<snapdata remixID="10857654"><project name="Lab 2.3 " app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAEWpJREFUeF7tXVtsHcUZnnWOb7EdX2Jik8TgIAoJFxVoVCgFAS1FeaCCSlGJEK2QSiUeeIiqPKQqEkKiIhJVyUMekKAqKpRLqVSq8hABVUChFEooaQMkKZSYOBfb8S2xnfi+1beb2Z0zZ3bnYtVmR/++hMPOnP3O53/n8v/f/H9wbHxvyBhjaxpuwj/a6z+jf2SXtWxmh0ZeYutbt2jbowFvy/uadDo+8U5ZM8K3hfnIXxCGYXhg6Bl29coHtHYhtusdf4utqOlmzTXduf1OT/ewM9M9rKvx1qjdvwafYl9vf9DqWYTPX/4iA5ydn2RHx99kl6y4M9Mw5sPZ6A0UR71/9O9g3+zYnmtMchuMhhhBq4JSZr/PT7/Kups2sVJVXdSG8KUc+8ZfZID4I38y/Cy7su3+TKM4OPI829B6X9n94clDbGK2Lxnd5M4YJRtKnaytbn3ZLdV3iQ1UIx7hSxnyib/EAPHzXu/9Kbu6TT0V947vUY52MLJSUK803Jn5CXZR03cq7mFU7Gq8TdnnwPAz7I6up5X3CF9Mi0/8GY+AHw3uYte2P1RmGBMzfWxw8mN2cdPtSoP5cuxN1l53FWuo7iy7r/ousYFqtNONgIQvZbBI/Bkb4NTcKDs58R7rXrEp+aX7Bn7FNq7alrsGlNv0nNnNLmy4gdUua8ns50Ig4VuYAS4Vf5EBmm7vRcPA1AsjWlV/Ta4BDpzbz/Dj+C5YN5LxLxMxET5/+Qv6z34Uigai8498OvI8u6L1PiufFDcg3lf3DNznBo7/Jnyx79VH/oIP+p8IddOoaDCYQkemP69YD+qMCmu01ppLy6ZwXR9M37gIH2O+8hd8Ovz7cEPrvTpbKLv/12MPse+u3fV/73Nw5IXoGYSPMRfOi8Bf8MnwcyGmVNML02lT9Vo2G05m+v/k74pdNXWRz/DS5rtNHxVNObgIn7/8WYXiRMezzXqEt81yTKssUnRGm4biCF/KZFH4iwxQDn1lDVFiWE0VmlP1k0NHJuE7hN56xnYnoyXhS0OXvvFn7AdUiQ9MRia5jSxOUBmtix+Q8C3MD7hU/CUGyOVPWbKnLF9cno/OpU8WDsKXGlge50XjLzFAjExfnH6N1ZdWKmfguXBKKVZ4v//xTEkWvvP6jp9XfN/Hw8+yUlCrfM652SF2SfOdFd9J+FK6fOIvMUDd2gJvHXawoowKazNIuLKkVfJaDhRi7Yh+cKyarDV5G8IXM+Ebf5EBYv6Ha6Wl9tJcF4m88zURl8ptTEJxssyL8KUCXt/4s4oFc38exAQ6TZpoybwtxAym/kOXWDDhU68TTWPpS8Ff8PHQb8M8Iao8JCIkdFnz5lwZltyHy7Iw9ZrI8Xl/vO24CF8sa/ORP2sDhDAA67GbV+8wjmig4d4T29n1nQ+zmqpG434uBkj4yt0xti/wYvMXHB55JczbEMjWgmEab+Jta3YaGxIa7jm+NdrEcFmWSWc4sbHBIXz+8hccHdsTmuj6uMG4SKtcJFxcR4jnEj57CVxR+Is2ISbKZhiCuAs2UTajj6y0NY0hf3hqJ/vGBVsjuyd8qRLdN/4iA9Sd7eCjnxxW053tQD/RkPDZJHyHTQuU1vWl9ujRhC9+EX3kL3FE694s1VZe51YRt/Ximg9ryDxZlgoL4UsZ9Im/smOZfz7yA7a28Rbl/gCbAflUHBpC9Hh2dkDZZ3lplVJMipETHn3VdWz8LXbXuleV9whfTItP/BmPgKpQmC5jwRdnXmMXNd6eZDjgVqULq6nyzuhGQMKXvrNF4i8xQF1YbWzmGBud+rzMjaLrA0rkNpiWEfJD6C/rUn2v7lmEL2WzSPxFBmia6Upsp5NHcTrkdi7PculD+NLsZV9l/oLRqSOhmL0qc1g6f4MHw02C4vy7eFuTHTDvwwWS+Ez44rw9PvIXvN/3eKjLcCUaJXbDuGRpVp7hcgkR2thENbCuw0X4Ygmbj/wF/x58OjTJDSga2Bu9D7LvdT2lGyzL7rv0wRuPi/Ax5it/1rFgSKsaq9dGxywhyzK5uL9wfOZYRYq3vP58tLUZNQlfymgR+Is2IabrOTEioduViobF22Zly1IZobjeIXxxVlkf+bMyQNHXNj0/zk6Mv6NNtYGY8erGmxIZls4HKG9c8NnUAAlf+iqLnH2V+Uv8gLqtuioblskPk9vI2bJUo58KC+GLmfKNv8QAdenWsgwgL0KRdS9PIp5FMOErX9tlrYuLxl9igJBN7Rv4NVsWVCv3BU01XUpp/N/7HmUBq1L2Cdk8+1bnIxX3MCqOTfcq+8yFM2zjqp9VJLAkfOXTqy/8JQYoy6Zk61BNt1gUdy7fmJntFEbTd3ZfRQpfXVz3n6d2suvOawE5DsKX/kV84i85llld1RgZU94lT8M6IlQbCN1aDn1gtDPz40ncGdMv4Yv/Mr7xFxmg6RFLGAJEojihZRMW4m2R0Pzc7KDRuRARE+GLCwn5yJ91fkC4OjA9QrcnJizPGzm5LAtTq01YzSU/IOErn6rxySa/4mLzZx2Kg+zpwNBv2I2KzUWeEb7b9yi7euVPcmVYcn84sCGEtQnFEb6UxSLwFxwcfjE0LTqInwaZE9wotscykWIWzzEtOsjXO/iX8MUpen3kLzqWaVJ0UI5QuKwBTRzX/Dk8jyA+E754Degjf9EmxDQ8JmbDUmXLUk3BkGJhDQj5lvjfudvt8+Wo+HqR8PnLX2SAkNpj7aTLWiCPeiZvpNzGRMQgZ8MifGkRSd/4SxzRugxKKldI1rFLPrplHdvUuVVUvi7Cl84ZPvFXdizztZ4trK1ug3J2bK5Zx65s+3HFPbyRE7P9yj4NpQ5lNqxPhn/HTk8fUfYZmjzAvt8dq67li/DFjPjEX2KAWUcouRGo1mG6TPlZXvu8NV3WUU/Cl76OPvFnnCVf5YXXTQWgTG4jRlOyNiIuWfIJX8pmkfizEqSKI5ocr80yJhgccgJ2nI8zm8Qy42kmreBustnhfkPuMyR8xeAvODtzKoSGLKvotGxY3Bh06hSxH29rakjoy5U2mOYJX5wpzEf+gn0DT4Y8DZrON4f7iM82lDpzZVjy93BZFmrF2cQlETsOGUvStBE+//izLtcKI3j7+DZ2y5q4lKrp5dLHpVwr4Uv/IkXgL/h0+Llwg0W1TDijkduFy7JMDJBvEOBQthEWYAODi/DFMjYf+Ys2ISbCUhiCeBLONDyGfrwtTsitbby1IluWyohFTIRvRyRj85E/q3KtYhhIlY1KZUhyNiyTUBK+x6XcKOFL/wJF4c/4WKYq25SLH9Aka5XLsUzClxpfkfgrO5aZJ3vKcgHkybKy7uW5E7LKuarKiYojLuGL2Sgaf4kBIgS29+R2VrusVbmvWFm3nl3eck/Fvff6H2Pz4ZyyT1WwjN3Q8XDFvcOjL7OhyUPKPlNzI+zmC3dUrBMJX0qXT/wZh+JUI4xuVMp6G1Fu9Kq2VGIkW6JLKInwpSwWib/IAE3WZfh58tpCJ5FS9TEJxcl4CN+WxLp8489qFyzuaE13s2COt80aEVVzsfj9pvJ/wpcyWRT+gv+e/kuoymSf5WCGT2/jqm3RwSTTw0J4a5HLBJ5502OZXJYFHITPX/6sq2UiqnF45CX27QsfMwmCJG3+dvLhKKLRVrfeuJ9LtUzCV74WxCebcreLzZ+1AUJmj8NJLuVacTDJNKsqiHMxQMK3MANcbP6CnjNvhGJdNt3w5CKtcpFwIfYJGRYuwhdr+2wkcEXhL9qEqLJRqQxRzIZlGp/F9/C2WdmyVM8SySZ8cblWH/mLDNBUPSwbnYlLwCWjlpyMkvClbhiTF79I/CWOaF1cV+UK0WUtzcrWqXOrqAyb8KXzhE/8lR3LfL33AdZY3ZURitvALm/5YcU9uGVmwylln1JQq3S7HB79AxuaPKjsMz7Ty+7oiuuDyBfhixnxib/EAHUlALKKU+e9jVkCgbxC11nFqQlf+jr6xJ9xuVZVlgOTUJzcRpdNATS7lBslfKmBFom/yABNw2riAnh48hDDISNdPhkYHA4xcQe0ySIaVIqYCJ+//AUzc+fCnrHdUfYq3cWLDiKs5iLJN82oBRxwdnc3bYogEb5Yku8jf9aREKzrIFy1ydnHRQi2h2pcIiGEb2GRkMXmz7pcK37e3hPbnUJxtuE7l3KthC81wCLwZ50jGusxrOdcRkCsG1F0z/RyKddK+Mr9hfhkcxR2sfmL1oBHx99kl6y4U2sXYjYslzUgl2Uh8bju4tmw0I7wxWtAH/mzSk4kRiNcd8G6iAY3TJdyrYSvfPTjI59pTpml4M/4TMhi+tlczjQQvvLNh6wB1BnhUvFXFgnJkz1lSYHyfljWvTxZEZcRydm6EAkhfLGR+cRfWSx499H72Yqadcrl2co6dSwYMvvp+Qlln5qqhki+L195scwz00fYpoueVX4f4Ytp8Yk/4yTlWccea5e1RCOT6spSw+imA1WITxf2I3zpX6BI/EUGaFKFGz9PDqPpjAJ95DYmoThZ5kX4NifW5Rt/kQFiGlVNlfKohuxMONOBUc+ECN5fVERjsWtS5FDERPhSRbRv/EVnQlB+taG6U+eai+5zKZBOFCl+GW+bJyOSH85lWfj/hC8u1eUjf9blWl1PTb19Yhu7rHmz1ak4l3KthC99lYvAn3UoDg7oQ6MvO5VrXd9yj9W5YJdQHOErd0bjk00obrH5Cz4b/VMI2VOpqs5oCl7MzAiQYeEifG6ZEYrAn1UoTsyG5bIGtMkN41InhPCpoyE6txfvtRT8WWXHkl0qJscy5T4mrhvX7FiELzalIvGXOKJ1I1rWscw8WVbWiOfyLJc+rvkLXZ7l0ofwMWacIbW19mtsQ+u9FevEd/sezV073tj5SMX9gyMvsJGpz5T9XDOkEr6YzqLxV5Yjuql6bVQDRHVlOZ7zDgxl3ctbk2TJvOQi1jJGwhczUjT+jGPBquOUJto+eZ2YVcRaNCiXWCbhSxksEn9Wu2DRE591gFwemeQD5abefJddMOFb2C54KfizMkBkZ+KxSBtJPo/lirFkndPRxQAJ38IMcCn4Cw4OvxiaptrFz+PH9vJkWLJxcTXLmekeq2ydmEpwDoXw7Y9Ss/nIX/DhwJPhdRds1Q1IZfcR171ltWW1TIc+UP4GjDHCx5gL54Xg74P+J0ITKRa3QOw2ly9rT2RZJpbLh/azc4NW9YJdyo0SvvQvUgT+gvHpkyESU5tWTHeRVvEzDDpnrWjMfPOC/0f44orpPvJnVa5V3N6buFNgPLJ7BDlfTPLQuJRrJXzpK1wU/oxDcSoHp4kqWm4jZ8tSTeGqN1339hO+lMki8ZcYIM9GlSXLUrldxEwJKkPKOsmf58JBgRpVNizClzLsE39lxzL/fORudkH9tcp9RXPNxUoXCsJtE7P9yj4NpQ5lLhi4ck5Pf6nsc+rcR+yuda8q7xG+mBaf+DMuWK2SXumKCGbd18m4XAouE770nS0Sf5EBmgpFZRGBidBRbqMr1co3LqLMi/ClpW194y8yQNOwmpihE2syZNTSZboS13RihlWd/1DERPjiDLY+8hccHdsT5smwZEPhI5pp3mb0521NRkz+PGRTHZs5Fn0kfE9Fa2kf+QsOj7wSIuez6QU3Cka/29bsNO0StdtzfGv0FuuSmotfihEXF+Hzlz/rHNGQYe0f3OVUrvWa9oeMD8Dz3R7+tSk3SvjSV9glx/Zi82dtgFiPYTowTREBOiDDWt14E9t/apdxwWpXAyR8CzPAxeYv2oTo3CL8J4lJg2zWI7ytaZIhPE/ERPjicq0+8hcZoK7oIDdAl0xXLhm1ZKIJ333JsGZyrLVI/CWOaF0GKlXcV6dwFhW24uZCF0NWZQAlfCmDPvGXGCAWn4dGX2TLS6uUu9vZ+XPKHCPv9f+SNdd0K/vAgXxDxy8q7iFYXqqqV/Y5OzvArmj9EasvtZfdJ3wpHT7x9z/6va+Ts/dipQAAAABJRU5ErkJggg==</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" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7t3X+MHOWZJ/DvW+2JkM63mF3+8B9I8AeWPIpH7uqxuVjBWkiCFmuxTqtgxdJixdGCYpSgrN3VA9YR4Ugg8HSNSRSiOAIpcOYUIlh5I2dFViSBnFmZYLurfQMaJLNaokQKUsjRHH06xLjrPXV190z/qB/vW08Pid1f/4WY96l66jPP+7zT1fVDAUD1ArYojZcKGtMHXTTa/+9P9e/xABtaCkta4bbKVrzB/Ox+E/Sz8xoeTT/6yQRk0ay/yfJTvcOt1nDccbBcLuI+GYEs2g/whNZYVynhQP+WmJ+ZK/3MnJJG0Y9+MgFZNOtvsvxWFmD/HK5FAUtoYae3DW/JGPJF++ewGQWcRgvT3ja8178V5pdtSr9so7QR9KMf+19yDXB+jH9+rCzA0ane8/i6U8DflovYJdtVvmg/wEs6xE8qs3gibgvML92VfvnqrhdFP/qx/6UswOzPogkS118GFuAjL2Pd+muwGLZQmZvFT0V7swxeqOMODVSb72PmyK24FBfO/JJR6WdZcEPD6Uc/9hf2F9kssPcbWIDb4fPncbvj4LvNBqaTFsJxJxkV/gYsaY17KyX8PG37zG9Uh36yiqQf/XoC7C/sL7LZYOc3sgC3wxfqONXS+NWcC3/cycRtz6/hAeXgs+Uidpvsj/kNKtHPpGpSTq2x/kSArD8RH+g3uX6xC/Cx87gxdHAmXMbM3E14V8aTHj3/OjY6U1h0Quw4NIu3TfbF/FaV6GdSMclj6Ee/YQH2F/YX2aww94tdgNvhfg0+FK72XNwzrmRiP/0GeFJr/LFSwgM2+2F+HS2ffjZlMzKWfiI+1p+Mj34T7pe4AEc3hAOLIbB7zkVd6BQbfqyGbaHCyQIwY/sAEOYH0E9WlfSjX5IA+wv7i2x2mPklLsDdT1d3A/iy52KnNJnYT791nIbGM56Lp/Js3w/A/OiXp3Q6Zw9Yf7nt6CeiY/3J+a6I+Zu6AHevDj2rNY5WSnhuDGYrm6jWsNdRKH/YwI68V1szP/rlrUnWX165Thz96JclwP6c3Z9TF+DuX7k3Q+NE97akj7LQTX5+5GVc1b7tCAr7vCJeNYlJGuPXwfwEgPRj/dmWD+evrdjgePrRryeQuQB3T0X/EsBOqPgHZFhzaqwDcNpz8Tnr2JgAPwDzE0DST4DXuRCO9ScgpJ8Aj/Unw/sT+2UuwI8GuGEKOAuFu/Sl8bwpSTn4Syj892Vg+2EX70gEmR/9bOuH9WcrNjiefvQzFWB/Tu/PmQuwH+B5aFzwSnjYFN1knF/Dg1DY6rnYYzI+8RQ086NfjgJi/eVA6wuhH/1MBLh+pK9vqQtwNcAtCniy2YiezzyW7397v7Te9yAa+ErFxSsmv8zhMcwPS/TLUzkA6y+fG+evzI1+9OsXSFyAu1ewBdD4llfCC+NhG9yKX8OdUPhvzQa2214Jzfyih6XQT1CY9BPgdR7Ww/oTENJPgHeF1F/ak7AOQOFLnotbZUzp0X6Al6HxY6+E4zb78Wtgfp0LCOhnUzhDY+knwGP9yfDoN/F+sQtw9BQYhSWtcFtlK94QK6VsYD5A0VF4saAxbfo0LOa3Cko/WXXSj37DAuwv7C+yWWHuF7sA+wG+rTWuqpRwYFyJpG2nWsNxR+HDsouKyf6Y36AS/UyqJnkM/ejXL8D+wv4imxHmfiMLsH8Om1HAabQw7W3De+NMJGlb/jlciwKW0MJObxveStsn8xvVoZ+sSulHv54A+wv7i2w22PmNLMALdbwYavxrxcW3x51I2vbmA3gFhc+Xi9iVNo75xevQT1at9KNfW4D9hf1FNhPs/AYW4PnzuN0p4PHm+9FtR5fWIpGkbUZXNV+DxbCFg3Oz+FncOOaX/Buhn6xa6Uc/9hf2F9kssPdbWYC7t/UshSHuS1oA1yq53nbTJgDzy9anX7ZR6lmYlD9AWX/Ztqy/bCPWn8zoSvNbWYBNT8GtHV9ny+1TQC2NX8y58Pv3xfzM5Oln5pQ0in70kwnIoll/k+UXLcC9i1CcEDsOzeJtGYEs+th53Bg6ONN/ERjzMzeln7lV3Ej60U8mIItm/U2WX2cBDvAkND7wSvBkhz+eaL8GHwpXey7uYX72pvSzN+uPoB/9ZAKyaNbf5Pip6EEEwKkCMGP6IAwZT3Z070b4UHeuiGZ+2Wb9I+hn5zU8mn70kwnIoll/k+On/DpOQ+MZz8VTssMeb7Qf4G4Afw+FdczP3pZ+9mYDn4JZfyJA1p+Ir31Wkv1PQHi5+Cm/hv/V/AClT/q2oyzb6KrTq1Frj2N+WVqjP6efvVl/BP3oJxOQRbP+JsNP+QH+o9nA9LhfNyjjW31dXLQAMz9rzt7r9uhnTRcF0C+fWy+KfvSTCciiL5f6a38Cfk4pLJZdPCI75PFGRy/8Bra0t8r87G3pZ282cAqa9ScCZP2J+NqvemT/ExBeLn7q0QA3TAFBy8HM/VvxO8Exjy306AVcVwixuAy47Y0yPzta+tl5DY+mH/1kArJo1t/k+EW3IVUDPOwoXF8uYp/s0McTvVDHiVDjNxU3+iuQ+Vmy0s8SbGg4/egnE5BFs/4mxy9agLvnyy+qEHvKs3hNdviyaL+Om6Hxo2YDm3rfSzM/c1P6mVvFjaQf/WQCsmjW32T5rTyKslrHXdD4RsXFdhmBLHohwNlQ4TuVIp7t3xLzM3Oln5lT0ij60U8mIItm/U2W38DbkPw6zoQaP5hz8bSMIV/0fID9jsI/eEXsTPh0wvxSaOmXr+56UfSjH/tfcg1wfox/fgwswMdq2BY6ONWcwqYjn0ZTtju76N7TX5wQuw+VcC4umvklm9LPrt6GR9OPfuwv7C+yWWDvN7AAt8P9AE9D4fdeEYfXKpm47VZreEwpbPRc7E/bL/OL16GfrFrpRz/2v+Qa4PxYm/kxsgDPv46NzhQWP8k3I0VvACngdPgx3Lmb8G7aoTK/UR36ySYH/ei38jUE+99IMXB+rN38GFmAo78Ca3gACrOeiz2yXZtF+wFOQuPXXgmPmUQwv0El+plUTfIY+tGvX4D9hf1FNiPM/WIX4O5tP4ta495KCT8fZzLD26rW8AWl8P1mAzOmj8NkfquK9JNVJ/3oNyzA/sL+IpsV5n6xC3D3U/CdUHio2YC7Vi9qiB44vgEBgG96Lv7Z5qD9Gpgf/WxKZmQs60/E135+AOevgJB+ArzO8ysu+/pLXICjRTjAS9D4J6+E4zKq+Gi/hgNQ+KLn4rY822d+9MtTN70Y1p9EL/qqivNXQEg/AV7nq9LLvv5SF+DqBWxRIV4uAJsOumjIuAajo9s+gIvawa2VrXgjz7aZH/3y1E07hvWXV64TRz/6ZQmwP2f359QFuA1creG442C5XMR9WeA2P/cDPKE11lVKOGATNzyW+dEvT/2w/vKorcbQj34mAuzP6f05cwHu/aULhceg8aEJetYYBfyFBu4fxydr5ic7M0E/+mXN1+Gfc/7aig2Opx/9egKZC3B7oB/g37TGDVDjWYCh8Z+Vwjuei8/KfhWdaOYnU6Qf/awEOH+tuEYG049+XYHMBbhaw16lcH+zge3juhq6e/XaWWg84pXwguS3wfzoZ1s/rD9bscHx9KOfqQD7c3p/Tl2Au/fDLWngKxUXr5iim4yrBrhFAT9sNjBtev/v8HaZH/1Mai1uDOsvr1wnjn70yxJgf87uz+m3IdXwIIAtXgl7s7Dz/LxawwuOQlB28UieeJ/50S9P4XRjWH8CvM4Fmqw/ASH9BHhXSP0lLsBHL+C6QohgGdh+2MU7Mqr46EcD3DAFnA2XMZP1DOjhLTA/gH6yqqQf/ZIE2F/YX2Szw8wvcQFeqONEqPGbiht9Cl6zf9UADzsK15eL2GezE+a3ciqQfjaFMzSW9SfA65yKZv0JCOknwLsC6i92AV44j89oB883P4XptX4v8JE3sX79Mi6qFv6uPIvXTH4dzG9ViX4mFZM8hn70GxZgf2F/kc0Kc7/4tyHVcUYD36sU8ey4EknbTrWOuxTwNa+IHSb785nfABP9TKomeQz96NcvwP4yWA+cH2s3P0bfBxxgv6PwVdPFUJbaanRU9C18rzKbvujPM79YcvrJKpF+9GsLsL/E1wHnx9rMj4EFOM/pOFlaq9HRaZ8CTjansCnptDfzS9amn6wS6Uc/9hf2F9kssPcbWIDbFwQo4DrPxf61SiRtu36Ap6HwW6+Ib8aNY37pvxX6yaqWfvRj/0uuAc6P8c+PlQX42HncGDo4k+eWIFlaq9Hzr2OjM4VFJ8SOQ7N4u3+7zC9bmX7ZRmkj6Ec/9r/kGuD8GP/8WFmA/QDPQ+O8V8Jjst3IoqOHayhs9Vzs6d8S8zNzpZ+ZU9Io+tFPJiCLZv1Nll+0AFdr+IJS+H6zgZm8j4WUsa1Gdx9ftqiBe3qPv2R+5rr0M7eKG0k/+skEZNGsv8nyU90HqwfQ+Jb0xQgyutVov4Y7ofBQswG3/X/XbwDzs8ClnwVWzFD60U8mIItm/U2On/JrOACFL3oubpMd9nij/QAvQ+PH0VaZnzUu/azJBgLoRz+ZgCya9TcZfsqv4/da4bbKVrwhO+TxRlcvYIvSeKm9VeZnb0s/e7P+CPrRTyYgi2b9TYaf8gO89Of26bdH386t/d/ML18x0i+fG+tP5kY/+o1HQLaVy6H/tRfgP6CFnd42vCU73PFG++ewGQWcjrbK/Kxx6WdNNngKmvUnAmT9ifhAv8nwU9UA/+go/E25iF2yQx5v9EIdL4Yt/AscrGN+9rb0szfrj6Af/WQCsmjW32T4da6CvgaLYQsH52bxM9lhjyd6oY47NFBtvo+Z9haZn50r/ey8hkfTj34yAVk0629y/KL7gOfP43bHwXebDUwfuRWXZIcvi+7eFrUUhriv9wcB8zM3pZ+5VdxI+tFPJiCLZv1Nlt/Kk7AW6jjV0vjVnAtfRiCLng/gFRT+ulzE7qFTgszPgJZ+BkgpQ+hHP5mALJr1N1l+fBa0xe+bz0K1wIoZSj/68VnLyTXA+TF582PgbUh+DT4UrvZc3COjyBftB3hSa/yxUsIDcVtgfumu9MtXd70o+tGP/S+5Bjg/xj8/BhbgxwNsaAGLIbB7zkVdtju76GM1bAsVThaAmYMuGnHRzC/ZlH529TY8mn70Y39hf5HNAnu/gQW4He4HuBvAlz0XO9cqmdhPt3WchsYznoun0vbL/OJ1fPqJypV+Ij7Qj35cP1LOHiT055EFuHsV3lmtcbRSwnOysjKLrtaw11Eof9jAjqyrsJnfqCn9zOosaRT96NcTYH9hf5HNBju/kQU4+iumjpuhcaJ7W9JH406of3vd128tQWGfV8SrJvtifqtK9DOpmOQx9KPfsAD7C/uLbFaY+8UuwNEiXMNzSmGx7OKRcSUTt51qgCNKY7NXwl6b/TC/jhb9bKom5q9T1p8IkPUn4uP8lfFd9n6JC/CjAW6YAoKWg5n7t+J3QqfY8KMXcF0hxOIy4B528Y7NPpgfQD+bihkdSz/6JQmwv7C/yGaHmV/iAtz9dPWwo3B9uYh90mTi4hfqOBFq/HvFxZE8268GYH70y1M6UQzrLzcd/WR09KNfJJC6AHe/H7uoQuwpz+K1MZitbKL7PcuPmg1sOnIrcn3PzPxAv5xFyfrLCdcNox/9sgTYn7P7c+oCHH0KruMuaHyj4mJ7FrjNzxcCnA0VvlMp4lmbuOGxzI9+eeqH9ZdHbTWGfvQzEWB/Tu/PmQtwdKouwK818JcA3jdBNxhzjQL+d9nFfzEYmzmE+WUSpQ6gH/0sBTh/LcGGhtOPftmnoNsjoqfDKCxB47sA/q/MrRutcTUc3FvQmE566pXpfphf/FPD6JciwPozLY/4cfSjn6EA+3N6f878BOwH+LbWuKpSwgFDc6Nh1RqOOwofll1UjAISBjE/+uWpH9ZfHrXVGPrRz0SA/Tm9P6cuwP45bEYBp9HCtLcN75mAm47xz+FaFLCEFnZ62/CWaVz/OOZHvzx1045h/eWV68TRj35ZAuzP2f05dQFeqOPFUONfKy6+nYWd5+fdd19+vlzErjzxzC96dzL98hQPANZfTrhuGP3olybA/pzdnxMX4PnzuN0p4PHm+5jJej5z3jKMnrt6DRbDFg7OzeJnNtthfgD9bCpmdCz96JckwP7C/iKbHWZ+sQtw94HkS2GI+2wXRtuk8xQ681tVpp9txQ2Opx/9hgXYX9hfZLPC3C92AZaeWrJNvn2qoqXxizkXvkks8xtUop9J1SSPoR/9+gXYX9hfZDPC3G/0fcDdi6OcEDsOzeLtcSaStK1j53Fj6OCMycVevYs/mN+qJv1kVUo/+vUE2F9Ga4HzY+3mx+gCHOBJaHzgleDJdmsX7dfgQ+Fqz8U9aZE+84vloZ9dvQ2Pph/92gLsL/F1wPmxNvNjYAGeD1B0gFMFYEb6gAzbdHs3bIcau+Zc1OPimV+yKv1sK25wPP3ox/7C/iKbBfZ+AwuwX8dpaDzjuXhqrRLJ+HR7N4C/91zcGjeO+aX/VvwA9BMULv0EeJ1Pj6w/ASH9BHiXaf2tLMDVGvYqhfubDWxfq9uOsni7Vx+e1RpHKyU81z+e+WXpdS973wD6ZVPFjmD95YTrhtGPflw/kmsgbn5EC3D3tVFLUNjnFfGqrIxk0dUAtyjgh80GpnuvKWR+5qb0M7eKG0k/+skEZNGsv8nyixZgv4YHAWzxStgrO/zxRPs1PKcUFssuHmF+9qb0szfrj6Af/WQCsmjW3+T4qaMXcF0hxOIy4B528Y7s0McT/WiAG6aAsy0HbnuLzM/OlX52XsOj6Uc/mYAsmvU3OX5qoY4TocZvKm70KfjP5l81wMOOwvXthJif/a+FfvZm/RH0o59MQBbN+psMP+UH+G2zgU2971tlhz2+6CNvYv36j7HU3iLzs3eln71ZfwT96CcTkEWz/ibDr70Av+65uEl2uGsT7QeoAbjE/PL50i+fWy+KfvSTCciiWX9Xvp/y6zgTavxgzsXTssMdb/R8gP2Owle7p6CZnyUv/SzBhobTj34yAVk0628y/NSxGraFDk41p7DpyKfRlB32eKKj0y/LuOiE2B0twMzPCpZ+Vlwjg+lHP5mALJr1Nzl+nduQAjwNhd97RRyWHfp4oqs1PKYUNnou9jM/e1P62Zv1R9CPfjIBWTTrb3L8ogV4/nVsdKaw+Em+YSiJOHrzRgGnw4/hzt2Ed5mfXTHSz85reDT96CcTkEWz/ibLb+VRlH4ND0Bh1nOxR0Ygi/YDnITGr70SHuvfEvMzc6WfmVPSKPrRTyYgi2b9TZbfygLcfdzjota4t1LCz2UM+aKrNXxBKXy/2cDM8G1RzC/blH7ZRmkj6Ec/9r/kGuD8GP/8GHwbUg13QuGhZgPuJ/1Chu6DqgMA3/Rc/HPcofrML7EC6CebHPSjH/tLcg1wfqzN/BhYgNu78AO8BI1/8ko4LtulXbRfwwEofNFzcVtaJPOL16GfXb0Nj6Yf/dj/kmuA82Nt5sfIAly9gC1K46WCxvRBFw3Zbs2io5ehAxe1g1srW/FG6mlC5jfCQz+zOksaRT/69QTY/0ZrgfNj7ebHyALc3lW1huOOg+VyEffJdm0W7Qd4Qmusq5RwwCSC+Q0q0c+kalL+umf9iQBZfyK+9llH9j8B4eXsF7sA++dwLQpYQgs7vW14S2CTGeqfw2YUcLoAbDL9xM38Vlnpl1liqQPoR7+RryPY/1ZIOD/Wdn7ELsDRp+Dz+Lpy8F+zvpOVpdf5zlmH+EllFk/YbIv5dbToZ1M1o2PpR784AfYX9hfZzDDzS1yAo6versFi2EJlbhY/HUcyw9tYqOMODVSb70e3HV2y2QfzA+hnUzGjY+lHvyQB9hf2F9nsMPNLXICjT8Gr9+VO2y6QWcmP475e5gfRfdv0o1/WPE1ZoK5av4F+9EsWYH/Jnh+pC3CbdqGOUzrEvw0/mSpv4fXi2k+2Ug4+Wy52XriQ9x/zo1+e2mH95VFbjaEf/UwE2J/T+3PmAhw9m9TBGRVid8vBH03Qs8YUQvyVLuCk08LOQ7N4O2t82s+ZH/1s64f1Zys2OJ5+9DMVYH9O78+ZC3Ab2g/wSyj8NUJoU/jUcQrt/f7Kc/G5cWyP+ckU6Uc/KwHOXyuukcH0o19XIHMBXjiPz2gHzzc/helxvS+4975L1cLflWfxmuS3wfzoZ1s/rD9bscHx9KOfqQD7c3p/zlyA/TrOaOB7lSKeNUU3GVet4y4FfM0rYofJ+KQxzI9+eeqH9ZdHbTWGfvQzEWB/Tu/PqQvwfID9jsJXpYtk6uLZwvcqs/kWd+aHM5p+Jn0gdkzUHOhHvwQB9hfOj9yTo/3VrUF/Sb4P+E2sX7+Mi+M4TZx0ENHpiQJONqewyfb09jhPgzE/2Wls+tGP89e+VbP/2Zv1R1wJfslPwgrwsAKu81zslzGlR/sBnoXCf3hFfNNmP1XmF3HRz6ZqRsfSj35xAuwvHRXOj7WdH7ELcO/S8XAZM3M34V1ZCunR869jozOFxWVg+2EX75jsi/mtKtHPpGKSx9CPfsMC7C/sL7JZYe4X/zKGAM9D44JXwsPjSiRtO34ND0Jhq+dij8n+fOY3wEQ/k6pJHkM/+vULsL8M1gPnx9rNj9H3AQe4RQFPNhvR85k/ku3aLLr7WMolDXyl4uKVtKgq8xvhoZ9ZnSWNoh/9egLsL6O1wPmxdvNjYAGOHkC+AQE0vuWV8IJst3bRfg13QuGhZgNu0nOnmV/qpzj62ZXc8FkE+tGP/S+hBtifBZOj/V16wvo2sAD7NRyAwpc8F7fKdpcv2g/wMjR+7JVwPG4LzC/dlX756q4XRT/6sf+l/JHP/iyaIHH9ZWUBfjzAhpbCkla4rbIVb4j2lDO4egFblMZLBY3pgy4a/Zthftmo9Ms2Sv16g/UnAmT9ifhAv8nzW1mA/QBPaI11lRIOyBhk0dUajjsK/6/s4mD/lpifmSv9zJySRtGPfjIBWTTrb7L8ogXYP4fNKOA0Wpj2tuE9GYEs2j+Ha1HAElrY6W3DW8zPzpN+dl7Do+lHP5mALJr1N1l+0QK8UMeLYQv/UpnFE7LDH090NcA/Ogp/Uy5iF/OzN6WfvVl/BP3oJxOQRbP+JsdPLdRxhwaqzfej244uyQ59PNHR1c7XYDFs4WChgHXMz86VfnZew6PpRz+ZgCya9Tc5fsoPcDEMcd/cLH4mO+zxRs+fx+2Og++2t8r87G3pZ2/WH0E/+skEZNGsv8nway/Av/RcfE52uGsTXa3hfyqFS8wvny/98rn1ouhHP5mALJr1NwF+foA//DlcfDVM3X5Gr1qHN5SCZn72hUg/e7OBT8CsPxEg60/EB/pd+X7tdyAovwYfCld7Lu6RHfJ4o/0AT0Ljg2irzM8al37WZAMB9KOfTEAWzfqbDD/Ve8BFqLFrzkVddtjjiZ4PUHSAUwVgpr3F9gNCmJ+5Lf3MreJG0o9+MgFZNOtvcvw69wEHuBvAlz0XO2WHPp5ov47T0HjGc/EU87M3pZ+9WX8E/egnE5BFs/4mxy9agLsvOTirNY5WSnhOdviy6GoNe5XC/c0Gtvdui2J+5qb0M7eKG0k/+skEZNGsv8nyW30UZR03Q+NEs4HpT+o1hMPUvddeQWGfV8SrQ59KmF9GbdJPNnnpRz/2v+Qa4PwY//wYfhvSc0phseziEdmu8kVXAxxRGpu9EvbGbcGvgfml0NIvX931ouhHP/a/5Brg/Bj//BhYgB8NcMMUELQczNy/Fb+T7c4u+ugFXFcIsbgMuIddvBMXzfySTelnV2/Do+lHP/YX9hfZLLD3G1iA2+HVAA87CteXi9i3VsnEbXehjhOhxr9XXBxJ2y/zi9ehn6xa6Uc/9r/kGuD8WJv5MbIAd8/zX1Qh9pRn8Zpst2bRfuf75x81G9iU9f0z8xs1pZ9ZnSWNoh/9egLsL+wvstlg5zeyAEd/BdZxFzS+UXGxfdzJxH76DXA2VPhOpYhnTfbH/AaVFuhnUjaJY+gn4gP96NcvwP5s3p9jF+B2uF/HmVDjB3MunpaVV3r0fID9jsI/eEW7e5CZX8eVfrLqpB/94gTYX9hfZDPDzC9xAT5Ww7bQwanmFDYd+TSa40hmeBu9p3A5IXYfKuGczT6YH0A/m4oZHUs/+iUJsL+wv8hmh5lf4gIcfQoO8DQUfu8VcViaTFx8tYbHlMJGz8X+PNtnfvTLUze9GNafRA+gH/3SBNifs/tz6gLcfiNH+40NTogdh2bxtqzcBqOPnceNYQGnw4/hzt2Ed/Nsm/nRL0/dtGNYf3nlOnH0o1+WAPtzdn9OXYCjT8E1PACFWc/Fnixwm5/7AU5C49deCY/ZxA2PZX70y1M/rL88aqsx9KOfiQD7c3p/zlyAu5flLyrgp2HYfT2giXzKGMfB1Rq4o9nATNZtR1m7Yn74KMso7ef0o59t/XD+2ooNjqcf/XoCJgvwuvUb8CYUXtEa/0dG14lWCn8BjVuaDXy698KFvNvtvqiB+eUEpB8u5aSLwuhHP9v6Yf+zFRscfyX5ZS7A8wG8gsLny0XskrENRi/U8WJL4xdzLnzJdpkf/fLUD+svj9pqDP3oZyLA/pzen9Ovgj6Ha1HA0lpchOWfw2YUcBotTHvb8J7JL3N4jM/86JencNrXNrD+csp1wugn4qOfjO+K8cu6DelJaHzgleAJvWLD/Rp8OPhPXhH35tm+H4D50S9P6XQWEdZfbjv6iehYf3K+K2L+Ji7A8wGKjsKLBY3pgy4aY/Aa2UTvQQihxq45F3WbfTC/1Ru96WdTOatjWX/53HpR9KNfkgD7s1l/Tn4UZYCXAfwPz8VTsjJLj/ZrOACFL3kubrXZj8/8en9F08+mcIbGsv4EeJ2zCKw/ASH9BHhXQP3Fv4yhhr1K4f5mA9ulVyln8XavIj0LjUe8El7IGt/+eZW3R9LSAAAgAElEQVT5rTDRz6RiksfQj37DAuwvqyKcH2s7P5JeR7ikga9UXLwi271ZdDXALQr4YbOB6az7grv3rTK/Plr6mdVZ0ij60a8nwP4yWgucH2s3P0YWYL+GBwFs8UrYK9utXXS1hhcchaDs4pG0SOYXr0M/u3qL+dTD+hMQsv4EeJ2zeqw/AeHl6jewAB+9gOsKIYJlYPthF+8IPKxDHw1wwxRwNlzGTNKzoZlfMiv9rEtuIIB+9GN/YX+RzQJ7v4EFeKGOE6HGbypu9Cn4E/9XDfCwo3B9uYh9cTtnfum/EvrJSpZ+9GP/S64Bzo/xz4+VBXjhPD6jHTzf/BSm1+r9v1npH3kT69d/jCUVYk95Fq/1j2d+WXoA/bKN0kbQj37sf8k1wPkx/vmxugAHOBsqfKdSxLOy3ciiq3XcpYCveUXsGFiAmZ8RLP2MmBIH0Y9+MgFZNOtvsvyiBXg+wH5H4avDi56MIn+0X8eZUOMHcy6eZn72jvSzN+uPoB/9ZAKyaNbf5Pip6LTCMi46IXYfKuGc7NDHEx2dbi7gZHMKm9pbZH52rvSz8xoeTT/6yQRk0ay/yfFT1RoeUwobPRf7ZYc93mg/wNNQ+K0OMcX87G3pZ2828CmY9ScCZP2J+EC/yfBTfoA/pN36I2PIHz3/OjaqdXijvQV9CVuSbk3KvwdZJPOjn0xAFs36o59MQBbN+pP7OVNYVH4dv/CK+Lxsc2sT3c6tvWXml8+XfvncelH0o59MQBbN+rvy/dqfgC9q4J5P6rGTpqTVGr6ggOPRJ2CFu5mfqVxnHP3svIZH049+MgFZNOtvAvwUvq/8Gu6EwkPNBty1fvGCKWn3AeABNL4VxTA/U7poHP2suEYG049+MgFZNOtvcvyi25CiV/tp/NgrdT5x/qn/dV/R9UXPxW3Mz/63QT97s/4I+tFPJiCLZv1Njl+0AFcvYIvSeKmgMX3QRUN2+LLo3ku+tcJtla2di7CYn7kp/cyt4kbSj34yAVk062+y/FaehFWt4bjjYLlcxH0yAlm0H+AJrbGuUsKB/i0xPzNX+pk5JY2iH/1kArJo1t9k+a0swP45XIsCltDCTm8b3pIx5Iv2z2EzCjiNFqa9bXhv4LQg88tEpV8mUeoA+tGP/S+5Bjg/xj8/Bt6GVD2PrzsF/G25iF2yXeWL9gO8pEP8pDKLJ+K2wPzSXemXr+56UfSjH/tfygLM/iyaIHH9ZWABjq6+uwaLYQuVuVn8VLQ3y+CFOu7QQLX5PmaSrsZmfsmo9LMsuKHh9KMf+wv7i2wW2PsNLMDt8PnzuN1x8N1mA9Of1G1J3cvul7TGvZUSfp6GwPxGdegnmzb0o19PgP2F/UU2G+z8RhbgdvhCHadaGr+ac+GPO5m47fk1PKAcfLZcxG6T/TG/QSX6mVRNyqk11p8IkPUn4gP9JtcvdgE+dh43hg7OfBLPiG4/U7T9TEwnxI5Ds3jb5FfB/FaV6GdSMclj6Ee/YQH2F/YX2aww94tdgNvhfg0+FK72XNwzrmRiP/0GeFJr/LFSwgM2+2F+HS2ffjZlMzKWfiI+1p+Mj34T7pe4AEc3hAOLIbB7zkVd6BQbfqyGbaHCyQIwY/sAEOYH0E9WlfSjX5IA+wv7i2x2mPklLsDdT1d3A/iy52KnNJnYT791nIbGM56Lp/Js3w/A/OiXp3Q6Zw9Yf7nt6CeiY/3J+a6I+Zu6AHevDj2rNY5WSnhuDGYrm6jWsNdRKH/YwI68V1szP/rlrUnWX165Thz96JclwP6c3Z9TF+DuX7k3Q+NE97akj7LQTX5+5GVctX4DlqCwzyviVZOYpDF+HcxPAEg/1p9t+XD+2ooNjqcf/XoCmQtw91T0LwHshMIlGV03WmMdgNOei8+NY3t+AOYngKSfAK9zIRzrT0BIPwEe60+G9yf2y1yAHw1wwxRwFgp36UvjeVOScvCXUPjvy8D2wy7ekQgyP/rZ1g/rz1ZscDz96GcqwP6c3p8zF2A/wPPQuOCV8LApusk4v4YHobDVc7HHZHziKWjmR78cBcT6y4HWF0I/+pkIcP1IX99SF+BqgFsU8GSzET2feSzf//Z+ab3vQTTwlYqLV0x+mcNjmB+W6JencgDWXz43zl+ZG/3o1y+QuAB3r2ALoPEtr4QXxsM2uBW/hjuh8N+aDWy3vRKa+UUPS6GfoDDpJ8DrPKyH9ScgpJ8A7wqpv7QnYR2Awpc8F7fKmNKj/QAvQ+PHXgnHbfbj18D8OhcQ0M+mcIbG0k+Ax/qT4dFv4v1iF+DoKTAKS1rhtspWvCFWStnAfICio/BiQWPa9GlYzG8VlH6y6qQf/YYF2F/YX2SzwtwvdgH2A3xba1xVKeHAuBJJ2061huOOwodlFxWT/TG/QSX6mVRN8hj60a9fgP2F/UU2I8z9RhZg/xw2o4DTaGHa24b3xplI0rb8c7gWBSyhhZ3eNryVtk/mN6pDP1mV0o9+PQH2F/YX2Wyw8xtZgBfqeDHU+NeKi2+PO5G07c0H8AoKny8XsSttHPOL16GfrFrpR7+2APsL+4tsJtj5DSzA8+dxu1PA4833o9uOxvPUK8Ojia5qvgaLYQsH52bxs7gw5peMST/DQksYRj/6sb+wv8hmgb3fygLcva1nKQxxX9ICuFbJ9babNgGYX7Y+/bKNUs/CpPwByvrLtmX9ZRux/mRGV5rfygJsegpu7fg6W26fAmpp/GLOhd+/L+ZnJk8/M6ekUfSjn0xAFs36myy/aAHuXYTihNhxaBZvywhk0cfO48bQwZn+i8CYn7kp/cyt4kbSj34yAVk062+y/DoLcIAnofGBV4InO/zxRPs1+FC42nNxD/OzN6WfvVl/BP3oJxOQRbP+JsdPRQ8iAE4VgBnTB2HIeLKjezfCh7pzRTTzyzbrH0E/O6/h0fSjn0xAFs36mxw/5ddxGhrPeC6ekh32eKP9AHcD+HsorGN+9rb0szcb+BTM+hMBsv5EfO2zkux/AsLLxU/5Nfyv5gcofdK3HWXZRledXo1aexzzy9Ia/Tn97M36I+hHP5mALJr1Nxl+yg/wH80Gpsf9ukEZ3+rr4qIFmPlZc/Zet0c/a7oogH753HpR9KOfTEAWfbnUX/sT8HNKYbHs4hHZIY83OnrhN7ClvVXmZ29LP3uzgVPQrD8RIOtPxNd+1SP7n4DwcvFTjwa4YQoIWg5m7t+K3wmOeWyhRy/gukKIxWXAbW+U+dnR0s/Oa3g0/egnE5BFs/4mxy+6Daka4GFH4fpyEftkhz6e6IU6ToQav6m40V+BzM+SlX6WYEPD6Uc/mYAsmvU3OX7RAtw9X35RhdhTnsVrssOXRft13AyNHzUb2NT7Xpr5mZvSz9wqbiT96CcTkEWz/ibLb+VRlNU67oLGNyoutssIZNELAc6GCt+pFPFs/5aYn5kr/cyckkbRj34yAVk062+y/AbehuTXcSbU+MGci6dlDPmi5wPsdxT+wStiZ8KnE+aXQku/fHXXi6If/dj/kmuA82P882NgAT5Ww7bQwanmFDYd+TSast3ZRfee/uKE2H2ohHNx0cwv2ZR+dvU2PJp+9GN/YX+RzQJ7v4EFuB3uB3gaCr/3iji8VsnEbbdaw2NKYaPnYn/afplfvA79ZNVKP/qx/yXXAOfH2syPkQV4/nVsdKaw+Em+GSl6A0gBp8OP4c7dhHfTDpX5jerQTzY56Ee/la8h2P9GioHzY+3mx8gCHP0VWMMDUJj1XOyR7dos2g9wEhq/9kp4zCSC+Q0q0c+kapLH0I9+/QLsL+wvshlh7he7AHdv+1nUGvdWSvj5OJMZ3la1hi8ohe83G5gxfRwm81tVpJ+sOulHv2EB9hf2F9msMPeLXYC7n4LvhMJDzQbctXpRQ/TA8Q0IAHzTc/HPNgft18D86GdTMiNjWX8ivvbzAzh/BYT0E+B1nl9x2ddf4gIcLcIBXoLGP3klHJdRxUf7NRyAwhc9F7fl2T7zo1+euunFsP4ketFXVZy/AkL6CfA6X5Ve9vWXugBXL2CLCvFyAdh00EVDxjUYHd32AVzUDm6tbMUbebbN/OiXp27aMay/vHKdOPrRL0uA/Tm7P6cuwG3gag3HHQfL5SLuywK3+bkf4Amtsa5SwgGbuOGxzI9+eeqH9ZdHbTWGfvQzEWB/Tu/PmQtw7y9dKDwGjQ9N0LPGKOAvNHD/OD5ZMz/ZmQn60S9rvg7/nPPXVmxwPP3o1xPIXIDbA/0A/6Y1boAazwIMjf+sFN7xXHxW9qvoRDM/mSL96GclwPlrxTUymH706wpkLsDVGvYqhfubDWwf19XQ3avXzkLjEa+EFyS/DeZHP9v6Yf3Zig2Opx/9TAXYn9P7c+oC3L0fbkkDX6m4eMUU3WRcNcAtCvhhs4Fp0/t/h7fL/OhnUmtxY1h/eeU6cfSjX5YA+3N2f06/DamGBwFs8UrYm4Wd5+fVGl5wFIKyi0fyxPvMj355Cqcbw/oT4HUu0GT9CQjpJ8C7QuovcQE+egHXFUIEy8D2wy7ekVHFRz8a4IYp4Gy4jJmsZ0APb4H5AfSTVSX96JckwP7C/iKbHWZ+iQvwQh0nQo3fVNzoU/Ca/asGeNhRuL5cxD6bnTC/lVOB9LMpnKGxrD8BXudUNOtPQEg/Ad4VUH+xC/DCeXxGO3i++SlMr/V7gY+8ifXrl3FRtfB35Vm8ZvLrYH6rSvQzqZjkMfSj37AA+wv7i2xWmPvFvw2pjjMa+F6liGfHlUjadqp13KWAr3lF7DDZn8/8BpjoZ1I1yWPoR79+AfaXwXrg/Fi7+TH6PuAA+x2Fr5ouhrLUVqOjom/he5XZ9EV/nvnFktNPVon0o19bgP0lvg44P9ZmfgwswHlOx8nSWo2OTvsUcLI5hU1Jp72ZX7I2/WSVSD/6sb+wv8hmgb3fwALcviBAAdd5LvavVSJp2/UDPA2F33pFfDNuHPNL/63QT1a19KMf+19yDXB+jH9+rCzAx87jxtDBmTy3BMnSWo2efx0bnSksOiF2HJrF2/3bZX7ZyvTLNkobQT/6sf8l1wDnx/jnx8oC7Ad4HhrnvRIek+1GFh09XENhq+diT/+WmJ+ZK/3MnJJG0Y9+MgFZNOtvsvyiBbhawxeUwvebDczkfSykjG01uvv4skUN3NN7/CXzM9eln7lV3Ej60U8mIItm/U2Wn+o+WD2AxrekL0aQ0a1G+zXcCYWHmg247f+7fgOYnwUu/SywYobSj34yAVk0629y/JRfwwEofNFzcZvssMcb7Qd4GRo/jrbK/Kxx6WdNNhBAP/rJBGTRrL/J8FN+Hb/XCrdVtuIN2SGPN7p6AVuUxkvtrTI/e1v62Zv1R9CPfjIBWTTrbzL8lB/gpT+3T789+nZu7f9mfvmKkX753Fh/Mjf60W88ArKtXA79r70A/wEt7PS24S3Z4Y432j+HzSjgdLRV5meNSz9rssFT0Kw/ESDrT8QH+k2Gn6oG+EdH4W/KReySHfJ4oxfqeDFs4V/gYB3zs7eln71ZfwT96CcTkEWz/ibDr3MV9DVYDFs4ODeLn8kOezzRC3XcoYFq833MtLfI/Oxc6WfnNTyafvSTCciiWX+T4xfdBzx/Hrc7Dr7bbGD6yK24JDt8WXT3tqilMMR9vT8ImJ+5Kf3MreJG0o9+MgFZNOtvsvxWnoS1UMeplsav5lz4MgJZ9HwAr6Dw1+Uidg+dEmR+BrT0M0BKGUI/+skEZNGsv8ny47OgLX7ffBaqBVbMUPrRj89aTq4Bzo/Jmx8Db0Pya/ChcLXn4h4ZRb5oP8CTWuOPlRIeiNsC80t3pV++uutF0Y9+7H/JNcD5Mf75MbAAPx5gQwtYDIHdcy7qst3ZRR+rYVuocLIAzBx00YiLZn7JpvSzq7fh0fSjH/sL+4tsFtj7DSzA7XA/wN0Avuy52LlWycR+uq3jNDSe8Vw8lbZf5hev49NPVK70E/GBfvTj+pFy9iChP48swN2r8M5qjaOVEp6TlZVZdLWGvY5C+cMGdmRdhc38Rk3pZ1ZnSaPoR7+eAPsL+4tsNtj5jSzA0V8xddwMjRPd25I+GndC/dvrvn5rCQr7vCJeNdkX81tVop9JxSSPoR/9hgXYX9hfZLPC3C92AY4W4RqeUwqLZRePjCuZuO1UAxxRGpu9Evba7If5dbToZ1M1MX+dsv5EgKw/ER/nr4zvsvdLXIAfDXDDFBC0HMzcvxW/EzrFhh+9gOsKIRaXAfewi3ds9sH8APrZVMzoWPrRL0mA/YX9RTY7zPwSF+Dup6uHHYXry0XskyYTF79Qx4lQ498rLo7k2X41APOjX57SiWJYf7np6Cejox/9IoHUBbj7/dhFFWJPeRavjcFsZRPd71l+1Gxg05Fbket7ZuYH+uUsStZfTrhuGP3olyXA/pzdn1MX4OhTcB13QeMbFRfbs8Btfr4Q4Gyo8J1KEc/axA2PZX70y1M/rL88aqsx9KOfiQD7c3p/zlyAo1N1AX6tgb8E8L4JusGYaxTwv8su/ovB2MwhzC+TKHUA/ehnKcD5awk2NJx+9Ms+Bd0eET0dRmEJGt8F8H9lbt1ojavh4N6CxnTSU69M98P84p8aRr8UAdafaXnEj6Mf/QwF2J/T+3PmJ2A/wLe1xlWVEg4YmhsNq9Zw3FH4sOyiYhSQMIj50S9P/bD+8qitxtCPfiYC7M/p/Tl1AfbPYTMKOI0Wpr1teM8E3HSMfw7XooAltLDT24a3TOP6xzE/+uWpm3YM6y+vXCeOfvTLEmB/zu7PqQvwQh0vhhr/WnHx7SzsPD/vvvvy8+UiduWJZ37Ru5Ppl6d4ALD+csJ1w+hHvzQB9ufs/py4AM+fx+1OAY8338dM1vOZ85Zh9NzVa7AYtnBwbhY/s9kO8wPoZ1Mxo2PpR78kAfYX9hfZ7DDzi12Auw8kXwpD3Ge7MNomnafQmd+qMv1sK25wPP3oNyzA/sL+IpsV5n6xC7D01JJt8u1TFS2NX8y58E1imd+gEv1MqiZ5DP3o1y/A/sL+IpsR5n6j7wPuXhzlhNhxaBZvjzORpG0dO48bQwdnTC726l38wfxWNeknq1L60a8nwP4yWgucH2s3P0YX4ABPQuMDrwRPtlu7aL8GHwpXey7uSYv0mV8sD/3s6m14NP3o1xZgf4mvA86PtZkfAwvwfICiA5wqADPSB2TYptu7YTvU2DXnoh4Xz/ySVelnW3GD4+lHP/YX9hfZLLD3G1iA/TpOQ+MZz8VTa5VIxqfbuwH8vefi1rhxzC/9t+IHoJ+gcOknwOt8emT9CQjpJ8C7TOtvZQGu1rBXKdzfbGD7Wt12lMXbvfrwrNY4Winhuf7xzC9Lr3vZ+wbQL5sqdgTrLydcN4x+9OP6kVwDcfMjWoC7r41agsI+r4hXZWUki64GuEUBP2w2MN17TSHzMzeln7lV3Ej60U8mIItm/U2WX7QA+zU8CGCLV8Je2eGPJ9qv4TmlsFh28Qjzszeln71ZfwT96CcTkEWz/ibHTx29gOsKIRaXAfewi3dkhz6e6EcD3DAFnG05cNtbZH52rvSz8xoeTT/6yQRk0ay/yfFTC3WcCDV+U3GjT8F/Nv+qAR52FK5vJ8T87H8t9LM364+gH/1kArJo1t9k+Ck/wG+bDWzqfd8qO+zxRR95E+vXf4yl9haZn70r/ezN+iPoRz+ZgCya9TcZfu0F+HXPxU2yw12baD9ADcAl5pfPl3753HpR9KOfTEAWzfq78v2UX8eZUOMHcy6elh3ueKPnA+x3FL7aPQXN/Cx56WcJNjScfvSTCciiWX+T4aeO1bAtdHCqOYVNRz6NpuywxxMdnX5ZxkUnxO5oAWZ+VrD0s+IaGUw/+skEZNGsv8nx69yGFOBpKPzeK+Kw7NDHE12t4TGlsNFzsZ/52ZvSz96sP4J+9JMJyKJZf5PjFy3A869jozOFxU/yDUNJxNGbNwo4HX4Md+4mvMv87IqRfnZew6PpRz+ZgCya9TdZfiuPovRreAAKs56LPTICWbQf4CQ0fu2V8Fj/lpifmSv9zJySRtGPfjIBWTTrb7L8Vhbg7uMeF7XGvZUSfi5jyBddreELSuH7zQZmhm+LYn7ZpvTLNkobQT/6sf8l1wDnx/jnx+DbkGq4EwoPNRtwP+kXMnQfVB0A+Kbn4p/jDtVnfokVQD/Z5KAf/dhfkmuA82Nt5sfAAtzehR/gJWj8k1fCcdku7aL9Gg5A4Yuei9vSIplfvA797OpteDT96Mf+l1wDnB9rMz9GFuDqBWxRGi8VNKYPumjIdmsWHb0MHbioHdxa2Yo3Uk8TMr8RHvqZ1VnSKPrRryfA/jdaC5wfazc/Rhbg9q6qNRx3HCyXi7hPtmuzaD/AE1pjXaWEAyYRzG9QiX4mVZPy1z3rTwTI+hPxtc86sv8JCC9nv9gF2D+Ha1HAElrY6W3DWwKbzFD/HDajgNMFYJPpJ27mt8pKv8wSSx1AP/qNfB3B/rdCwvmxtvMjdgGOPgWfx9eVg/+a9Z2sLL3Od846xE8qs3jCZlvMr6NFP5uqGR1LP/rFCbC/sL/IZoaZX+ICHF31dg0WwxYqc7P46TiSGd7GQh13aKDafD+67eiSzT6YH0A/m4oZHUs/+iUJsL+wv8hmh5lf4gIcfQpevS932naBzEp+HPf1Mj+I7tumH/2y5mnKAnXV+g30o1+yAPtL9vxIXYDbtAt1nNIh/m34yVR5C68X136ylXLw2XKx88KFvP+YH/3y1A7rL4/aagz96GciwP6c3p8zF+Do2aQOzqgQu1sO/miCnjWmEOKvdAEnnRZ2HprF21nj037O/OhnWz+sP1uxwfH0o5+pAPtzen/OXIDb0H6AX0LhrxFCm8KnjlNo7/dXnovPjWN7zE+mSD/6WQlw/lpxjQymH/26ApkL8MJ5fEY7eL75KUyP633Bvfddqhb+rjyL1yS/DeZHP9v6Yf3Zig2Opx/9TAXYn9P7c+YC7NdxRgPfqxTxrCm6ybhqHXcp4GteETtMxieNYX70y1M/rL88aqsx9KOfiQD7c3p/Tl2A5wPsdxS+Kl0kUxfPFr5Xmc23uDM/nNH0M+kDsWOi5kA/+iUIsL9wfuSeHO2vbg36S/J9wG9i/fplXBzHaeKkg4hOTxRwsjmFTbant8d5Goz5yU5j049+nL/2rZr9z96sP+JK8Et+ElaAhxVwnediv4wpPdoP8CwU/sMr4ps2+6kyv4iLfjZVMzqWfvSLE2B/6ahwfqzt/IhdgHuXjofLmJm7Ce/KUkiPnn8dG50pLC4D2w+7eMdkX8xvVYl+JhWTPIZ+9BsWYH9hf5HNCnO/+JcxBHgeGhe8Eh4eVyJp2/FreBAKWz0Xe0z25zO/ASb6mVRN8hj60a9fgP1lsB44P9Zufoy+DzjALQp4stmIns/8kWzXZtHdx1IuaeArFRevpEVVmd8ID/3M6ixpFP3o1xNgfxmtBc6PtZsfAwtw9ADyDQig8S2vhBdku7WL9mu4EwoPNRtwk547zfxSP8XRz67khs8i0I9+7H8JNcD+LJgc7e/SE9a3gQXYr+EAFL7kubhVtrt80X6Al6HxY6+E43FbYH7prvTLV3e9KPrRj/0v5Y989mfRBInrLysL8OMBNrQUlrTCbZWteEO0p5zB1QvYojReKmhMH3TR6N8M88tGpV+2UerXG6w/ESDrT8QH+k2e38oC7Ad4Qmusq5RwQMYgi67WcNxR+H9lFwf7t8T8zFzpZ+aUNIp+9JMJyKJZf5PlFy3A/jlsRgGn0cK0tw3vyQhk0f45XIsCltDCTm8b3mJ+dp70s/MaHk0/+skEZNGsv8nyixbghTpeDFv4l8osnpAd/niiqwH+0VH4m3IRu5ifvSn97M36I+hHP5mALJr1Nzl+aqGOOzRQbb4f3XZ0SXbo44mOrna+BothCwcLBaxjfnau9LPzGh5NP/rJBGTRrL/J8VN+gIthiPvmZvEz2WGPN3r+PG53HHy3vVXmZ29LP3uz/gj60U8mIItm/U2GX3sB/qXn4nOyw12b6GoN/1MpXGJ++Xzpl8+tF0U/+skEZNGsvwnw8wP84c/h4qth6vYzetU6vKEUNPOzL0T62ZsNfAJm/YkAWX8iPtDvyvdrvwNB+TX4ULjac3GP7JDHG+0HeBIaH0RbZX7WuPSzJhsIoB/9ZAKyaNbfZPip3gMuQo1dcy7qssMeT/R8gKIDnCoAM+0tth8QwvzMbelnbhU3kn70kwnIoll/k+PXuQ84wN0Avuy52Ck79PFE+3WchsYznounmJ+9Kf3szfoj6Ec/mYAsmvU3OX7RAtx9ycFZrXG0UsJzssOXRVdr2KsU7m82sL13WxTzMzeln7lV3Ej60U8mIItm/U2W3+qjKOu4GRonmg1Mf1KvIRym7r32Cgr7vCJeHfpUwvwyapN+sslLP/qx/yXXAOfH+OfH8NuQnlMKi2UXj8h2lS+6GuCI0tjslbA3bgt+DcwvhZZ++equF0U/+rH/JdcA58f458fAAvxogBumgKDlYOb+rfidbHd20Ucv4LpCiMVlwD3s4p24aOaXbEo/u3obHk0/+rG/sL/IZoG938AC3A6vBnjYUbi+XMS+tUombrsLdZwINf694uJI2n6ZX7wO/WTVSj/6sf8l1wDnx9rMj5EFuHue/6IKsac8i9dkuzWL9jvfP/+o2cCmrO+fmd+oKf3M6ixpFP3o1xNgf2F/kc0GO7+RBTj6K7COu6DxjYqL7eNOJvbTb4CzocJ3KkU8a7I/5jeotEA/k7JJHEM/ER/oR79+AfZn8/4cuwC3w/06zoQaP5hz8bSsvNKj5wPsdxT+wSva3YPM/Dqu9JNVJ/3oFyfA/sL+IpsZZn6JC/CxGraFDk41p7DpyKfRHEcyw9voPYXLCbH7UAnnbPbB/AD62VTM6Fj60S9JgP2F/UU2O8z8Ehfg6FNwgKeh8HuviMPSZOLiqzU8phQ2ei725xknbcUAAAfHSURBVNk+86NfnrrpxbD+JHoA/eiXJsD+nN2fUxfg9hs52m9scELsODSLt2XlNhh97DxuDAs4HX4Md+4mvJtn28yPfnnqph3D+ssr14mjH/2yBNifs/tz6gIcfQqu4QEozHou9mSB2/zcD3ASGr/2SnjMJm54LPOjX576Yf3lUVuNoR/9TATYn9P7c+YC3L0sf1EBPw3D7usBTeRTxjgOrtbAHc0GZrJuO8raFfPDR1lGaT+nH/1s64fz11ZscDz96NcTMFmA163fgDcBvAKMZwEGcDWAW5oNfLr3woW8v5LuixqYX05A+uFSTroojH70y1E/7H850PpCrhi/zAV4PoBXUPh8uYhdMrPB6IU6Xmxp/GLOhS/ZLvOjX576Yf3lUVuNoR/9TATYn9P7c/pV0OdwLQpYWouLsPxz2IwCTqOFaW8b3jP5ZQ6P8Zkf/fIUTvvaBtZfTrlOGP1EfPST8V0xflm3IT0JjQ+8EjyhV2y4X4MPB//JK+LePNv3AzA/+uUpnc4iwvrLbUc/ER3rT853RczfxAV4PkDRUXixoDF90EVjDF4jm+g9CCHU2DXnom6zD+a3eqM3/WwqZ3Us6y+fWy+KfvRLEmB/NuvPyY+iDPAygP/huXhKVmbp0X4NB6DwJc/FrTb78Zlf769o+tkUztBY1p8Ar3MWgfUnIKSfAO8KqL/4lzHUsFcp3N9sYLv0KuUs3u5VpGeh8YhXwgtZ49s/rzK/FSb6mVRM8hj60W9YgP1lVYTzY23nR9LrCJc08JWKG916tOb/qgFuUcAPmw1MZ90X3L1vlfn1/VboJytR+tGvJ8D+MloLnB9rNz9GFmC/hgcBbPFK2CvbrV10tYYXHIWg7OKRtEjmF69DP7t6i/nUw/oTELL+BHids3qsPwHh5eo3sAAfvYDrCiGCZWD7YRfvCDysQx8NcMMUcDZcxkzSs6GZXzIr/axLbiCAfvRjf2F/kc0Ce7+BBXihjhOhxm8qbvQp+BP/Vw3wsKNwfbmIfXE7Z37pvxL6yUqWfvRj/0uuAc6P8c+PlQV44Tw+ox083/wUptfq/b9Z6R95E+vXf4wlFWJPeRav9Y9nfll6AP2yjdJG0I9+7H/JNcD5Mf75sboABzgbKnynUsSzst3Ioqt13KWAr3lF7BhYgJmfESz9jJgSB9GPfjIBWTTrb7L8ogV4PsB+R+Grw4uejCJ/tF/HmVDjB3MunmZ+9o70szfrj6Af/WQCsmjW3+T4qei0wjIuOiF2HyrhnOzQxxMdnW4u4GRzCpvaW2R+dq70s/MaHk0/+skEZNGsv8nxU9UaHlMKGz0X+2WHPd5oP8DTUPitDjHF/Oxt6WdvNvApmPUnAmT9ifhAv8nwU36AP6Td+iNjyB89/zo2qnV4o70FfQlbkm5Nyr8HWSTzo59MQBbN+qOfTEAWzfqT+zlTWFR+Hb/wivi8bHNrE93Orb1l5pfPl3753HpR9KOfTEAWzfq78v3an4AvauCeT+qxk6ak1Rq+oIDj0SdghbuZn6lcZxz97LyGR9OPfjIBWTTrbwL8FL6v/BruhMJDzQbctX7xgilp9wHgATS+FcUwP1O6aBz9rLhGBtOPfjIBWTTrb3L8otuQolf7afzYK3U+cf6p/3Vf0fVFz8VtzM/+t0E/e7P+CPrRTyYgi2b9TY5ftABXL2CL0nipoDF90EVDdviy6N5LvrXCbZWtnYuwmJ+5Kf3MreJG0o9+MgFZNOtvsvxWnoRVreG442C5XMR9MgJZtB/gCa2xrlLCgf4tMT8zV/qZOSWNoh/9ZAKyaNbfZPmtLMD+OVyLApbQwk5vG96SMeSL9s9hMwo4jRamvW14b+C0IPPLRKVfJlHqAPrRj/0vuQY4P8Y/PwbehlQ9j687BfxtuYhdsl3li/YDvKRD/KQyiyfitsD80l3pl6/uelH0ox/7X8oCzP4smiBx/WVgAY6uvrsGi2ELlblZ/FS0N8vghTru0EC1+T5mkq7GZn7JqPSzLLih4fSjH/sL+4tsFtj7DSzA7fD587jdcfDdZgPTn9RtSd3L7pe0xr2VEn6ehsD8RnXoJ5s29KNfT4D9hf1FNhvs/EYW4Hb4Qh2nWhq/mnPhjzuZuO35NTygHHy2XMRuk/0xv0El+plUTcqpNdafCJD1J+ID/SbXL3YBPnYeN4YOznwSz4huP1O0/UxMJ8SOQ7N42+RXwfxWlehnUjHJY+hHv2EB9hf2F9msMPeLXYDb4X4NPhSu9lzcM65kYj/9BnhSa/yxUsIDNvthfh0tn342ZTMyln4iPtafjI9+E+6XuABHN4QDiyGwe85FXegUG36shm2hwskCMGP7ABDmB9BPVpX0o1+SAPsL+4tsdpj5JS7A3U9XdwP4sudipzSZ2E+/dZyGxjOei6fybN8PwPzol6d0OmcPWH+57egnomP9yfmuiPmbugB3rw49qzWOVkp4bgxmK5uo1rDXUSh/2MCOvFdbMz/65a1J1l9euU4c/eiXJcD+nN2fUxfg7l+5N0PjRPe2pI+y0E1+fuRlXLV+A5agsM8r4lWTmKQxfh3MTwBIP9afbflw/tqKDY6nH/16ApkLcPdU9PMK2KmB/yOj60Qr4C80cNpzsWcc2/MDMD8BJP0EeJ0L4Vh/AkL6CfBYfzK8P7Hf/wczXsofvXzXrQAAAABJRU5ErkJggg==</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(2)" idx="1" x="-230" y="235.6" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="140.45399999999998,206.55,0,1" 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="30" y="30"><block s="receiveGo"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-230</l><l>-145</l></block><block s="clear"></block><block s="doRepeat"><l>11</l><script><block s="doRepeat"><l>12</l><script><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>20</l></block><block s="turn"><l>60</l></block></script></block><block s="up"></block><block s="forward"><l>40</l></block></script></block><block s="changeYPosition"><l>34.6</l></block><block s="setXPosition"><l>-230</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 2.3 " app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>