BzgPGJyYjU6/syjNUM2Wk83zbMlwJ7j7rnZ6P7X+2fm1LQ3acLRrM/DxG+4/brPjgB7e3x9NAEWHAmwgNYzhC/Q+HkC3miuP8+PAPt+BNgwJMAGXsTV0y8nYN0QP92uOxI/z48A+34E2DDsF+DIY37r451dvdNmG3R/YWmqsxh5bOtdSx6x+Nre/YW/MwisobtfnGV9hiB+Bl43wFx/FuCeudn5PKLwtY6fAWukG5QIbbFNGbUwFk9nEY80ZT2sAwEEENhIgfxKPDtxka+JVfeAAFcVi4gzY3E+IrYLQxmCAAIIDKPAhZ2rce8wPrE6nxMBFnQJsIDGEAQQGGYBAizsLgEW0LgFLaAxBAEEhlYgz+KZiZU4OLRPsKYnRoAF2IWx6GQRx3qHZhHz963khRcmCFMnGXJmS7aYRfFFWJHF4szJ6Ua8COvhI4dYn7HT+Bl4EYGf53fg8KH5yIovwsoiOuOrMenNPHqjCbCw5/0CPL6SCzPVM2Tp+GQsTxXflIY3uihvza+plLfq90j8htuv++x4K0pvj6+PJsCCIwEW0HqG8AUaP0/AG8315/kRYN+PABuGBNjA440QPDz88LMF/Ak4AfuG3Rk4AQuOBFhA4wTsoeGHXzIBfyIC7BsSYNGQt6IU4a4N4xYgfp6AN5rrz/PjFrTvxy1ow5AAG3jcQvXw8MPPFvAn4ATsG3ICFg0JsAjHCdiDww+/JAL+JATYNyTAoiEBFuEIiAeHH35JBPxJCLBvSIBFQwIswhEQDw4//JII+JMQYN+QAIuGBFiEIyAeHH74JRHwJyHAviEBFg0JsAhHQDw4/PBLIuBPQoB9QwIsGhJgEY6AeHD44ZdEwJ+EAPuGBFg0JMAiHAHx4PDDL4mAPwkB9g0JsGhIgEU4AuLB4YdfEgF/EgLsGxJg0ZAAi3AExIPDD78kAv4kBNg3JMCiIQEW4QiIB4cffkkE/EkIsG9IgEVDAizCERAPDj/8kgj4kxBg35AAi4YEWIQjIB4cfvglEfAnIcC+IQEWDQmwCEdAPDj88Esi4E9CgH1DAiwaEmARjoB4cPjhl0TAn4QA+4YEWDQkwCIcAfHg8MMviYA/CQH2DQmwaEiARTgC4sHhh18SAX8SAuwbEmDRkACLcATEg8MPvyQC/iQE2DckwKIhARbhCIgHhx9+SQT8SQiwb0iARUMCLMIREA8OP/ySCPiTEGDfkACLhgRYhCMgHhx++CUR8CchwL4hARYNCbAIR0A8OPzwSyLgT0KAfUMCLBoSYBGOgHhw+OGXRMCfhAD7hgRYNCTAIhwB8eDwwy+JgD8JAfYNCbBoSIBFOALiweGHXxIBfxIC7BsSYNGQAItwBMSDww+/JAL+JDcHOI+YnFiNjj/zaM2QjdbTTfNsCbDnuHtuNrr/9f6ZOTXtTZpwNOvzMPEbbr/usyPA3h5fH02ABUcCLKD1DOELNH6egDea68/zI8C+HwE2DAmwgRdx9fTLCVg3xE+3647Ez/MjwL4fATYM+wU48pjf+nhnV++02QbdX1ia6ixGHtt615JHLL62d3/h7wwCa+juF2dZnyGIn4HXDTDXnwW4Z252Po8ofK3jZ8Aa6QYlQltsU0YtjMXTWcQjTVkP60AAAQQ2UiC/Es9OXORrYtU9IMBVxSLizFicj4jtwlCGIIAAAsMocGHnatw7jE+szudEgAVdAiygMQQBBIZZgAALu0uABTRuQQtoDEEAgaEVyLN4ZmIlDg7tE6zpiRFgAXZhLDpZxLHeoVnE/H0reeGFCcLUSYac2ZItZlF8EVZksThzcroRL8J6+Mgh1mfsNH4GXkTg5/kdOHxoPrLii7CyiM74akx6M4/eaAIs7Hm/AI+v5MJM9QxZOj4Zy1PFN6XhjS7KW/NrKuWt+j0Sv+H26z473orS2+Prowmw4EiABbSeIXyBxs8T8EZz/Xl+BNj3I8CGIQE28HgjBA8PP/xsAX8CTsC+YXcGTsCCIwEW0DgBe2j44ZdMwJ+IAPuGBFg05K0oRbhrw7gFiJ8n4I3m+vP8uAXt+3EL2jAkwAYet1A9PPzwswX8CTgB+4acgEVDAizCcQL24PDDL4mAPwkB9g0JsGhIgEU4AuLB4YdfEgF/EgLsGxJg0ZAAi3AExIPDD78kAv4kBNg3JMCiIQEW4QiIB4cffkkE/EkIsG9IgEVDAizCERAPDj/8kgj4kxBg35AAi4YEWIQjIB4cfvglEfAnIcC+IQEWDQmwCEdAPDj88Esi4E9CgH1DAiwaEmARjoB4cPjhl0TAn4QA+4YEWDQkwCIcAfHg8MMviYA/CQH2DQmwaEiARTgC4sHhh18SAX8SAuwbEmDRkACLcATEg8MPvyQC/iQE2DckwKIhARbhCIgHhx9+SQT8SQiwb0iARUMCLMIREA8OP/ySCPiTEGDfkACLhgRYhCMgHhx++CUR8CchwL4hARYNCbAIR0A8OPzwSyLgT0KAfUMCLBoSYBGOgHhw+OGXRMCfhAD7hgRYNCTAIhwB8eDwwy+JgD8JAfYNCbBoSIBFOALiweGHXxIBfxIC7BsSYNGQAItwBMSDww+/JAL+JATYNyTAoiEBFuEIiAeHH35JBPxJCLBvSIBFQwIswhEQDw4//JII+JMQYN+QAIuGBFiEIyAeHH74JRHwJyHAviEBFg0JsAhHQDw4/PBLIuBPQoB9QwIsGhJgEY6AeHD44ZdEwJ+EAPuGBFg0JMAiHAHx4PDDL4mAP8nNAc4jJidWo+PPPFozZKP1dNM8WwLsOe6em43uf71/Zk5Ne5MmHM36PEz8htuv++wIsLfH10cTYMGRAAtoPUP4Ao2fJ+CN5vrz/Aiw70eADUMCbOBFXD39cgLWDfHT7boj8fP8CLDvR4ANw34Bjjzmtz7e2dU7bbZB9xeWpjqLkce23rXkEYuv7d1f+DuDwBq6+8VZ1mcI4mfgdQPM9WcB7pmbnc8jCl/r+BmwRrpBidAW25RRC2PxdBbxSFPWwzoQQACBjRTIr8SzExf5mlh1DwhwVbGIODMW5yNiuzCUIQgggMAwClzYuRr3DuMTq/M5EWBBlwALaAxBAIFhFiDAwu4SYAGNW9ACGkMQQGBoBfIsnplYiYND+wRremIEWIBdGItOFnGsd2gWMX/fSl54YYIwdZIhZ7Zki1kUX4QVWSyOL+eNeBEW6/O2ua1+MyenG3H9PXzkUN/PD9ZX7ro8cPjQfGTFF2FlEZ3x1ZgsNwOPui5AgIVroV+Ax1dyYaZ6hiwdn4zlqeKb0rC+8tb4lbfq98h+frzRSnnTpv+aVPeZ8FaU5fdzvUcSYMGRAAtoPUMI3Oj5EeDye06Ay1u1/ZEEWNhBAiygEWAPreV+BLj89hPg8lZtfyQBFnaQAAtoLQ8It/DL7zm3oMtb9XskAfb82jSaAAu71ca3omxSQJanJmPpeHN/Rs36hE+KniH9/DgBlzclwOWt2v5IAizsIAEW0AZ8geYbhPKmbfwGgQCX318CXN6q7Y8kwMIOEmABjQB7aC33I8Dlt58Al7dq+yMJsLCDBFhAa3lAOKGX33NuQZe34mfAnlXbRxNgYQcJsIBGgD20lvtxAi6//ZyAy1u1/ZEEWNhBAiygtTwgnIDL7zkn4PJWnIA9q7aPJsDCDhJgAY0Ae2gt9+MEXH77OQGXt2r7IwmwsIMEWEBreUA4AZffc07A5a04AXtWbR9NgIUdJMACGgH20Fruxwm4/PZzAi5v1fZHEmBhBwmwgNbygHACLr/nnIDLW3EC9qzaPpoACzs4igH+3+ffjt/97f8by8tXBLHikEvfOR2X/uR04S+3Pl58Z6yqH2R15Up875WL0f03qX7hgbtibMumqlPcePwor+/O92TxL754X/zVD9wl+xFgme7qQE7Anl+bRhNgYbdGLcDd+P69D/4o/tcblwQthrRN4I47svgvr/wVOcIE2NtxAuz5tWk0ARZ2a9QC/NSTF+LxI2cFKYa0VeAffOS98Xvf3CUtnwBLbDcGEWDPr02jCbCwWwRYQGNIqwQe2ntPzLxwv7RmAiyxEWCPrZWjCbCwbaMWYG5BCxdJy4d85tHt8YUnxqVnQYAlNgLssbVyNAEWtm3UAtwlasOLsL77ypsRkTX2RVhNXd93Ti/Hfz69UvhMONrZEUeP7RA+OyIIsMRGgD22Vo4mwMK2jWKABaY1h7Txn9Mb5l9DOjF5Lk50zhHglBe5MRc/AzbwWjaUAAsbRoAFtJ4hBLhZfgQ4gjcKqXZNHjhyqDAgi+iMr8ZktVl4NAEWrgECLKARYA+tRj8CTICrXpwEuKpY/8cTYMGRAAtoNQbEW82to0fthE6ACXDVzyECXFWMAKcRiwgC7FGOWuA8rfq/QSDABLjqNUqAq4oR4DRiBNh2JMAeYWo/AkyAq16RBLiqGAFOI0aAbcfUAbEXdNMEo7Y+AkyAq34OEeCqYgQ4jRgBth1HLXA2WM3fIBBgAlz1GiXAVcUIcBoxAmw7EmCPMLUfASbAVa9IAlxVjACnESPAtmPqgNgLqvmE2fT1EWACXPUaJcBVxQhwGjECbDsSYI8wtR8BJsBVr8ibA5xHTE6shvePelddxBA8nt8DFjaRX0MS0HqGpA6It5pbR4/a+ggwAa76OUSAq4pxAk4jxgnYdhy1wNlgNd8iJ8AEuOo1SoCrihHgNGIE2HYkwB5haj8CTICrXpEEuKoYAU4jtkaAI4/5rY93dvV+kGyDbvAvTXUWI49tvWvJIxbv+Vyn8Hesr/8lMWp+T768O558aU8B4/CHfhCHH3pV+pxZy++1vfsL1580eYJBu1+c7fv5wfrK4e6Zm53PIwpf6/gZcDm7mx+1QYnQFtuUUQtj8XQW8UhT1sM6EHAEvnL5E/HU5U8Wpvj05q/GpzZ/zZmWsSMkkF+JZycu8jWx6pYT4KpiEXFmLM5HxHZhKEMQaJwAAW7clrRxQRd2rsa9bVz4Rq6ZAAv6BFhAY0hjBQhwY7emTQsjwMJuEWABjVvQAhpDGitAgBu7Na1ZWJ7FMxMrcbA1C27IQgmwsBELY9HJIo71Ds0i5p87NV14YYIwdZIhDx85tJhF8UVYkcXizMnpRrwIhvV527yW3/hyLu1v6ldBn9mScf0ZW9z0z48Dhw/NR1Z8EVYW0RlfjUnjaY/kUAIsbHu/AM+cmhZmqmfI7rnZ6P7X+4f1lbduo9/4Sl7+Cd70yNQBXjo+GctTxTdF4vorvz1Nv/66z4S3oiy/n+s9kgALjgRYQOsZ0vQvMG1cHwEuf022cX+b9A0MAS5/rQ16JAEeJNTn/xNgAY0Ae2gD/AhweV4CXN5qrUdyAvYNuzMQYMGRAAtoBNhDI8C1+jXphNn0bxA4ASe7FAmwQtnvH2PgE7i8ZNO/wLRxfU06Afd7q0w+P4bn84MAl9/LQY/kBDxIqM//J8ACGidgD61FJ2AC7G11078BJMDe/vaOJsCCJQEW0Aiwh0aAa/XjhF6Nl58BV/Na69EEWHAkwAIaAfbQCHCtfgS4Gi8BruZFgNN4XZ2FAHuYTb/F1sb18TPg8tdkG/e3Sd8gcAu6/LU26JGcgAcJ9fn/BFhA4wTsoXECrtWvSYFr+jcIBDjZpciroBVKAqyovTum6V9g2rg+TsDlr8k27m+TvkEgwOWvtUGP5AQ8SIgTsCC0/hC+AHqk/fwIcHlTrr/yVms9kp8B+4bdGQiw4MgJWEDjFrSHxi3oWv2adMJs+jcInICTXYoEWKEkwIoat6A9tfX9OAGX12164Jq+PgJc/lob9EhOwIOEuAUtCHELOjkaJ+BkpE0PXNPXR4CTXYqcgBVKTsCKGidgT62+E/DnHzsbXz55obC8zzy6Pb7wxLi0ZN4JS2K7MYgAe35tGs0JWNgtAiygDTjB8TO48qapX4T1sX2vx0tzS4UFPLR3a8y88LPlF9XzSAIssRFgj62VowmwsG0EWEAjwB5ajbegD+x7PV6+JcD3xMwL90trJsASGwH22Fo5mgAL20aABTQC7KHVGGBuQUdwB6ba5cmvIVXzWuvRBFhwJMACGgH20GoM8InJc3Gic66wvqOdHXH02A5pzZyAJTZOwB5bK0cTYGHbCLCARoA9NAJcqx8n4Gq8nICreXECTuN1dRYC7GE2/VWebVwfvwdc/pps4/426RuErjQBLn+9rfdITsCCIwEW0DgBe2icgGv1a1Lgmv4NAgFOdinye8AKJQFW1N4d0/QvMG1cHyfg8tdkG/e3Sd8gEODy19qgR3ICHiTU5/8TYAGNE7CHxgm4Vr8mBa7p3yAQ4GSXIidghZIAK2qcgD219f04AZfXbXrgmr4+Alz+Whv0SE7Ag4Q4AQtC6w9p+heYNq6PAJe/TNu4v006oRPg8tfaoEcS4EFCBFgQIsDJ0bgFnYyUAPuUvAraN+zOQIAFR25BC2gDAtKk7/Db+AWaE3D5a7KN+9ukzw9OwOWvtUGPJMCDhDgBC0KcgJOjcQJORkqAfUpOwL4hJ2DRkBOwCHdtGF8A0/txAi5vyvVX3mqtR94c4DxicmI1Ov7MozUDJ2BhvwmwgMYtaA+NE3Ctfk26xdv0bxD63YImwNrlSYAFNwIsoBFgD40A1+pHgKvxcgKu5rXWowmw4EiABTQC7KER4Fr9CHA1XgJczYsAp/G6Oku/AEce86/u278r4YeRp9r94uxi5LGtd4I8YvG1vfsLfyd/AHMg6/MA1/K753Odwv5mJb+9fvLl3fHkS3sKizr8oR/E4YdelRa6NNXh+pPk3hnU9M+PPXOz83+Rb931x//vw/HT2f+JD/3Ut4Nb0NqGl/wU1SYf1lELY/F0FvHIsD4/ntdoCXzl8ifiqcufLDzpT2/+anxq89dGC4JnW1pg75vPxxv5+64+/v5N8/H1O3/93/61i+c+XnoCHnhVgAALF8KZsTgfEduFoQxBoHECBLhxW9LoBX397X8SJy4dKazxNzb/q5Xjl//11kYvvIGLI8DCphBgAY0hjRUgwI3dmkYu7Jcv/k786ZWfL6zt85u/uPTY5d99byMX3OBFEWBhc7gFLaAxpLECBLixW9O4hZ3Jx+OX3vzWLev6o7t/+fcfevOHv9K4BTd8QQRY2KCFsehkEcd6h2YR88+dmm7Ei7AePnJoMYvii7Aii8WZk9ONeBEW6xMuup4ha/mNL+fS/p6YPBcnOucKizra2RFHj+2QFnpmS8b1J8m9M6jJnx//6cWJ+OPnil/mfnHT9+IP7/p4Z3w1Jo2nPZJDCbCw7f0CzK8xlIds+hsNtHF9TXonrKXjk7E8VXxTJD4/huPz46l/+UD85I3ij3of2/yl+LXN3yDA5bf4xiMJsIBGgAW0niFtDFzTA0KAy1+TXH/lrXofufjn74kT/+xv3DL423d/OCayswRYYCXAAhoBFtAIsIc2wI8Al+clwOWteh+51u3nP7jr491fpyHAAisBFtAIsIBGgD00AlyrX9PvcDRhfWvdfj64+RsEWLw6CbAAx1tRCmgE2ENrUYCXpyZj6Tg/A1Y3vIkn9PVuP+/MzhJgcbMJsABHgAU0AuyhEeBa/Zpwwrz+BJsY4PVuP3fXzS1o7fIkwIIbARbQCLCHRoBr9SPA6/Oud/uZAOuXJgEW7AiwgEaAPTQCXKsfAV6bd9DtZwKsX5oEWLAjwAIaAfbQCHCtfgR4bd5Bt58JsH5pEmDBjgALaATYQyPAtfoR4LV5B91+JsD6pUmABTsCLKARYA+NANfqR4D785a5/UyA9UuTAAt2BFhAI9ybVZ8AAAvxSURBVMAeGgGu1Y8A9+ftd/v5Z3Ytx388/7cKA3gVtHZ5EmDBjQALaATYQyPAtfoR4P68/W4/7/9H8/Glbz1MgBNckQRYQCTAAhoB9tAIcK1+BPhW3rVuPx/9zf8evzp1kAAnuCIJsIBIgAU0AuyhEeBa/Qjwrbxr3X7+1GOvxIEjhwhwgiuSAAuIBFhAI8AeWo0B/vxjZ+PLJy8U1veZR7fHF54Yl9bMW1FKbDcGNeWdsNa6/fx3//4CAfa2+MZoAixAEmABjQB7aDUG+GP7Xo+X5pYK63to79aYeeFnpTUTYImtUQFe7/bztr/0FgH2tpgAO34E2NGLaMp3+Gs9izauz/nnCA/sez1eviXA98TMC/dLG02AJbZGBXi928/dhXIL2tvj66M5AQuOBFhA4wTsodV4AuYWdAQ/Ay5enuvdfibAyT6Vu/+IBX+qChDgqmLFx7fxhNn0L9DOCfjE5Lk40TlX2KSjnR1x9NgOaaM5AUtsjTkBD7r9TIC9/e0dTYAFSwIsoHEC9tBqPAETYE7AvRfnoNvPBDjZpzInYIWSACtq747hBJzejxNweVOuv/WtBt1+JsDlr7VBj+QEPEioz/8nwAIaJ2APjRNwrX5N/xHD7VpfmdvPBDjZpcgJWKEkwIoaJ2BPbX0/TsDldTkBr21V5vYzAS5/rQ16JCfgQUKcgAWh9YfwBdAj7edHgMubcv2tbVXm9jMBLn+tDXokAR4kRIAFIQKcHI1b0MlICXB/yrK3nwlwskuRW9AKJbegFTVuQXtq3IKu0+92/Yy1zHPYqG8Qyt5+JsBldrHcYzgBl3MqPIoAC2gDTnB8ASxvyi3o8lb9HrlRgSu76o1aX9nbzwS47E4OfhwBHmx0yyMIsIBGgD00bkHX6jfq3wBWuf1MgJNdityCVigJsKLGLWhPjVvQdfqNeoCr3H4mwKmuxCDACiUBVtQIsKdGgOv0G/UAV7n93C/AecTkxGp0Uu3RqMzDLWhhpwmwgMYtaA+NW9C1+o1ygKvefibAyS5FTsAKJQFW1DgBe2qcgOv0G+UAV739TIBTXYncgpYkCbDEdmPQRr3Ks+yq27g+3oij7O7y71HfLFX19jMBLn+tDXokt6AHCfX5//0CHHnMv7pv/y5huuRDdr84uxh5bOudOI9YfG3v/sLfJf/AJSdkfSWh1njYWn73fK5T2N+s5Gf3ky/vjidf2lP4aIc/9IM4/NCr0kKXpjpcf5LcO4Nu5+fHhTe3xa+98Ngtq/2tfU/E9rsX+z6LPXOz83lE4WsdPwPWNrzkp6g2+bCOWhiLp7OIR4b1+fG8RkvgK5c/EU9d/mThSX9681fjU5u/NloQI/hsf+vyr8bJy/+08Mx/cdP34g/u+ngljfxKPDtxka+JldCCW9BVva4+/sxYnI+I7dJgBiHQMAEC3LANuY3L+ccXfye+e+XnCx/xsc1fioObv1F1FRd2rsa9VQeN+uM5AQtXAAEW0BjSWAEC3NitqXVhZ/Lx+KU3v3XLx/j23R+OndnZqh+bAFcV4wQsiEUEt6A1N0Y1U4AAN3Nf6l5VqtvP3XXmWTwzsRIH617zsM3PCVjY0YWx6GQRx3qHZhHzz52absSLsB4+cmgxi+KLsCKLxZmT0414ERbrEy66niFr+Y0v59L+npg8Fyc65wqLOtrZEUeP7ZAWemZL1vf6U9cnLWKdQazvHZwHP/ij+B//bbUg9Zsnx+M3jqz/07WzY9l8ZMUXYWURnfHVmEy9V8M+HwEWdrhfgEf59wirErbx13yavr9N+jWkpeOTsTxVfFMkZ31Vr69Bj2d9ET/58eX4wPt/cAvV99/YE3/5fZsHEcbZLcV0EOCBZH0fQIAFNwIsoPUMIcDp/ZzApT4BEzhvf2+H35dPXojPP1b8Oe9f/+BYfPu//lypxRPgUkwDH0SABxLd+gACLKARYA9tgB8BLs97OwJXfjW3PvJ2rE+9/Xx9tQTY2eF3xxJgwZEAC2gE2EMjwMn8bkfgnMXWvT739nP3uRFgZ4cJsKXHW1FafMEt6PR+TToBL09NxtLx5v4MeNTX595+JsDe52/vaE7AgiUBFtA4AXtoLToBj3rg3I2u28+9/UyA3R3mBGwJEmCLjxOwx9fXjxNwedS6A1d+Jf0fWef6Utx+JsDuDhNgS5AAW3wE2OMjwKZfnYEzl3Z1eJ3rS3H7mQCn2OV35uAWtGBJgAU0bkF7aNyCTuZXZ+BSLLLO9aW4/UyAU+wyAZYVCbBMd3UgL8JK78ct6PKmdQau/CrWfmRd60t1+5kAp9hlAiwrEmCZjgB7dGv6EeDysHUFrvwK1n9kXetLdfuZAKfaaW5BS5IEWGK7MYgTcHo/AlzetK7AlV/BxgQ41e1nApxqpwmwJEmAJTYC7LGt60eAy+OOYoBT3n4mwOWvtUGP5EVYg4T6/H8CLKD1DOEEnN6PAJc3HcUAp7z9TIDLX2uDHkmABwkRYEFo/SEE2CPt55c6wH/7wS3xdx7cKi300ndOx6U/OV0Yu/Xx4jtjVZ14deVKfO+Vi5FHxC88cFeMbdlUdYobjx/F9X393/x5nF24XDAr808ProXMW1HKl19hIAEWHDkBC2icgD20AX5OgLv/Kk73hMSf0RIo+08P9lMhwGmuFQIsOBJgAY0Ae2g1Bvhj+16Pl+aWkq2PiZov0P03f7sBVv8QYFWuOI4AC44EWEAjwB5ajQH+lY/Ox394/i+SrY+Jmi/wDz/63vh3f7RLXigBlukKAwmw4EiABTQC7KHVGODXvn8x/uYD/zPefrv7E1b+DLvAHZuz+OFP9sRP33uH/FQJsExHgF06AuwJ8iKs9H7Oz4C7q+lG+J9/9s/irbfyxr7I6buvvHn13XOb+iKsJq/vzdUr8aMfvhV33JHFF54Yj/fff6d1ERJgi+/GYE7AgiMBFtA4AXtoNZ6Aky3s2kSj+Gs+KQ2b7td9rgQ4zY4TYMGRAAtoBNhDI8DJ/JoeuKavjwAnuxT515AUSgKsqL07hlvQ6f3cW9Deioqjmx4Q1ufvNidg37A7AydgwZEAC2icgD00TsDJ/AiwT0mAfUMCLBoSYBHu2jBOwOn9OAGXNyXA5a3WeiQB9g0JsGhIgEU4AuzBreNHgMvTEuDyVgTYt1pvBm5BC74EWEDjFrSHxi3oZH4E2KfkBOwbcgIWDQmwCMcJ2IPjBJzEjwD7jATYNyTAoiEBFuEIsAdHgJP4EWCfkQD7hgRYNCTAIhwB9uAIcBI/AuwzEmDfkACLhgRYhCPAHhwBTuJHgH3GmwOcR0xOrIb3jz77y2rdDLwIS9gyAiyg9Qzh15DS+/Eq6PKmBLi81VqPJMC+ISdg0ZAAi3CcgD04TsBJ/Aiwz0iAfUMCLBoSYBGOAHtwBDiJHwH2GQmwb0iARcN+AY48Ts88Of2gOGXSYR87cmg+jyj+a9t5zM88Oa3/C9wJV8j6PMy1/MZX80bs759tyfpef6yv3L433m9rdjrPo/C1jp8Bl9vbmx/Fz4AFt4Ut8USWx6PCUIYggAACQyeQ53Fq4k2+JlbdWAJcVSwizmyJFyKPvcJQhiCAAALDKDC3czX2DeMTq/M5EWBB9+xYfDOP+IgwlCEIIIDA0AlkEc+Pr8ZHh+6J1fyECLAA/MbW+MCdV+KVPOIOYThDEEAAgaERyCLevrQpHnj/cnx/aJ7UbXoiBFiEvhbhL+YR78nyeCWyWBGnsodd6ffvOl+Jn8k2vXNKzyOe3xTxY/sDiROwPhHu2jD88Gvc528eY1kWD2QRb13aFJ8lvto1SoA1N0YhgAACCCBgCRBgi4/BCCCAAAIIaAIEWHNjFAIIIIAAApYAAbb4GIwAAggggIAmQIA1N0YhgAACCCBgCRBgi4/BCCCAAAIIaAIEWHNjFAIIIIAAApYAAbb4GIwAAggggIAmQIA1N0YhgAACCCBgCRBgi4/BCCCAAAIIaAIEWHNjFAIIIIAAApYAAbb4GIwAAggggIAmQIA1N0YhgAACCCBgCRBgi4/BCCCAAAIIaAIEWHNjFAIIIIAAApYAAbb4GIwAAggggIAmQIA1N0YhgAACCCBgCfx/HuIJsajXDq0AAAAASUVORK5CYII=These 5 mazes are already created for you.Replace the "Draw Maze 1" block with these blocks to display the other mazes.Edit these remaining blocks to solve other mazes. Be sure to swap with "Escape Maze 1" block.Click on the Board sprite to access the maze drawing blocks. forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction013510-10901datamapmany1data lists11110iDev Shah. This is the elegant solution for Maze 2.Dev Shah. This is the elegant solution for Maze 3.344Dev Shah. This is the elegant solution for Maze 17Dev Shah. This is the elegant solution for Maze 4.2469121340140,-1401,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,0,0,0,0,01,1,1,1,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,1,1,1