<snapdata remixID="9417885"><project name="Lab 1.3 - Squares &amp; Triangles &amp; Stars, Oh My!" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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7DwnCbpRgdvBo8B55ngU7GrYxaiCG4np6lWcze/AlwdZKX6yYD3/TAUTkSkEOpOAGODOpN1LZbkdVqjCQdbwFXfay4JvxJ1GZG425Rrm+XX4n4r1/DUZ4dUOxltvvXBIaHuledLwUnD1Aj5Kpt9Utqkp5Watm93b/RjNHHs59yaiW7WDqxT8PtDGgKunuCzj2mopHsvP0DzpN9zzF9RTEquNPBcC3Z2AGODuPoPdQP/qUv6gdDAS1KebDA50OtnVmaoXZ/Eiyjqn3VZRz8BkZLsdzIXmiQZ6QgKCO5xc6PVaW9Ijwn5YKG4Zup6ZF62iMR5mt5Viy9BsDNbVPGgvD3HMaqWT4mzMm8MD0LxUsYET4pEndYRAdyYgBrg7z1430X35PM41jKarLhrOz3fxSGepP3ccJ2gv//bLu6uivtnWcauquEvZF2299Z4TUfFdZVCQ56Sus8bSkXKWz2e0scsywtYWckj5h9bMzi/nhXjku0v5K5qzrbqaH374nr2uv5XtsdoWZ/Mn8N0DVgYnLljHi7HayHMh0J0JiAHuzrPXjXR3l7ADRV/rO1lTnV/O1M5Svzjb2s50WbINfrFwnXVOGVepcXKR9p337hnR4M8NBgWpciiLS/kkK7lLKEaxIKL5Nn+M59tidet2WFeKqgP1FFye5+KeWO3mjOPnyhv8YeaoqKc8Vht5LgS6MwExwN159rqR7jUO7tZwmV/lD+wuDugs9Yuz+CfKSgG4q6Le9yMgnuIu4VZUVG/mArsrigdxPJ12kzpuB2eANcZDQ1XWmrt0GkVTnXze0lDunMt+jWl8GHyuud9e3uzaU9TmxdnsBDLQPFexQdIadpPlImomSUAMcJLgpFliBGoc/FLDg4FWhuKcKWU+p5uOLCXjOLLRy+umDA33Lazn0ljylpdwtFJW3t4fhxkf+JfWFEwtp50jKcfSKDXP75rBwG0D+W3I+X1AkXXK5yUdjHwVqWF1CWuV4kz/51vyXOyprClovczJ5l7lv6OcZnBU+TreiNVGnguB7kpADHB3nbluprfTiZHpZbcZ7MhUXcFteS6mdfQw5mYzU+NLjac0Fy7YwAOtyawuoUCpqMEjbrW74s/w09Hj6sz+3U7y8DloWXMXUsrsLpzRdHGXcC2K4Ha1ggvzXK2zN/uZm8VErXzX1BTMWlBvBTmRIgR6JAExwD1yWrvmoNwOVgKT/Nr9x+4K3960Ps8tesv33asfRKuTMdQWvN53UMp8G/0a9HvAiWj1BWgzytZYFP9Fq92gs8B41zplRh+CUu8cuP2D8xuMtJGZuzbz4uDjVni1sRfadO7RB6CMPUGbzlkH90/ftdd1WX/Z88BBGw8Ppbe9MWNX3abjHnv841OGNtPF6/0cpcaB8QF4TScjny7QF80YlPEq2jsKVCZYqfZGA6NQvIT27oeKoovmCF9aP0uv41AYPn05BUN9g9bro3JpSZcWuKAZnIguBw3eeMalB9QePnrAl8NC+bz33egvH/j49Fff/ybzpdA5GjPgizNKjvxTcAdhwzf7vnvruslro80RXm8aSh2EUhsM5R22z45PJ9t2bWJz+t6ff9D/gLcsFslySXC9tMhF6XFoow94/w3q2Bbm6BqU+p7ayh91zX+BolVXIyAGuKvNSA/Wp9rBZAX3B4fo5Sz7fNYE/84tMo1Xp50NB+RmD/mISw+oZe9+4fEi3tpyIPd+kMPXO01bJcUkcOF+z5BreykMxre7B/LgR6fxwheHhX0+Y9x9HDz4U+uzb3cPoOjla3oLxA+orez0ddxb4PakcYoB7kmz2cXH8gcn/XZ5m66jKMUteWXc0GSAZ24D3b8zh3HOmBf4+T7Ngy498vFPeHJj2BFwZ6rVpWUds+d/uPRHtQzqsy1Mz6c3H82qD8+kUft2qnMyX2bS/k8H6/x2wwWYP2p6QXmX2sqwQC29YMwyxCQIiAFOApo0SZ6Au5SH0Jzv72G93cW4JgNcZAZ78H17a7UC9Ii2bEEfuuPdA9N14z7fpw1kY4bt1gYMm7nt23/zO4OHDdcjLj/61UEHDt4Ydr1oy85BP6z66PR1r3x5qBkpK7lt3w7cgh6wrXHzHtsapmY0NhqDvm/wfjW0Lxm7G42+OxsbP87c47Xd6cZbYdvh7bQFHbYdrtTxo/p/1X/KwY+NHjPwizBDs3n78K9We0746/OfH2Y7aNDGXUWH3ee7Dwys37p/fdX6Cz+LPCbo+8V/xzf2GzS4YdDeD6K9wxRq5I+/f/H0relD2Jo27OtNGSOru/wWNMocp//7VF9A7eKHkv9XIi17CwExwL1lprvIOKtLuFwp/hyizpl2F0+Tc/1EVJovRrTCy5rKtLaoPDuL/Q3F+/4vxYcr6vlloL/zj+e18WcyLqMvfSJk/AmDAruT8Fe7tijSjm0nM/lIjRVQxLxKtVPB0V68AxTGc/7Pdik4agUr6ttRbKtduUuYjWJhRCXT2W6O3cXNNQ5e0E3e5J/YXewb2aHNnwnJA7mBZ8XZmAbM/KGmvZoDbtwQcq2pswYXr5zcItOvwfRvMIuX2rat3XjFSr3uT0AMcPefw241gqWlDO6r+SaotOImexmzyJ2xAtRF/s+/pLZyr7YMbHY2BQZ+b2bFryrW+9Lk1ThYoqEwrG9teW0V5Jc3BY9oi+yOaDuJS49VNAYM7c500g6/l3vfNWVN5vJjNLvNKFUZGr3TQB2xghUJJ1JIVu/lTk43fF7SWaF9KLhPKz5AUxz4XENOvou1ofUy4Wbz7000HUcUj+VytO+HmheuubHeCobSNUtukXm9LvAD71NqK/fpmoqKVl2NgBjgrjYjvUCf6hKeUIr/8Q/1DbuLo8gt+gzY2//ZQ9RWXtAWFHOyeEQpXyq8xp0MPegyDmr03e2NjDH8vHm3N7+86943ncjEo9NI/5cVoML35nviClaE3Y+dzORsL/o1herrN8LN6rSFZ6y2v1vEoIYfqAKuiqj7MTS99Zr3q/PKCPPGivYGPOsAhqT1tVIUmr+OHl24gV/E0iFlz3OLPgHGWPI1j1BXGThiSZlKIrh7EBAD3D3mqUdpGZkxp1FzWsG/ip4JuWd6EbWVq5IddNE4RqV7+VD5tmqf2G+Slfnot5H9ac0t+eUhTmDJCuzAdqZh1ViBP8yx7NKknbyKe80rTbgPyBli/tf+fp21ozCZyYd40W+aRtg01BrvKatYZdXtrFLjYIr2RdCKeoSg4f18F2GeWDZ8YSo9TZHSLHWLs61AH+do2NlgsH/lOjZ31jgSkpMb6rtgTKZuUWA7OqFupHLvIyAGuPfNecpHHJm4/d1vxzy4eN0lgTfeRmor09ui5Jxsfq3gTvPW5qgzeaHPYMLy3e7axfZnn+Xplc81S67QFrHt3vZSLj24gUbzXrRlUBtpOOkBHghG4aqy5XxvCi301O0REN78nLjPySu4+9V2V66VDmucHKW9VhCOU6NVS9OcenU55na6VVoywHPGcpXSvtSGGq5eWB87rWFnjtOSlVM0EX/gEOtdvXZxZLCSTldJBHYfAmKAu89c9ShNaxys0X6nm8+2D9vqeP3qof4BtvkMrTiblf0zmbTXSaCav4c99tvbGfjlV+zY1Dy7UZdhHM3hKtS5qsqWY2ZgGu83Tqune+qC3saTmHRsKh2zAhDdDiuKVVEzqJo6e3mTw1W0LWizzQ2HMKJvGl/426+qqCfgI9Bl5oncotDgMp9TWzmy6ygnmnR1AmKAu/oM9VD9IjPm3PjW5XzwfabpAf0wayqDHsuJDt9/dvjxmHMYnDYgvLWC4jwXC234Yhh74NxE+++M+n6Hq+cDZ76hDlem/CWjxxcrrRZoeF1pdpt5jjWqdLqn1sr4ZJZUO2YF9Kgu5QKlrS3pwPm+75GiJkNReJWTHZlQYX60iSZnrUD7OdmsVjDBjOXRuJN9F70f4sDXGZMRS0ZukbktHjC6q6it7Ho/EmKNQZ6njIAY4JSh792C3cVkkm7aQF957NNTePyTk8EwJrM6+TO0Odn8SsFd+/wCDNNlySya71D8wrru5NvyXOo3wB0eizrRWTYdrgzSXvCf45rXik4IdbhaYjv7UEXDOtDb0hRWyMNGrT4C+qUpPfbajWuD3s+Rjlmgj1/FKnNLu1PLcif7G15WA5HBKcyt8RllLitdpLkYAskbgvrNy2KKV1Hjm0auWFgfdoWtU8cRVVjo+a/yTmDNzbWpV0o06C4ExAB3l5nqgXrWlPC0VpxuDu3972wseutSTV3bztDmZHF3/1FcNvK0JmBeuGKqq+mL24YvgYDH/9+ugjbU4cr0ZIb0UwIOVwEdl9pyPtawj1Yqf/rGWrf5+dLM8XatVLWCT6Z56sLu2UY4Zu3SeE/ubMcsU0d3KaeieTYa6xdf5o2/Psm6SCcss25xNmYcbeuHmtbcs3ADl3eV+eKsWefg9foyQmnd5rXbZcYlinQaATHAnYZaBEUSiMyYU/HWr7766KE/j0iWlHMcGbu8bBx2JCMGh7xrHWLQ5wwnDYF+bXCH3wBPSVZWe7eL5XBlyquyjX8U1HlK8eC0jXUTQ3VYmpnzgFaYjmyPFHrqwq7BTGLS4Qrj5aZrTJ3vmGUZYQdmgJCwu8KBMXz8MZ/svx8nTynDFzw6pBRn8RTKyk/8ZYbBaOc6drU3/6T6y51xH6iLrbaKzaypNH8sSBECcRMQAxw3KqnY3gQiE7c/89lRb9/nfj0sG1EiMovHchGaFbazoI8/f4KGR/JdwdCXVnc2f15iD5bBSnmJ5XDlM74515kvu6A+LPTURs22U2XL/QD0/sC0Qk9dMBWg2b4rOGa5S1mEZmYrwD8yDGZMcfrSEQbK3GwKdFNQlckV64NRp1I7d7kzPP5MV6Yebb67ntrBiPRUEBADnArqIjNIYOZvRusDB220/v6+YcDbN1RsS9oAz8ni9/1HctXInzYBVnBFXsj2s98AdxknrFgOV6a+t+9/+qiGXenm2W6/Pj/0HVnwzRPhaZv8w1025JxhuwfuNAOa7PD22Xnobz56dlPoUku1Y9byeZxpGE1RsBQ84oVzlJV+MazcbHcxI/DJrLHsm6Yxz7nNbeg/LNzA/3WJf0Jh579czJrKFV1CL1Gi2xAQA9xtpqoHKjqh6NycUS8/FpoxRxuMy3eyPpnRzslm4/AjsA0+NKS1wcDI2M5dxQkrlsNVYBRLbTn1GrLSUFOu9dTe2RqbKtuZV4Nxh9J63bRNa8PzA/qCdaQ0Yla1g/+qppSTL2Ng3+xh7ahRBK6hWcNTmme8MD0Qoaw4m38AP9HgWVhv5VVObZlQNBkdTK0p8Z9TOxvdVroY4G47dT1A8Zyi+/fuv2Vy+dEhNkUzy15u3R9NqMzJ5nwFD2VOgAwrPhQoxZN5Zc2DbWTi84behHWumJISj8OVqdiSzPHVSim7gaq9zlNrXseJWaoyc55A8T8K7/JpnqcKIhukMmKWu5Rb0UwP6uTloLL5uC74JUcdfjhjI3T9XimK8sqoLs624ncvMZ9r+OXCeh6OCaIjK+QUPYQKHG1oD7WLU/+joCPHK313CAExwB2CVTqNi0DuTA/ozDmH/5n99whGGXza7mp+HSVWf8XZLO+7F/mjLJ9qvwHW/Dqv3BdJKbSk2gkrHocrU9+q0bnj0boO9MZCz1pfrOE4S5Vt/CegxuBV5xRurn0yihGOyKzUOY5Z1fM4WxlWaNBAmVlmxgIHSh2WUTWviI0K1Vdr/rj5WW7e9RmBK1TVFfVMjRNFx1Tzr11/53L/t2Mo9/hexQD3+CnuwgP0n6GdNfpFLtj3702KejnIPp//JqJ5cTbvDz2MHw3Jbmq1zWDYb5y+gP4RBtjMXmPebel0J6x4HK4CulbZcswYz/2VV+VO21wbAig2marRZ52BblitYcd0z1q/S1p4u1Q5ZrkdmAkafBmDFM+XlWHFq/bAtGVODkhr5Oamt8ugzm99/jzp2zdizvAHFfUcEJtCB9aYUNSIDuSuNs6nbtEjHShNuu6hBMQA99CJ7fLDGl80GQTXfH8AACAASURBVMN3hpY54Cuv88jfB2Poas0N+eXcEu8YirM4C8XfMnMgY5i/VUS4wwgDnBInrHgcrpqMb+7LoI/Vilunb6y7Pl4WofWWjM65VVnbveqVQk/tcdH6iOKYddwKVrydjLx427gdVmKMYEakpbfx96+3WKFBg+E0axzM0nBjZJ9b34ZvzMtMmrMrNljBPTq/5MzIQalAwA05/+38GegxEsUA95ip7GYDySl6DOUPBanZ7D650tyDtrYiUayxl3FWvCOak0VVvxFMGxUeRynf7sIKVBFZUuGEFa/DlanrEltulUJP0/DydE/d8fFyiFZviS3nJQXHoXRV4ca1TWevIZVDHbNaSnfYFh0i21Y7OE/Bo4HP//4P3nnmGT7x+GODBz6vdpCr4FZgXGgf2z2w9W3+4PxXiryhw+M/f0ZtZdiWeXuykr56NgExwD17frvu6HKLzLtHNp+C+sHqHy9+TSnKAwobin2iBWWINqDibDYMHcehQ0JceLwGI6c6+bwFA/yU+Xm00IcdASxehytT9lJbTo4G88x2e6Gnzu9O1jat/FvZAxT8bJqnzkzi0KxMZvJhpsH3Z17aoeCUFazokCxKK51kbGnkY5QvhvIXX7Bp2XKe9MDVkYrd6WR4o7buD4c9a9xJg9GXy/NddP7Vn7D4z2oltTdNbtsMSeveSkAMcG+d+VSPO/QOpWGcW3PSoo3aa+W99ZlkmJbvslLatVrmZnOahr+PGg99hwer/t3u8oW4bMEAd1okrMu4bOxuGkxDFjWlYKh+GtRSW46Z3H00Wv+scNPav8UafzzPq8aMPxuv+isKz7SNdWOUhTeqETYds/5l3jc2cw8bqB/fz/3BOYlHVrx1ahzUaAhGIrv5Vh7/z3ec11J7K3mH5jYUfSKYVeW7Qryq41WgLfVC166X81hb6QtHKUUIJEhADHCCwKR6OxDInTkeTO9eqwTP0NwO1oHvKorWPJlfHjtfb3E2N/UdTpFpgAMllvHurEhYiThcmbovsY1fq1Bn4lW3F26uvbYdSAe7qLKN/y2oazSEpS6MlDGZycdoeMEftnKHxntCRyRwqHEwUdMU8eqpp3lrxbMc0dqYq0s5Tu+i2ujDsRH1nsfgOruTDnljD5OVWzQJ/JG4FF7WVDZPeNmeEyd99WgCYoB79PR20cG1cIbmdmCm07My45hJfrwGtpa2kQMjm5PNm0PHcvjQkFNCbyNjpi7AF14rSumMdIR+hysz6bz15tuH9GPu4Z4WA4xUjc7NR2szbV99oacu8j5su0zk0tE5b2rN4Ybm+us21Zlnq1HLxVx8tBdtpkM034R3pGGceB/3vdkuSvg7ud3JHuleK7qVtW/x2ed85KjGDKPZanE6MQa9x6Y9DohIb4gVH/p6u4vbY/XRpue5RaYHfSBdZptzV7dJF2nc7QmIAe72U9gNB9DCGdpyJycYXv4dGJFSTDWDMLQ0wrnjOEF7+bfpfNV3z2Ct5+0uTmmNSkc7YZkOV2mkm1u5ZkLEnQpODE0pGKnbwn1PHTagod/noHc0fp++3/Xfrv66I2bVbTtvxA62f2j+KNiWvmPvOR//M2pIS1O2P4HDi34jvFvB8a2NIRl93Q7+CFwZaNt/G3tcsZgfYvVVnE3JwH1wDTsK0syfCCFFwz19djD11zfxXax+knqeW2QeEfjuZGseoa4yLPFFUn1Ko15LQAxwr536FA489A6l4jzWNJ2huR2YMY8PNrUzYwXnRSRSCNW6OJv5GUOZm5nb9Gk8V5g6MhJWqMOVeY6qSTs5MqVgJPkqW475JrivUip/mj/FYEfNTtXoM/PRhvmm/XGhp26/1uRcwiVHNOI1HbPMc9edGu8p7ZnKsNrBJQruDf7gihK3O5p+s7M41lC8nL4HjPgx7/QdRmjwUbPJO3iZZp/PmnbnGHr+q43J1CWfu7rddZMOux0BMcDdbsq6ucITZl6I1qusUUQ5Q3OXshDNbP8od7CTUfZFmAEpmpXibF4aksVxQ0PSNxheDpgynw9ao2SDKvO5Byu8YbuVeCNchQpcast5SGOGNNQPFXrWdkpgkCW28Q8q1C8VPDzNUxfYTo3Kofk5dvtFzLI8nL2Yb+SDTOHRMle1NDnF2UF/gZf3uxAzLOSCKHWddhdl7TbBOUUTUYFza62pbVvu6nbTSzrqtgTEAHfbqeumiufMfBylz/Fr3+wMLTJxu2ohnOSsLA5PU7w58nTot1eQxct2FzHvzWbCE2aLTcR28oqXcqIOV2a/S2zjCxTKPLP8qNBTF/P8M15d4qkXeOvW6Gume9Yua61NR0bMqnZwr4JL/PIbhtXT76JVNMYaQ3F2k79Ao+aIAy/C5oXFCsISUJhOZ2lepsb6URZLnvU83Hfhc2orrWtUUoRAsgTEACdLTtolRyD8DO1x6iqbXT1xO6w3WMsgKcVf8sowPU/DypwsHBlDKbOFpCdQMDvPxaJYirW3E1YiEa4Cui0fefLeu9IGvAsMTNccfs2mOjO+U6eV28ecdVCDt9GUuT2jcdtBUz97Puqd6YBCHZXK8A4nV3i9/Clk4BfZXfh2SFopc7P5sd9b2/SYL124AZfbyQjl5UYNv45o+iWaQnt503Z3rP6jPg+7u47Ef04KojQKJSAGWNZD5xIIPUODi6itbPZl63awGLjBr9j3GQZ7XeVkR6iixdk8N/hQTh4WcnGl0UtWwXzeiTWg9nTCSiTCVaheS0aPf0NpdYRCzZ7mqY35oyHWmJJ5viQzZ7ZSLAT1RqGn1heFrJUSmcoQ9PFtvaJ0RzEjdys8aWn+uMqwwu7i4li6mM+Ls4P+As9X1Dc53lWXUKCUFcrU9EBvKprf2su5Lp6+o9YJ9V0wOI3Vlc8m3Zc0FAI+PxcpQqCTCOTO+CUoKxFC6P3fSOluh5Um0IpWZRYFl+e5uCfw9+xxHGR4eXfkT6Hf3sHWb9j9WXVijaa9nLASiXAVqlPV6Bw3mjxQtYVxphiMNaZkn1fZcteANt3Ybiv01E2L1U94KkO9U6FObmvErLlX8cG++wSvIG2zuxgYSw/zefFYKtDMsRaTwcE3ruO9QDt3CScqgxu1bhaQ5WWtmJpfZkX9ir+Mv+F8DOMhq4HWmjo5/40fntRsiYAYYFkbnUcgd+Z9oANvN63G0HU7rHu8vlCVmvvt5cFzQuZmMzN9EItswdD9Vi2H3dUUyrK1QbWHE1YiEa5CdVk65qwTtLfx36C/LPSsbTq97rxZaCapypazyUwBmNagT77287VmEI5Wi++KknoJlHXHWZN2SixP79Y6nHwar5x5OscE6mj4eb6Lx2LpMWcsP1Gaf5j1FMxaUB+eR9rpJD3TayV0COymWF36I4EV5sURaS2oQ+6M+0AF1u4X1FY2/fSLpag8FwItEBADLEuj8wiE3f9t/Qyt2sFSRXC7cMsmgxFOJ15T2eKxPDX4YM4YdmSI6poj7OXBfLGtjqmtTlj+QBWmobIMkIKjV7AirjPcJaNztqIZpDB+UuhZYwa7SHm5dUzO6YaXtVrx3fSNdUPjUcgfMcvU32Rg3hM+Ml4Gkf0fNpxnr7uGU1DBHbk/2V38bzx6zMnmA2X6CyierlgfPY/0HQ4uMR20mmKP+3pWcJ8ewFT77Ohe9mHyc2d4QGX6P3uI2spO8ViPh4HU6b4ExAB337nrfpqHnv8qNYE1NwVSujUbS42DszQEYyEbBpOmOPnLzIMYk96HT/Y+Dfo3+aCut7vCM+a0BqctTliJRrgK1aMqM/ffKH2ChsrpnrqZXWkCq2w5lcAM4N+Fnrofx6Obn4X5Q6SPRu80UEesYIV5jzuhkgkV+XYuHDXSd/8bzTf2cuL6ITA3i0qtLL1p2M0+N73Hp9GEL5vHoWmKG6PkGf5AGxTkO5vWWlTlw9YuF7OmsvOTQCREVSp3BwJigLvDLPUEHXNmnYXy+g1qfHcoaxx8riGwTftnu4sr5oxlWp8BVI3+nzAo5XYXjngxJeuEFeFwZRqck+JNVrDUlnOThiINr0731EXGMo5X9Q6tt9SW84qGYxRUTovzB0KkY5aBajXqV7QB2OCp037C6DPO4JDAcwMmTHHR4g+0QL154zjT62WtZbcVhQvXs7Q1SNUlzAvNuhWoqxSuvDJKo7adUDTZPAbxP5P8vx26CntX52KAe9d8p260uTNWgLrIp4DeRO1ifyrCllWqKWW51uT734q+sJezd/FY/jboQM4afnRIO4NjEwnEn4wTVrIOV6aWSzLPPM1Qqs6r1bY+DQ1jrvnime9TNxEtS64cOWFgX8O7UcNAhT5z2qa1cXn5hjtmJR4xywb32Eaxx5Q8fh6indvu8s99DFjFY/kEzRgUqyvWE+4ZEKVtjYOfoSwHrbDkDwpqtZep9vn8N6xZTpEZ6MMfclJ7qF08uivOn+jU/QiIAe5+c9Y9Nc6duRm0b9NY8QhrYsfQjUzc3vADl298krv3PhX6B07j4D27y791GScZGySUjjCZCFehqlTZcj8BbcYPvqzQUxcMvRinup1abakt9xKNvlfDxumeOl/M4zhKWyJmmQbYFFFawnBU0IB+YXc1S7gQVZPibJbgj2qmNSMWbuCrWCovd7K3amSRUs3Omr/Vimvyy7g72EfuTA/owIqT+7+x4MrzuAmIAY4blVRsE4HwHKoXszb2GZrTSUZmI5+jsBLT79rCc58/xyljzDha/pWrYVG+Kxi6Mi4VE0lHmEyEqwjj+yBo8/rVnwo9tXE5FsU1iA6sVGUb/0dQVypYPc1TF/ONMqBKRMQsM3Z0XPeEbfi2mktLeAJFMEuToTltSjkx38JnH8rZhsFfzT60Jm/hBt8PrHiKu4RrUZjn32FpHbRiWX4Z11h9hN7/1cb51C16JJ6+pY4QiEVADHAsQvK87QTGF03G8J+hJZhDtcbBnYHIRt5d7Nj6Nv2GBy+sgKE4aUqZlUQ+7hKvE1YyEa5ClVhqm3Cexvuo0nrdtE1rw0Ikxq1siipW2XKspBhKUTBtY52ZvCGu4o+YZXlH+x2zjlvBirdba5wJN5vPnU7uwEvQm1xDVb6L6fEILs5mMzASxWMV68O2smM2ry7hJGU6aMFpEZVfe+KTk37/6Ken3ub/XM5/Y9KUCokQEAOcCC2pmxyBnKLHUJxrNdZspq6yaQM5Ro+Ridt3fhWWevAjuyt2DtlIEfE4YSUb4Sog6zbb6Vle0v8JfLubhhNmeJ75Mjl4qWnl3P/0fkN3pX+DxvD+8MPI6799Ie4UieY9YVAvqeA94dbfhANvwB7IrS5hrVLB60Sf2F3sGw+B4mwrD3CBuVGSMYBhzlfYFk+7QJ2VTjK2+O4M/yay3coPz2TtpmPNtfsZdZWjEulX6gqB1giIAZb10fEEwmLo6gepXTwxXqF3VTJw+3eYcYoH+A14cPvZDDeYVxYeZCGefmM5YbXF4Sogvyoz50WUlRji/wo9dX+IR6+uVqdq1PgrMdQf0XxQuKnugET0m8zkwzRWtCnznvAujffkllIZBs6APXCZ20ERNAXUUJoT8sp5KZbsuVmcpxWPWvUUv6pYH3KGG6txyPPqEi73vw2HOVq9/NWhrPpo/MNbH1/WavaoBERJVSEgoShlDXQCgdDzX8M4l9WLrGxE8Ra3g7uAX0XW1wY/zXf6IiElUlqLhNVWhytTjypbjulUdGm84R0T0b2z61bZch8FbSbMuLfQU3dZIvJ9EbMM0whn+AKWRE9lGGqA7yjlCK/mjYCceM/43cfS56Nt1ja06cj1l4r1zRN4xKv7HfPI9qZxIzp8K3u3N/3LPkbD/9pdvmxaUoRAWwnIG3BbCUr71gnkzhwPus5fKakzNHcJl6KaYkGbfSnw5LlI6jpIS5Gw2upwZep166gz/9cwjD8o+GhaJ6cY7KilWGUb/xGofZXXe9W0zU/9MRE58ThmhW5Bm33XOPiHhp/45bxrdzXdD25NdvFY/DG2+S6jnqFOfJHTki03TN93xSGDP/ZfnQvrZYHdxbxk+5V2QiBAQAywrIWOJRCeQ7XV+M8tKeL8Mf87Koc/KKOphoLb8lzETB4Qrc9oTlhtdbgy5Zj3aDPSGr8AlaYM70+mffrUix0Lt3N6XzrqzBO8hvGsodje2Kdh/998+MzWRCRHccwKi5hlRsIy+9sExeZ/3Q7mAvMDMryaU6eW81wsmXOyuEApHjDraS+TFr7DX2K1afV5btGDhw/77y8v2Pcf2AY0O8L/Uhv8KmYErTYpII17OgExwD19hlM9vtyZn4P2R7NSK6m9aXKiKhWP5Z5RZ3Jp3+FNLTXk5Lt8EZASLZFOWG11uArIX2LLeU3BUUrrimmb1ppGpMeUJZk55UoxD8WbhRvrQqNwxzXGUMcs0zs6NJWhGQnL7MSDz/mqupTjlA47933T7iKmzBlHMDBjt9kNg1HcW7GehLbMmw3En7t6SMYPXHHA3z45bNj7+4TW0fB5voumgKhxkZBKQqCJgBhgWQ0dSyD0DiX6AmoX+1K6JVCKs/ly1Hj2DDXAyuCUPCdJJTMIdcJqD4crcyhVthwzBOJ1Gp6b7qk7NYHhdZuqVbYc807uqVpx6/SNddcnqnhExKygY1boGbDZpxkkw/DyWUj/r9pdxBW+c24Wv9eKq4CvKuoZkaiOYfVDfBeuy37wz4cN/W+kH0LcqRPbpIc07rEExAD32KntAgObMPNCtF5laZLg/d+A9sXZnKPSeHzMz8FIbxqT1tySX564B7TZQyAS1ulcelMDjW8Fsho10nDSAzzwWqLkqjLPOhvlfQL01kJP3Z6Jtu9O9atsuV+DHqrRZ033rI0ZqzlybNEcs57lbitdoOkFbRlgB1MMqAlpazo+/SkeTnOzmawJxm0+t6I+SYepnKKJpjPXoD7buPRHtRyzZ7McE+Y1JzMFpnWHWYoQSIaAGOBkqEmb+AjkFj0IBK5tfEptZdgWXjydFGfzu4H78n8jTmxWe4PdRXY8fUTWMSNhDWbvIUdwxinJpBSM7K/KlvO5ghGotKOnbVwd9OBNRreu3ua2zNzjtNLm2fbX0zx1Sb1hRjpmvUnda9/y1ffmPWBz/G4HjwNmvDOzfGN3xZcZyazsPIqhu3Za29D9gd9X1PPrpJjmFN1/5PD3Jl96QC1DM8JDd2vNyoYGCq5dGDvkZVKypVGvISAGuNdMdQoG6j9DsyQrHmZNZcJ3KIuz8Yw4kcyBUcIxGJrjppTzSqIjG8uoteM47XSF5da1M520w+/l3ncT7cesv3R0ztNaczqwuNBTZ95h7fElsN2uFM9M21h3RjIDDnfM8ja8xd9/t4HP8//gZOguL1sCfSrFXXllXJmIjDlZ3K2U9Ta9qaLe3PBIvFx49XE/5Npe9t09Dy2K39jLrNjTUoRAmwmIAW4zQumgRQLh938ns3rRykRoWanmNGv3MbefzZukEUXDwnyXz3M2kTKJi7wKZa59M5H88StYkdRba9Xo8SVo5QJeKfTUHZeIDt29bpUtx7zfe6xSlEzbWBf0WE5kXH7HrFcUyswnrFex0nA7LGMbvOqkFRPzyzB3UuIuxWO5HM2fzQaGwfj563xOXvEU8w6wGQdaK+tHVWh5zVAUJBr2NB6ZUqf3EhAD3HvnvmNHnjvDTEDg++LUWlO3OOQSUXyii7P57YAxXLPXSWH1zahIZoQpNLyd7+Lw+HprqnURF2l/OK1dptfyClYE4w/H29fte51+VGOf9Jc1fNcnve8BBR8/EXxri7eP7lxv2b7nDNvdsPNDYA/l1YdP27x2faLjmcjE49JIN68XZQQNcCkPoLnA39f2TQaDnU4aEul7zkHspfpY29Cm18DtFfVcG0/7mhL+T8MylBW9K7Qst7usMJdShEC7EhAD3K44pbMggdyZ94G+2P93Uvd/i7P5YMTx7D9wf18vWrMdzRxlNG0BphkcfrWTVoP9R87KWPa+exw/vVhhpJlb0AbqpPu5PyHnqyW2HI+CTI1x9XTPmt/1xplfYpvwa4X3TtN/qtBTl1BQFH/QE/MsOUPjbVzH32sLnZ9PxMu3gDkv5m+k++1lXJIM2+JsVgBmEI0PK+r5UWt9OJ2kj/KyTMGU0Ho7G/uw4sMzv3nuntVDk9FB2giBWATEAMciJM+TI5Bb5MtO4ysJ51Cdm8XJWvHcmPMgrSlR3J/7GDh3e8MSpjvtLsoSUdKMhDWI4XscRa7p2mW+7Zip805pKVZxZN9Vo3MeR1tOQisLPXUJ32tORNeuXneJLWelgkkKnpjmqfMl3IhRIsJ97nqbp1/fyuffOhz8XkEwX7IyuCTPGfRojtVt2PN5Y7nKq/m9Zcc1pyzYEP3K2rISfmIoy/iGZauq/2Y/7n0/l893DHuI2srAG3lCOkhlIRCLgBjgWITkeXIEQs9/lZrAmpsSurJSnMXiAaO5YS/TT7mpXGR3scpdyl/RwcTtr9ldhCQojK1uJr5oST/l4vle9AshntAnxjoPrsrMLUTpJSjeL9xYd2BsaT2/RtXonP+iOcCr9A2/2bj2ltZGPJGJB6eR/qY//+5OBSf+gxVXmG2cpdjQBHZNGjEYbHcmltUoIHvmodjSDTZaf2turtjAjEi9IhM/BJ4/8elJ+tFPTvV9NyouZk3s3NU9f5ZlhB1BQAxwR1Dt7X1OKDoXzWM+DFpTm9T57zt7HschezRtHjakD2T4r2fxXY2DQk3TNrQyODTPSbOLmi1Ngw3MbVPzkPDq0Csx/ghNx6xiVdTzzCWZOfsainqNSt/VqIYXfbbmh94+1eb4bxyWM6R/f2VGPNulNeOmb6r7OBoXM+JYGumBHzw70kk7wvQ+N2NBG2mokrmc7L8+ZBq+B+1lxJ01K5q84mzLecv0vP9PRT2HBurcsYCR3l0sCzlrDjz6aM2m4+9/4MPTZ/k/SCp2uawJIRAvATHA8ZKSevETyCm6H0Vgazbh89/ZYzna0Lw65lxIM29z+soKu8v3duR2khWauB3FHHuZlcs1rhKZjtA8j/Si/23mr/UnkT86mmPWElvOegXZKO/Uwo1PVcclrJdUqho9/kq0lbqwvnBT3djIYZsOVwZp/wzkCG6k4fAHeMC6+mVGwjrhBPb52dnBBAzmx3EH32gJ8Zws7EphzZNXccyN63nN7eR8vCwDwnNSK+5v7EdBwdqi36M439en9lC7OKGz7V4y3TLMdiIgBridQEo3IQRyZ3pAB77gEj5Dm5tNeb9RzNs7kA/H7NrgMruz6XwwNHG7ghfzXDQP1dHCpERLRziJSWNBvRowEJGOWVW23DtAX62Uemzaxtqfy3w3J1BlG/8oqPNA3VnoqQ06NIU7XOmdXhrDIo6ZBvjyyznpwAOanKW2GQz7jZOEkj5EajQ3m/00mJ7aZvas+ftNoo+GwNttsLqC6XkuqqwPwtduwr4Lsi6EQCIExAAnQkvqxkcg9PzXy8WsTewMrTibt/Y8lsP2CEkB368fI64sboo8FHl+l9bI/lcv4KN4FGwlHWG2BtMbOswxa6ltwnkar5ns/eNCT91+8cjorXWqbDnmHOyr8P58muepxyIdrhppOOUBHjDvEAeLuQU9Zw6nZ/Sxrg2ZN7QfzyvDzEHc5jI3m8fSB3PunifwQ99hDAztUMErWnONvZx/Bz8PjV2ujfOpW/RIm5WQDoRACwTEAMvSaF8CE4omo/2eq0nEf55zCFkqjfrR50B6IA5RlPPAZonbNTfkl9OqA1BgoNHSEQaeXczFR0c6Zp1s+8oNjNOan03fVPfP9gXWs3pbkplzKoq1Cnb9wzPkmEiHq2hObhNPYuWEXCYFSHghb6qLO9qDzM2Xcc/AH3FpaCpLf7+3210R94NzZuSgVMBZUM5/22MCpI9WCYgBlgXSvgTC4j/rTdQuTigU4NyxFPfdiwUjf9qkljK4Ks/ZFB0p8KTawT9UU+L25+0uwn2mWxhZZDrCyGqhjllKaX30Xt+ovmmNE3+zqS6hiEztC7b79FZly6n8YXf6jDe+HKy1tiKOBR2uoo1i+iQ82dlNZ7Jeg5FTnXzelhE7nWT47/ZGxoL+1nzrzS/n7mb9h+au1nxGXeWotuggbYVALAJigGMRkueJEcgtMq9++I2uvp/axQkFUpibzcvDjubYQQeFiG3AZq8w87WHl8jE7RkGmVc5Me8ft1oinbCiVTbPLVHWFmWaofBqzWHJRMyKpUtPfD6JS49VNLxkbiYrRWODbsgOOFxFG+/SWezo29cXfUpDbb6LCW3hUu3kNOVztBoX2s/Or/i27zCOsc8Pu0feVCXs7npyuavbore07X0ExAD3vjnv2BGHx38+l9WLnohX4Ows9jcUH4z+GaTvEWz1mN1FVKenKInbr7W7uD2WvGhOWJFtqsaMP3vHzvTHXvtySLpXW/9MkoqYFUuXnvbcv4Vv5mnuZ1I7cq9vGgem7z63cNPav0Ubq7uUCWhWhzyLaw5b4lbtYJaiuUf8N+th6zrwan504wafY1azEu67cB5rK82sTFKEQIcREAPcYWh7Yce5M8eDrvOPPOEztDlZXN9vL24eFZpfR2O3l4flhg0D63bwLwh6QD9td3FmLPItOWEF2j3N6elv2NI3Ktj7s+/6T3nvuwG/DckZfGqkE1Eseb3leYTD1Y4f7bH9etvgbWZs5U1bNjbs6+SZZjGdq0u5XemmOMuGYp8pZXyaKDN3MZn0se72+q8QBXv4YMdn3PjZPzDP8c1b6Tcs3BDFVyC3yDyD9iULScJ3IVF9pb4Q8C01KUKgvQiEnqFBwvd/i7P457CjOWXwwU0K7W5k/2tb8W6uLqVMaRyBFmkGe17t5OvWhtSaE5bZrmp0zjNofqrRy6Z71l4TzTErVsSs9kLaXfqZzOQwD/LANa4lo3NuVZrpCuqmeeqsfL+hxe2wjG3gru3f7a5mWYhiIqiexwVKWUkUAqFPrTYa7utrUHCVk63FWTyF4gw0z1Vs4NRmb7HaoQAAIABJREFUnbZD7uqYikoFIRBBQAywLIn2I5A704yGtJevw8TO0IoPYySNbLadDX0G+XrQsDrfFQw5GVXP6hJOUiokzq/BFLvTF+mqpdKaE1aVLec6M82vRq2b7qkNxgf2Z+4xPaCtYB1eGoOBJNoPYPfsKSLCVbP8ylW23NdBHwl6VqFn7U2BUS53crrh5emQUV9vd3FrIhTcDsz+muVhVjAtz8Vtgb7mZjNTwyLr7zRGVbzNZ2FyQnNXax6hrjLyTToRtaSuEIiLgBjguDBJpbgI5M7wWrc4febzAmoXPxRXO2BONlP7DWfZqPEhLTTX2csxt39bLdUOXlVwtFVJ8Td7GT9rrUFLTliLbaeP6EP6ZjTb3xvYZ8Rt7/11Z2g/8UbMiqVvT3oeGeHKnIdIZzVfqErrTbffbhoyZ3ie+dJk4C7lVjTTAzwaDQ4scPJ+PHzcJRyO+dZLs7fZl80t7bxyzLSVwTJrHEemeXndWplQsLCe5REGuNEK92JVMCZTl1ju6nh0ljpCIJKAGGBZE+1DIGfWRSivmQIuqTO0udnUDj2CnMHBiL2QZnDw1U7ei6VgjYMKDXMC9fpvY48rFtNinOaWnLCqbOM/ATVGKa6ctrHurmhyzWQCBmlvtRQxK5auPel5rAhXoWNtSl2oPy30rN3HMsAOy9ha0b6/+IKv5y1nz3j41DiYYuXt9eX7DRYFt+W5mNZSH8XZPGsabHM7fEE9TdvhOUUTUfzF1y652OXx6C11hIAYYFkDHUMg/Pz3U2orrS/ZeErpQQze3YdvbGdBn8G+FkrxVF4Zoe/DLXZVU8JPteKZQAWtuTK/nKgG1KwTzQmrypb7KOjzFGrVNE+tmUe2xRJ53tlIQ69zzPKfi5sGzYwutStahKtIgEtG56xU2kxdqB7rl1d7o/byXKDO8y/w3p9qCTn9b45/6VL69v3SenO9KuLpNxgUhIYqjTZ5xdnMBeabz/rsZkjZe1buYQiNXa7ZTF1leJzoeBax1BECSRCQN+AkoEmTKARCz9ASzP9bnMX/ZgzjD5nhLjoJnQe6HbxFIKer5lF7Ob9oaZ4inbAC577AB4WeupAAmC3PdG92zPL/AHnDtGPADwpOidcprSpz/AcotX/Gz15da4z+OvgD60938cfnP2xmWIMT4D8vNt96s0NnxfQT8BoUxLN1PfdQjtOGf2tac1XFBn9wl9wi8zx4b1+/eiW1i3t1jmf5fus8AmKAO491z5YUfv93MqvjP0MrHsujQ8dx3pCQr1ZtMC7fSdS0gNFAuh0sBm4wnynQBxtknOGk2bUX83moE9Yte5452uhrvKOg764+xiFFH635IN6JinTMAt1iKsN4++zq9SIcrnYbqBPv534zfnZcpWpM7sHaq9f3m/S8oYZss85cv/yKb2+/nRc9hGwLh/TmLmU2moVRBDjtLsriEuyvVJztv7ameKxivf9+eWj8Z2/jeay9Re7/JgJV6iZNQAxw0uikYZBA7oxfgvKFadRaUxd//l/nODJ2edlpvv1mDA32+E+7Kyw1XUzY1Q5yFawJVNRwcb4L35l0RAl1wqoanfMWGtPbuajQU2ca8YRKb3LMisfhKh54t5922JL0098uDNR95VXefPxx3vbAZaHtl89ltGFY14vCArFoeN90pJrqCgvgEY9o5oxturaWYdDXaSs6Hfz9JLh24xIolYRAKwTEAMvyaDuB3Jn3gbZy9ZLg/d/ibC7uM5j7zPPfQFEwO8/lvzKSgHZuB+8Ah/ibrLK7iHqWG3DCmj06p4/WTNVa/XX6ptr/SUBUWNWIVIa7FH1OWsHdrybbX1dsl4jDVSz9q0spV5p5gXp33cWTH3zI1lADXONgot/Ryr817Kut4J4BioLLy/znt7GERTyfkxV2be2SitEzLkApfyKIxGOXJyheqguBMAJigGVBtJ1AWAxdEsqhWpzNyiFjmTQ0JGqvMjg6z+m7MpJIqXGY93cx7/Gad01228vJiNbedMI6pN/ewy8YfsSPzShNhRvrEkoYEa1P/7moqbMpc6fGe8oqVr2SiP5dtW48KQUT0b2mlDe05ghrmr7eg3t/1+/l97Z/aRpgywsg9DghrN84r6XF0qU4G3NejgFWVYwpOg38ATwUj7BG7v/G4ifP24+AGOD2Y9l7ewo9/1VqAmtuCqR0i8mkOJtdmTn0yRgWrPpvu4sfx2wYpYLbwTlA0/mdwS/tTh6OrGo6YV2fecZZfVSaAd6fFHqeMmMXt7lM5vJjNLvNvszEArs03uNWscp0Duu2JdLjW8GJ8TpcRRv0slKOSNOYDlxWaXxtf73jlQN2VXqeusVVyv1as0wTntVKwYvm3d4p5ZbhbHMpzqICZV1b210xpigteP9XcTFrEstd3WZlpINeTUAMcK+e/nYYfM6ss1Bef6D9xO5Qzh3LL9IG8rCZfCGkOOwuypPRbOVK0ra8bd0b3t9qr7jbXsavIvu62XbmznQM8011m9ZsVorhKL5GY8Xg0prv4visQUODgkGhbb/dmb7r7a+GjNbWVSqtj9l765a+ad53FRzaXjKA7Qo1SKPNgBbWyXmcOidUb9vu9L3e+GrwHmZKQUNpfcSIbz4d2KcxbLytyVXwrfZ5SpvBLyxW6ce9p9OP+jD4c2vnI8fv0l8MyfBmfdww4NT/mE5ZvmAYgaJYai8jeF6czLqIbDM3m9M0/H39gCweHn5e4HHCscvbQxfpo3cTEAPcu+e/7aPPnbEClP+sNbEztOJs/jQkiyuGHt6khtfgxKlOXkxWMbeDasDub7/N7rLuqYaVylGn7+qj0tKVUl+2wXBFNcBmf9sb0ke8/uXgQQHDdfie3761R0bDvt3JAEf+kDhyxDdbB6Q3bonjh0nQyEczwH0v+Fd/Nfx7X+rBb/vv3vXgSdvSTlk/KP3gzeGGF7ZouCbfxX3JroXW2s3N5s1Ve55/+H/6B64eaw+1iwMxqTtCpPQpBJoREAMsi6JtBHJnbgbtC4Kf4BlacTbfjRrPHn2HB1V41e7i2LYo5HZyPl6CITC1l3Py5/NkaJ/xpCNsiw5m20lM+hGo+u4YMSv0jrM/7vVJD/BA3FeNWmLndpKFl/rgc2VtOR9t7Q6El7+ad3unOltIG9jWyTFDn2ZReZutYMb3acHfZwn5LrSDCtKFEJBsSLIG2kggPIfqxayN7wxtXhYTjIGsHm2e2vqLVszPL6OkLRqtvIX+W7Za29A+xyrN7+3l/Dq0z1jpCNsiP7Rtd4yY1ZE6u53MxNu6d7vWlOaX42qvOWipn+KxjF84ekadDnwFauN86hY90tFypX8hEEpA3oBlPSRPYHzRZAzutzpIMIdqcRbVgw/FPuzIJvFpmlOvLm8KT5isYu5Sfofm/3xqsTXPRZOLl88yW45aHjg3WRnxtutOEbM6Os6122HN7cnR2P3wA1sHDeSiKS7iduCLdw6i1suZkYNSlixlXl6vjf/uepvkSmMhEEJADLAsh+QJ5BQ9hvIbsQRi6AZSD446A/qO8InX8Ha+i5DT4OTVqnFykfY2BeHQkJPvYm2gx9bSESYvteWWkRGzDNQRK1jxn46QlWyfoRGuzG1nA9Usq1GyfZvtljk5IM3Lf6P18e67bHroYd7573bOaIuMhNqGxC4f6P2BQs8yW0U9mxLqQyoLgTYSEAPcRoC9unlu0cbgVi/6QWoXT4yHh3Mcwxsz+GpM0AEVGrdTU1AZdJ6Kp5sW67hnMYS+fAQM8Vf61NCcH7jG0lI6wjYJjdE4MmIW6OO7yhWlyAhXjTS0e67jmlKe1hoz6lRYUQbXOJ2+a0eRkbA6aj7mHcaBlSOve3un0a+fKSN7+ztM/v7RYc7X2dpRMqVfIRCNgBhgWRfJEwiP/3wuqxc9EW9nVXks6zeKqYH6nz3L5p2bmb6gPnr4yHj7DdRzO6xz4AND2m3BYLbdSU1nOGFF03cykw/xot8MOGYp+pyc6ohZ7RnhKtqYa5wcpb1W6sCTIp7/25/B6FUb3NNZBrh4LBehuXHhmBk/Cpz/HvPDG2WvPr/Gmegak/pCoK0ExAC3lWBvbZ87czzoOv/wE75D6XbwFPi2HHd/B56mm8SLKzYw00yo0Ba0NQ4u03B3sz4UNYtv5kfff8/uTViBOzq1TGLS4QrDTBZvXsVJacSs9o5wFQnS7WCqgtu1dRQfVt60uwie/tvwnfu2lIyhPSbI1GFeNjdqmFnf/1Ae2tMfXjpB34X20EX6EAIBAmKAZS0kRyA8/+9n1FaOirejO50Mb/TyVaD+zq95YvPaEGOoeFopZi9Yl/x9YLPv381kUEM/K6PSmFDdvvqKb55+hg2165KLuBXvOFuqFxExa2dbo0slo4/pcJVG+puAuQ3brjrcNYOBOwayTGuuiKabgrPzQhIpZEKFWW8TFCczllht/GkIbwRffum/7Hk+Tfd/SSh3dSxZ8lwIJEJADHAitKRuE4Gw+M9qJbU3xZ1DtcbBFA01Ib8Cz/bcxd939bdy+h7k//w7MynDgnpr+7JNJSxGdGhPmjn2cswv5k4vk5h0rMIwvYL7+u/atvu5a0uDikgpuCOdtCPu5d532wNCtYPxCmvOAkkxIrv90u5ir9APbVi7IeYb8JntoUNoH3PHkq+1NccBf4CNC8fMQKN8QTc0j1An8Z/bm7v0Fx8BMcDxcZJakQRCc6gqzmNNZdw5VGsc/E1DIP/R+3ZX01nt3GwWmduEAXFa8wcamLXwPb5oyyS4HdZ2t/VFH2aDNX9Rmtn2+dE9dNsiM1bbVKQy7EiHq+oS5inVehhRDb/Ld3F1hAFu9zPgOVnsqZRleENlLauo5xpCfRe0MZm6+HNXx5pTeS4EEiEgBjgRWlLXR2DCzAvRepX1/wmeod3uZI90L9+FoLzd7uLasLeWbH6s4YWQz97UMGdhfXhEq2Smw+3ATJYQ6RD0gWmE88pZmUyfbWnT0XdvQ3XrKIcrdyn7oq233sgz9XeV5jGtuD74gwp+nu/isY40wGaQF62s896jA3K8mrNu3MAacoomoviL7/PEYpe3ZZ6lrRCIRkAMsKyLxAnkFj0I/NLfMKEzNLeDK4E/tvaFHHg2N4u1WoVtSzoq6pNL1BA6yCtzqT/5JLKaDVxxk72MWYkDaVuLjow+FdCsoxyuqh1M9m85NwUUtRJRcNduxTVpjdyn/HfFNXyb7wpuBQehtacTVvFY5qB9Z8pmUfDagnor9aCv5BTdj8J3XJLA3fW2zbC0FgLRCYgBlpWROIHcok+Cjk2Kh1lTGTDGMftyO3gUCNwA/pTRHGC3s7ulhnOzuFYrbgs+1zxqpDN7/tshMYVjSg2vYEbCGjmKgfl51v1TK1tPSDGN/uz8Ml5OsNs2Ve/IiFkd5XDlLuVWNNOjDLzA7mK5+0aGsC3sbu2f7a7mjlnt4YQ1L5uDvVhbzheErBVnxQbKwvTLLfoM2Nv3mV5J7eK4fRfaNMHSWAhEISAGWJZF4gTC7/9OZnV8Z2grnWRs8bIzIFDDHfku8mIpMGss+6Zpy0FrsL/uRv+W9J9jtY32PDQSVnUpK5TGn83JV9sMX6lhtt2FO5n+k20TGTHLS2ObHbM6wuHK7eQYfHd7T4wY6wtezTVTy7ESN1SXcIVS/ClQR8GFeS4eiOTTVies4mwuBivG9L7+vrdjcHLFOl5vNhehvgvexvNYe0vcvgvJzqu0EwItERADLGsjMQK5M34JytyCNo/QNHXxx9C9w8ElXrg3aIAVE/PL8PUVR5mbzR811hZ2oFRljGSG8xka4mgerBIZCaumhIu1ipL2TnMnA5lhn803ifTflrrt6Zjl97T+Z+CqUXtEuKopoUArbo8yxlvtrqazXvO5u4QHUME30h2HGAw6w9l8rpINxLFyEmlvvMWNWjEjqI9idcV6zo46B7lFE4DVyazdtsyptBUCYoBlDbQPgdyZ94E23zjMktD9X7fDcn4JhKv8rP8gDryiiB8SUWzuWH6hNQ8H22ieUwazF6zHNDRxlWiRsPx3k80AGQeEdqLhNeW1vKTXxNV5O1RqD8esUIcrYEcjDSe3JaWgdae6L8tQXB4xxC/9b71hDmy3/Ib+A/fgOxRp/vor7C7rTbVZScYAzxnLiWZEK0VTeEsNBQvrWd7iFOTMWIFKLnd1O0yrdCEEmhGQN2BZFIkRCLv/S0I5VN0O66w33RSoFH/MK+OqxIT7ajuPYuj/t3fn8VFW5x7Af+edhIAKooiYulQFIQlqbWmtLVpbC3qp16td0KJia1uYBFTsRTDrMEySSRBaXC+ZuF2LpbWuvbUuYNVqa22rqQtkonWhyiLqBZGwZJn39PO+s2RmMglnZk4yGeZ3/sLkvM855/tGHubNec/T0YE/CWBy6Pp9Aqio9+NGlXj9lSP0ubACwML4OBKoLPWgQSW+jj7xG7MkzKn34/6XVWLHb7iSML+qem2i+Le7MN0Mvtsbfkfb7iYlHh1WgHk/qoa1JyCmxT9VMIBL53gSPGUIHiae1ElYVcWYJ4GfhT7ZW+Nu7jZx+g1vWK8S99OmLdoKgdCBMfIBrFsxU8WTfSgwUAJMwAMle6DGjf79rxDnYu0NSuXjml34rkT49Q9AGJg11x0qZZiiVVUxaiVQHXX5vV0GFi3fgA/6C7m/coSrajDVEAk/UT9omFg0pw7vpjjlpC5LZWNWfOJO95Stphq4hIjbyBRcRbXTg/q+FuSrwa8gIp94TRgY6XRjT6L+qpuwKiZgrMi3N1rZpSatJoDV9f7EJ271Giv6Zxe4GOuWB1+lY6NAhgSYgDMEn5XDTrv+PAiz59TmJGqoNruwRgKz7HVL7Ah0Yfy8RuxI16F8Ir5kOKKOrBRos0/QakWfxdVVyhG63cgrNGGddX123Bw3Whu0Sj16ikbsb/3xJ2YB8gv3437reM1eLW7DVUceHKekesLVKjeON4IbrWbEDfSGYWDeHHfvQ03C/azfze4oxqcADgolyYfneqJ2J8cFVNmEVVmCGZC4AcDJkeQr8b36tt6buhKanrvoEsjUalfv7x7x+xRIVYAJOFW5XLxu+nX3Aan9Ds3nwt7II0OBNc6luEwX4UzAMbEIj0rRs/lGAHX1ftQkGiOZcoRNLiwQSPhoe7nT03Nil661JIqjsjEr/oQrAaRcz7fJhVlWEQUAh8XN555QBaOEn2TDfZuq8R1hxCTGHzo9Pbuh49e4v98BVxSjWiDm/e/Xho3DlKQ2301b9DAELgqOLbdg3YrgUZRsFMigABNwBvGzbujpiz8A5Dh73gK/xVq1M3SbXLhAwH7/N/jXn8QPSmvxC93rryrCXCl6Xh2SEk8IgUVeP9ZHj5VsOUKfG0UI4CUIHBwdRwg8LUwsDtcZ1r2e6HgzMbMEEC3hUoYGxFd+jV/br/voPOHKtwQ3QeKauLWYAKx3e5Vey2qqwT1C9DwWDnTi8P6edvSVgKsnYZJp2I+cQ4nT/rn7mbc1atezKvr0xVsAWRjqntTeBdUh2I8CyQowAScrlsv9o3+HZuL7+MPy+1Q4fC775Kvw60PtRjcmzPHCOhBBewv9pW3tiD4iFPyj0DvDd4YH628TVn8T8tVgdYJdwNYrShXWwRPaFxMXMNGJWQUo2NmNgPWOtFXesDOA7qkP4sGkDxG5vQZTpGFXMDo9btgXpMS80lq8qrq+Zhd2SGB0qP/vnR78Z3/XJtqEVTkZl8LEzwEE/8EH7JIC5ze04nnVecT0i37/VxoX4allff6KIqX4vIgCKQgwAaeAlpOXfHPRJTAim6asWr3Wq0CHQMoXAONzEPLg0J+/DGF2QaIFwjgDUnbcdsbPZ+QZAfvEqY3thW82vHb5ZkBuhTA+gDS/AIFNVkk8SLsoQytgjADMEyDlBhiGdWrR4ZDyRRjGJJjyMAj5AoQogSmtCjd/hhCn9sxFWIdDdJ+6d31hu3HIFAe6cVTnNrw5YuL7H+Yf8YqUaMnbta3MCHR3d44+xnoneUoSczl46pGvffGK8U9Gfg8Z/ll4ZfuE99e8M/3enV2HWEdcKrlAoA0SXwLsTWObVeaS322ectzW9s8H8gzH7uEOOaq9y+wY7nB0Ohzm3uGOO3YdkjemxwWnQ8L69PpSf/fowmOe/8y3jv3LKfE/13//uKjtjn/+12OReySMj2GapwHiPUAEou6Rde+PB+TrU8e1fuGK8Y9bJ4zZ7eH3znrjiU1nPAaB4/tyyW//YIKjffsH+wpLdguYnZP3tI7dbRx8Rr7swmGBT/DesGM/2Zo/7rGYnxeFuQDGoYC0DufYDiHCJ2QlXbs6J/9/56IHRYAJeFCYD4BBpi9+CZBTkl3J5NHv4pri0Nn3AFa/fR7+9KGVL7O3jR7Wjp+W/AZHjYiUNLYX8/7uI/HQv85G604r1wz9NsLRgUtPfAqnHxG7p2tX10FY8+40tPz/pKQXMXv8kzjzSKvMcLAtemk+Pu2y92INjSawC2uXh09UGxpz4ixyVoAJOGdvfZILn77Iqk50RpJXYfaJT+LMccG/kLulA9Utc7Cjc2SyYYZk/4uOex4zjn6x19weee8sPL45aapBXaP1D6NZJzyFscM/iRn3tR0TsOadaSnfoxVfvA0j84N7tPw7P4sbW2NO+RzUNSYcTKAFa5cn/Q/JzE+cMzgQBZiAD8S7OlBrmr7oRUirmLpcHfvYt+9H0DedfuM5wx2d9uPnd3Z9ZvOy1y/7lcqj1nQfQQPyZcCIPA4f073jsjHd2yeM69qGTcOORpeRt3m7Y8zv9hgjJiXzCDr8qBWGo9B6HH7mka9unj1h7RXx5O+3j/Pf+fb572/dM0b09Wg+lUfQiR77hufS+9F84kfQ3z/h6cu+UdgSc6iGNf91W770zgMbv/7XPh+H7+ex71njXtt5+fi1F4Ytntzy5b89tPGsPYD4R1+PoPMQOPvIrg/Hj9/37rHWfcmX3TjYbPf/4+DTNkFK69p/Jvx5SeYRtJSvQoivQRh5WHdDdj9+Gaj/txk3IwJMwBlhz41B73DhgkDU7mcAHwP2+6GZaSaGd++1Dl4KNiHQZQzDdpGX3HGYCSZvSIlxQmBE3PesM6q3A2jPzIJ7jZonJcYmmGdbaJfzM+nM0+fCrQDmh2N0B3Dc/Prep2SFv19ZbNcPtjZaTQx/TQr8qKEVd6czD15LgWwRYALOljuVhfP01WAdBKZl4dRzacp3DzMw70o39qW7aJ/LTrbHhOI85/T0OsQkMkRFUa8Ttlr2Gpi+coP9DxY2CuSEABNwTtzmzCyy2YU7JPDjzIzOUfsTEMFaVqXOWjTrkGquwdlS4NnIJ1mJhaW19qfbmFZ9MoplACsk8K3wNwRwe71//2UpdcyTMSgwlASYgIfS3TgA59K8BPdLiZMAvCVE2o96tQp178XhHR/hHGkGj0yEQGf+KLQUHIY30x1ISnw1vngBJLog0CIE3kg3fqrX2+/5ShQIgYVzPXg41Tjx1/lcdrL9aeTrJiY46/B2dL+KYswWwE1RJ2xZR5HO9vrxe13zYBwKZJMAE3A23S3OdUAEKkpwi5C4KuoT2Z17duHqlZvs4zNTbj4XrGo7MWX67GASd8GBq/sqTpDygBm80Oeyk61dylECL5Z68JXwdNzHY3jHcCwToueELQk81eDH9AxOmUNTIOMCTMAZvwWcwFAQqJiE7wkD0dVxXjEMLKzb0HfRAZV5+6oxHsFzkT8X1/9VCSws9eAPKnGGcp+mGnxFCLwQmaNEhbPWPkISFZMxVQSwEsI+cCTc6r3+mCpWQ3l5nBsFBkyACXjAaBk42wTKJ+JEw4Ffxr3vXO319112T3WNPheWWKWME/Tvt6yfavxM9mt2oVEC14fnYJgomVMHf2UxFiC2kMXbpoFZjRvw90zOl2NTYKgIMAEPlTvBeQwZgYoilAuBhqgJPSIcuKZ+fd+v1KhMvtmF8yQQKufYc4UAHrYez85Zah/JmXXN54IfgHUEp9Va3r4PFzgMrBDh8pPBur331fsj9YGzbo2cMAUGQoAJeCBUGTPrBcqLcK4h7M1BedZipMQmYWChtzXB73STWO1dFRjbmYe7hOhVoOA9ANc5PTGPwZOInJmuVhEHU1hnTQfbvo+wZtuz9ga08HmcphD4aX0rbs7MDDkqBYauABPw0L03nFmGBdwTcUSnwy5Kb22mspsEbmzwR+32TXGOvhpcBYFb4i+XEj8vrcXCFMMO+mU+FzxAT93lreuAzp7TLf8mgIvr/fjXoE+MA1IgCwSYgLPgJnGKmRWoKsY8GSxQH27PmwILGlth1+NNtYU2Lz0E4Ki4GH80go+ke6oapDrIAF/nc9llCu3jHbt2AlvWRgZc5fVj3gAPz/AUyGoBJuCsvn2c/GAJVBXjDAlY5QtPCI25VwDX1fvtT8gpt5tvRkHBx1gJoCwuiHV8pfVI2pdy8AG+0FeDUyB6/pGw0w98sh4fmRILGttgnfnNRgEK9CPABMwfDwooCrgnY1iHiWUCuDZ8iQRWFxiY596Q3nnPTTW4Qgjck2Aq2o6KVFymUjf3FBx0SAmeHXlCz+tF2/6Iv5jtmOZ+GcFySGwUoEC/AkzA/AGhQJIClSW4HBKroy5rNYAFdX48lWSomO6r3DjZMHEXEPPOrNXnNdPAgjJ3z1GP6YyT7rXXF+NrDuCWwmk4ddhhwWjmPmwvuwFj0o3N6ymQSwJMwLl0t7lWbQIVk1EiTKwC8LWooC6vH7XpDhK/sSkST6DCuTR4wEWmWmUJFkJiRf5I4DP/ETOL5U4PFmdqXhyXAtkowAScjXeNcx4yAlUlWColXOEJCeAxq7Rfujt/fW5chAAegrBeoY1qAo90AvOvXootg4mw+FQck9+NG6XEd61xR00CDouqrOuQOPMntfjzYM6JY1Eg2wWYgLP9DnL+GReoKsGFUtobtIJFHYBtAK71+vHrdCbnW4LjYNrHOH4nLs4mKbCgdCmsHdR4eoI/AAAMRUlEQVQD3kLrsz7tF4YG6zz6fGzOOyiyIW2j0xP584DPhwNQ4EARYAI+UO4k15FRgaqTcaw00QiJS8MTkRI3N7TZxzGm1ZprcJ0UWJ4gyIA/9q0sth95R46ZBPDC6JNQe+hpeDw8H6vC0VxPz8a0tBbLiymQQwJMwDl0s7nUgReoLMJCCKyIGumvpsT8xja8nM7ot7txjmnibgDHxcV5zjQwv8yN9enEj7+2chJOhYFbAZwV+Z7ELd42XOOrwbUQ9qtT4XaO04NndI7PWBTIBQEm4Fy4y1zjoApUTsI3YNgbtCZZA0uJgAFcW99mJ7SU291ujO4MYBlEr+L1uyFxrbMWd6QcPOrCymL8BLDnbx/DCWArgHKvH7+w/sPnsitEfcP6swC2zPXgaB3jMgYFck2ACTjX7jjXOygC15+IQx0F9uPb0siAAmvyO1G29C18ms4kfG7Mhdn7gA4B3CmPRpnTia5U4i+ehJEOgZuEwJXh6wXwqHTgJ9719u+1saoKRxuOnqIRUqKptLbXISKpDM9rKJBzAkzAOXfLueDBFKgowhwh0Bw15luQuMrbhifTmUfTEnxRACshcWZcnNdlAFeV1uO5ZOJXF+HrpvWpXUaqGlkHX7u9bVgaHaepBvOE6DmWU5qYUVrXu8JTMmOzLwVyVYAJOFfvPNc9aALlRZhiCCwD8M2oT8NLva0J6wMrz8vthnGUxDIhcV2viySud9biBpVgFSWoFLKn5rEENkCivKENj8Zf3+zCExI4L/T1j50ejFUZg30oQIHeAkzA/KmgwOAIiKpiu3B95LAKCayVAZQ1vol30plCkwuzBOwTtIZHx7HrDHejbI43+Pg4vlUV47MAbpXoKY0ogHvq/LhS2IWfYtvNFRhbkI8PI1+VuMtZix+nM3deS4FcFmACzuW7z7UPukBVMS6RQBOA0aHBd5gCVze24pfpTKbZjYkyuEHrorg4mw1g/hwPfhv99aoSzJTS3mgVPj5yDwTKva29SySGr7vdhR+b6NnoJUxcOLcO/5fOvHktBXJZgAk4l+8+154RgepinGTCfiT97agJ3Ob146p0J+Rz2bV5rRq9MU0Cy0o9KLe+WFGMldEFJQA8J4OPnP/S3/g+l51sL7D7SOxy1mJUuvPl9RTIZQEm4Fy++1x7RgUqilEtEHN2dIswUFa/AX9LZ2I+F86HtUELOCk6jtmFl7c9i/zOT4L1e0NtpdeP/97fePcuwajdEjsj/STuddZi9v6u4/cpQIG+BZiA+dNBgQwKVJZghrQ2UgGnRE3DOsbypnSm5atEochHo5S4IjqODADbW4D2jXgfBsq9G+wjNPfbml2YLRF8D9hq0sTM0jo8sN8L2YECFOhTgAmYPxwUyLBA5ckYJwJYJoEfRBIccJ/MQ1nj69iRzvRWXY9yowAN8TEC+3DfEe/isovvR0Alvs9lJ1u7EAMkOnAMRqb6vrHKeOxDgVwQYALOhbvMNWaFQFUJrpGy55OvBN4DUNbgtyssJd0qi3AeDPxPwRicaFUuKuhdrfd1U6KsbD9VjO52Y3iniV3hk7GkxG9Ka3FJ0hPiBRSgQIwAEzB/ICgwhASqSnCmhF3UYWrUp+G6Br+9uUq5VZbADYkl4QtEHl4v/CY25o8KbaKKjXSd04Of9RW8yYVLBKIqOxm4zOlWe3StPGF2pEAOCjAB5+BN55KHtoB7Cg7q3I1GCFwdSaDAUwEDZY0b8FZ/s3efghO7urFKAudGXXtndwcWLnsHO5tc9ju+N1olfePiPNjRhbJrGvBRfPxmF9ZIYJb9dQk5YhRGXrEIu4e2ImdHgaEvwAQ89O8RZ5ijApVF+KH1+pAQODJEsFsAZfV+rE5EUlmCyxF8t/eQ0Pc/lUB5g9/+WqQ11eBzEPbGr/CJVuHvbZZAWakHvwt/wTptqzD4+DlY61jiEWdtzOtTOXp3uGwKpC/ABJy+ISNQYMAEQmUBraIOM6IGWeX1Y170oJXF9vnMka9JiafzHCiv3YC/9zW5Jhe8Aqjo9X0Br3MpqqyvN7vwbQk8FO4jDFw5143/HbAFMzAFckiACTiHbjaXmr0ClcWoA4JJMdResT4NBz+U2p9wT4v63nKvv+fIy/5W3ezCd61P2QDGx/V7RhgolSYqEbU7OzACh8+rSG9ndvbeBc6cAnoFmID1ejIaBQZMoKII3xHBog4T+hjk3dBxkr9JZhK3V+ME07Djzoy7bm8wvwcfPwuBx+YutQ/5YKMABTQIMAFrQGQICgyWQHkRjg9VVro4ZkyJB4w8lNetx9upzsVXg3KI3u8MR+IZcDrdMaUVUx2K11GAAtY/aqlAAQpkn0BFEVxChGr1Jqjbm+qKfNU4Fwas3zl/Pj5Gt4HC+W58kGpsXkcBCsQKMAHzJ4ICFIgRuMeLMR377JO5oksNbnN6cBSpKEABfQJMwPosGYkCB5RA8xLcDYlLpUS+KVBX5oHrgFogF0OBDAswAWf4BnB4CmSBgPX3hLUZi40CFNAowASsEZOhKEABClCAAqoCTMCqUuxHAQpQgAIU0CjABKwRk6EoQAEKUIACqgJMwKpS7EcBClCAAhTQKMAErBGToShAAQpQgAKqAkzAqlLsRwEKUIACFNAowASsEZOhKEABClCAAqoCTMCqUuxHAQpQgAIU0CjABKwRk6EoQAEKUIACqgJMwKpS7EcBClCAAhTQKMAErBGToShAAQpQgAKqAkzAqlLsRwEKUIACFNAowASsEZOhKEABClCAAqoCTMCqUuxHAQpQgAIU0CjABKwRk6EoQAEKUIACqgJMwKpS7EcBClCAAhTQKMAErBGToShAAQpQgAKqAkzAqlLsRwEKUIACFNAowASsEZOhKEABClCAAqoCTMCqUuxHAQpQgAIU0CjABKwRk6EoQAEKUIACqgJMwKpS7EcBClCAAhTQKMAErBGToShAAQpQgAKqAkzAqlLsRwEKUIACFNAowASsEZOhKEABClCAAqoCTMCqUuxHAQpQgAIU0CjABKwRk6EoQAEKUIACqgJMwKpS7EcBClCAAhTQKMAErBGToShAAQpQgAKqAkzAqlLsRwEKUIACFNAowASsEZOhKEABClCAAqoCTMCqUuxHAQpQgAIU0CjABKwRk6EoQAEKUIACqgJMwKpS7EcBClCAAhTQKMAErBGToShAAQpQgAKqAkzAqlLsRwEKUIACFNAowASsEZOhKEABClCAAqoCTMCqUuxHAQpQgAIU0CjABKwRk6EoQAEKUIACqgJMwKpS7EcBClCAAhTQKMAErBGToShAAQpQgAKqAkzAqlLsRwEKUIACFNAowASsEZOhKEABClCAAqoCTMCqUuxHAQpQgAIU0CjABKwRk6EoQAEKUIACqgJMwKpS7EcBClCAAhTQKMAErBGToShAAQpQgAKqAkzAqlLsRwEKUIACFNAowASsEZOhKEABClCAAqoCTMCqUuxHAQpQgAIU0CjABKwRk6EoQAEKUIACqgJMwKpS7EcBClCAAhTQKMAErBGToShAAQpQgAKqAkzAqlLsRwEKUIACFNAowASsEZOhKEABClCAAqoCTMCqUuxHAQpQgAIU0CjABKwRk6EoQAEKUIACqgJMwKpS7EcBClCAAhTQKMAErBGToShAAQpQgAKqAkzAqlLsRwEKUIACFNAowASsEZOhKEABClCAAqoCTMCqUuxHAQpQgAIU0CjABKwRk6EoQAEKUIACqgJMwKpS7EcBClCAAhTQKMAErBGToShAAQpQgAKqAkzAqlLsRwEKUIACFNAowASsEZOhKEABClCAAqoCTMCqUuxHAQpQgAIU0CjABKwRk6EoQAEKUIACqgJMwKpS7EcBClCAAhTQKMAErBGToShAAQpQgAKqAkzAqlLsRwEKUIACFNAowASsEZOhKEABClCAAqoCTMCqUuxHAQpQgAIU0CjABKwRk6EoQAEKUIACqgJMwKpS7EcBClCAAhTQKMAErBGToShAAQpQgAKqAkzAqlLsRwEKUIACFNAowASsEZOhKEABClCAAqoCTMCqUuxHAQpQgAIU0CjABKwRk6EoQAEKUIACqgJMwKpS7EcBClCAAhTQKMAErBGToShAAQpQgAKqAkzAqlLsRwEKUIACFNAowASsEZOhKEABClCAAqoCTMCqUuxHAQpQgAIU0CjABKwRk6EoQAEKUIACqgL/Brp2zFhCpfD/AAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="25" y="100.00000000000003" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="153,126,0,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveKey"><l><option>1</option></l></block><block s="gotoXY"><l>-50</l><l>50</l></block><block s="show"></block><block s="down"></block><block s="setColor"><color>26,1,0,1</color></block><block s="setSize"><l>1</l></block><block s="bubble"><l>Square</l></block><block s="doGlide"><l>1</l><l>50</l><l>50</l></block><block s="setHeading"><l>180</l></block><block s="doGlide"><l>1</l><l>50</l><l>-50</l></block><block s="setHeading"><l>-90</l></block><block s="doGlide"><l>1</l><l>-50</l><l>-50</l></block><block s="setHeading"><l>0</l></block><block s="doGlide"><l>1</l><l>-50</l><l>50</l></block><block s="setHeading"><l>90</l></block><block s="up"></block><block s="hide"></block><block s="doStopThis"><l><option>this script</option></l></block></script><script x="241" y="10"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="241" y="76"><block s="receiveKey"><l><option>2</option></l></block><block s="gotoXY"><l>-50</l><l>-25</l></block><block s="show"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="setSize"><l>1.5</l></block><block s="bubble"><l>Equilateral Triangle</l></block><block s="doGlide"><l>1</l><l>0</l><block s="reportProduct"><l>25</l><block s="reportMonadic"><l><option>sqrt</option></l><l>3</l></block></block></block><block s="doGlide"><l>1</l><l>50</l><l>-25</l></block><block s="doGlide"><l>1</l><l>-50</l><l>-25</l></block><block s="up"></block><block s="hide"></block><block s="doStopThis"><l><option>this script</option></l></block></script><script x="13" y="404"><block s="receiveKey"><l><option>3</option></l></block><block s="gotoXY"><l>-50</l><l>0</l></block><block s="show"></block><block s="down"></block><block s="setColor"><color>86,0,87,1</color></block><block s="setSize"><l>2</l></block><block s="bubble"><l>Diamond</l></block><block s="doGlide"><l>1</l><l>0</l><l>50</l></block><block s="doGlide"><l>1</l><l>50</l><l>0</l></block><block s="doGlide"><l>1</l><l>0</l><l>-50</l></block><block s="doGlide"><l>1</l><l>-50</l><l>0</l></block><block s="up"></block><block s="hide"></block><block s="doStopThis"><l><option>this script</option></l></block></script><script x="242" y="403"><block s="receiveKey"><l><option>4</option></l></block><block s="gotoXY"><l>-50</l><l>65</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="down"></block><block s="setColor"><color>122,41,0,1</color></block><block s="setSize"><l>2.5</l></block><block s="bubble"><l>Pentagon</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block></script></block><block s="up"></block><block s="hide"></block><block s="doStopThis"><l><option>this script</option></l></block></script><script x="416" y="402"><block s="receiveKey"><l><option>5</option></l></block><block s="gotoXY"><l>-100</l><l>-50</l></block><block s="show"></block><block s="down"></block><block s="setColor"><color>0,69,117,1</color></block><block s="setSize"><l>3</l></block><block s="bubble"><l>Parallelogram</l></block><block s="doGlide"><l>1</l><l>-75</l><l>50</l></block><block s="doGlide"><l>1</l><l>100</l><l>50</l></block><block s="doGlide"><l>1</l><l>75</l><l>-50</l></block><block s="doGlide"><l>1</l><l>-100</l><l>-50</l></block><block s="up"></block><block s="hide"></block><block s="doStopThis"><l><option>this script</option></l></block></script><script x="13" y="728"><block s="receiveKey"><l><option>6</option></l></block><block s="gotoXY"><l>25</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="down"></block><block s="setColor"><color>153,126,0,1</color></block><block s="setSize"><l>3.5</l></block><block s="bubble"><l>Five Pointed Star</l></block><block s="doRepeat"><l>5</l><script><block s="turn"><l>72</l></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>100</l></block><block s="turn"><l>36</l></block></script></block></script></block><block s="up"></block><block s="hide"></block><block s="doStopThis"><l><option>this script</option></l></block></script></scripts></sprite><watcher scope="Stage" s="getLastMessage" style="normal" x="10" y="10" color="230,168,34" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 1.3 - Squares & Triangles & Stars, Oh My!" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>