<snapdata remixID="9935364"><project name="Lab 2.6" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4Xu19CZgdVZn2W3W33rvTWzo7IftGUEwIqMMmo6Lyg6PCsDmggDoIuI4wOr8gIwiuOLKJS0QQHcEILoOisojEhEBC9o109k56vb3dtar+5z1VX/W5t+uaBBLvzzxVmidN5Zz6zvm+73zbec9pI37WfzgIn5ADZeKAESpgmTgfklUcCBUwVISyciBUwLKyPyQeKmCoA2XlQKiAZWV/SDxUwFAHysqBUAHLyv6QeKiAoQ6UlQOhApaV/SHxUAFDHSgrB0IFLCv7Q+KhAoY6UFYOhApYVvaHxEMFDHWgrBwIFbCs7A+JhwoY6kBZORAqYFnZHxIPFTDUgbJyIFTAsrI/JB4qYKgDZeVAqIBlZX9IPFTAUAfKyoFQAcvK/pB4qIChDpSVA6EClpX9IfFQAUMdKCsHQgUsK/tD4qEChjpQVg6EClhW9ofEQwUMdaCsHAgVsKzsD4mHChjqQFk5ECpgWdkfEg8VMNSBsnIgVMCysj8kHipgqANl5UCogGVlf0g8VMBQB8rKgVABy8r+kHiogKEOlJUDoQKWlf0h8VABQx0oKwdCBSwr+0PioQKGOlBWDoQKWFb2h8RDBQx1oKwcCBWwrOwPiYcKGOpAWTkQKmBZ2R8SDxUw1IGyciBUwCNkf/YPN8MwDPVHPY496gu2M/LKNE2vHV9q/+A1CW47+puqt9fdp69ejP4mX8vbctDnnMzxJyI659xDcjdUwEOyqLCB+dztuP0b/4X3njMFuT1/RHbvnwsapJIRPPZcB25+YDNmzpmPR3/5S9RGNmBo1Z1wrJTf1rENDPWZ+PS96/HU6i5cfNnluPWWq4DhbRhec2/BNzNDJjo6s/jgV15CzxDw45/9AqcsNJDe8jNYvVsL6fdFcN+vduKex3dgwYlvxCPLHkGlswGDL3wNsHN+WztvID1g4qqvr8YLW5L450s+iK98+SNwkmuQ2vDjgm9mB01s3DGED97+IqpqG/HAwz/HwhnDSG16GFZyx8icHCCdjOJbj27HA2ubYM5+zyG5GyrgIVlU2KB1yw+wZsU3UdV3J4D8qN7DvSY6Nsaw5OPP4JY77sIV73wJ0czLo9rRcHZuj2LXDgunfeIv2Lp9FdqyN8K0+0e1zQ4b2L82ji8u3YxnthhYv/xGVAw+FGj9BjpMdL4Swxs/8hTuuPMuXP6PLyCa3TjaSlvA/nUxPLsqiau+uQ47dm9AY/JaGEH0hwzsXxfHOz+3HFMXvBWPfu9sJIZ+MXpODjDUZWLPxghO+c9+2DPefUjuhgp4SBYVNmjZdD/WPnsNKjO/RndvDg11UUQiBnI5B/2DeTTUxLBzZUIp4M1fugVXn/ME4GTRvieNqZMq1Mf2HcyirTmO5O4Itm+2lQJuWfsIJphfVd8ZHLYwpj6qXO7u/RlMHp/AzhUJfPGHm/HMJhsbnnkvEvnV2NuRwbjWOEzTQDZrI5tzELOj2Ls2rhTw9tu/hCvf8QQMWNjTkcHEtoSiv78zi7FNcRzYEMPTKzwF3PQbNGW/iOGUpb5XkTAV/fY9KRw3oRK7ViZcBZyzCMvunYaYtVnRHz82AUYjHLNpAFFE8MrKWKiAR6hXh928ZcM9ePmPV6AKz+K2u3fhIxePV0q4c28aD//qID59xWRfAW/6/Cdx9fkrYFtZvOncVVj96zcpOv/ymU349hdnIN8V9xVw01/vwaSapdi+K4UnnunBxy6ZAMt2cM7la/HE0hN8BXx6Yw4b//QeJLAJF3x8PX5wxxxUVZjY2p5Sf846qclXwNtu/gSuPm8lHDuP9350PZbdO1/Rv+rGzbjz/85A79aEq4DfWIvtL/0QLdG78ZcX+1FdaWLhnBpksjaWvPdFvPjYm3wFPG7GfCy7dwbiRjs+cM16PPD1OUjETfz6qR41jjcvbAgV8LC16VU0bF59O1b9dAkaJuQOqYA3XDQb111fDxvOIRTwObz0g9Mwc3Hu0Aq4phtrH1+M6kbrkAp48xVz8fFr6+HA+dsK+PXVWPvAmZjyhvQhFXBSaxWW3TcHlfV2qICvQn9ec5fm1V/BqodPRsNEC339edTVRJTLyucdDKYs1FZEfQv4uQtn4PpPNsKMoMAFdvbk0NQQ01zwc3jp+2/BzJNt5PIOUmlbfZcusKMrg3EtIy746TVdWPvYYlQ32TjYnUVLY1y5wFzORs5yEMmNuOCbLp+Fa69rhGECB7qyGNscV/Mn/eYxMXSs91zw11fj5aWn4biTckhnbPU9WjXS33cwg/EtCd8CTmqtwLL75qKy3sGB7ixaPfrDKbdfxDFDC/iatexvfEBXwKBmVg6BChjUtnenxIAjCliKtMSAugIGtc0MGL4L1hUwqC2TEOWCNQUMaseESWJAXQGD2mZTCBXwWCvg098+FW3zsohEiyg5QOe2GAa7TZWE0AJeet5YNE8bKX9IDysL7N+QUJbptE88hxV3vRXHn2ijonZ0Xa9vbwTJvTHc9KNNoAL++e5T0TY3qyxbwUOLuSmGVNJUSchNH5yNi89rQdPU0dl6LmWgY0Mcf1nbqxTwpftOx/h5uWD6e6JI7ovinBueBxXwh19YqOgXP7SYBzbGkexxwiTkWClh/Qu3YdmXFqOx1s0og57OZAbv/NxfcOW7puLKc6YoFx1oWRxg9fY+XPLlF/HoTYswa1JtyW9m8zZuuH89VmzqxW9vPRU1lcXaP9J1X3dKZazXnD8VH37nlJGiecDXl/15H77ww0147JaTMbWtuiT9VCaP93z+r2hrrMB9n1iIqorS9Ns7hnDeXRk4M8M64FHXQ+6ETGyuwMSWypLf3nUwhX3dafXvb5rVgOjfUMAXtvSpbLcqEcGC4+sQrKpAOmtj9fak+uaMCTVoqouVpL959yB6B3MqJls0cwxkM2aUxQKwcnMvbBuojJtYOK2+5DeTQ3ls3DWg/n325Bo0VJemv2HnAAYb5oc7IUdd+8IPHnUOhIXoo87S8INHwoFQAY+EW3/HttaW/4GTz4yiGJ35DiBaOv78Ow7xqJAKFfCosPHVfyS/4ruonzQXQ22nwi3oDSOW3IH02mX4p3PPxuUXvgtmRBA1wEdv/Dr6B4YxcNy5sGPVMOJVGJ0Ov/rx/L17hgr49+Z4Eb3oS/fjN48+hA984qvojU/AuRM6sGjeZHzn+z/H0gcexLKHv48LzzsLPqzK6//TZb9DR3cvfrcph4GWJa7yvg6fUAHLLDQqYEf7JvT09GDRklNxy2euwMJ5M/D+D30OGzZtQXd3Nz5z/dW49sMXIBLh7oSD7oEBhfdTP/ckcfXtT8CcdlaZZ/LqyIcK+Or4dtR6GQfX4d5Pn4cLL/iAUqiz33Ymbv/3q3DBlTcqBYzFYti2bRtuveXzeN//OX1UTS+Xz+POpb/HX3MnAhF3q+319IQKWG5p2TmcP7YdN97wOSx//nlU5A9i1vQp+Ncb7sB99y9FNBrFk08+ie98+xv42q2fDiwq//qJZ7F023EA48HX2RMqYJkFZm39PU5sTOLtZ5yCCW0tOGnhHDWiPZ1duPDyz+LiC96F2ppqnLxogfq7+HFsB6vXbsEdD7+I/NSzX3exYKiAZVZA84V7cN1l78T82dMxY9pkhXLuGxjCv938LXzy4x9EXU01jBI7KRx6Pmdhz95OfP7We5E96WOvu4w4VMD/DxTwyQdvxRXX3YQf3HmTUraf/+YPWDBvJsY01I0anWXZiHBvzQAymRwOHOiBbTv4/H9+B9np7wYap5d5RkdGPlTAI+PXUW9dv/lH+MU9/4HBoWHcef/DuOKy9+I79/8E137k4sB479++8A1c99FL0NLSiH37ulTiksvl8e17H8QJC2bjd70zgerWoz7OY/XBUAGPFWcP87sPX1KHceOa8c17f4Kenj5c9aH34+OfuQ1f/fKnUFM9OqnYum0PfveH5/Cut5+mKPzqf55WaJuzzzgVsVgUN912F4ZOuu4wqZe/WaiAZZbBw5fWYcv2nZgwcxHuu/ub+NiVF+J7D/4OmVQS13/sIlX7k2dwMIU1a7dg2/ZdWLLoBPzp2eVYOH8umpvGKOXjc9Nt38HQSdeXeVaHTz5UwMPn1TFp+eMLq/DgI7/F+AljMWHCWMyeORXPPLcKb15yIhKJuFts7naPauZyFr5wy7dww6euRnv7Tix/YR0u/kAh5i5UwGMipv+9H116QQX+uPIVbNq4Efv378eHLjsXc2ZN9Se8d28nurr71H9v3PwKZkyfgogBfHfpI7juY5chHhvB5dm2jS/dfndoAf/3qsvRn9kdb8tix55OfPbfv4TGxkacecbp+My1FypCvb2D+MXjTyLCU00A2tpaMLa5Aes3bkXeAk5/6+KCASWTSXzt20uRPvlTR3+gx+iLoQs+Row93M9eM2cX4hED73rf5Rg/fgKuuvIK/OuHz8PevV1qn/fHP30c11x1kbrspX+gHzvad+Fgdz/edvopBVkyrd/u3bvxvQd+GSrg4TI/bAdg+Z34r1uvx+69+5HOZDF5wjjs2tOBPz79V8yfOwNzZ02D49jo7+/H5q07UFVdgzcunDuqRNPV1YU16zbht08+D/O0G183rA0tYJlFlV/9EE6b14SrLv8nVc9bt2E7Vq5aizP+4WRY+RyS/f0qBnxp7WZMnjge/3jmmwuUL5vNoqOjA3nLwrMvbMa6+JthVDWWeVaHTz5UwMPn1bFp6dho7Hoex1f24P3nvR3fuGspqqvcA08GHEQiEZwwbzbmzZ2Bqkr3bhk+zI5p9YaHh9XP6XQW33v6IIzjzzg24zxGXzUm/WnW6IOox4hY+NlgDjh5B86Ajd5r9iEfsdBy92Qg5+CE+8bhbW9ZAsNwcYCs9XHbjc+O9p347tJH8YHzz0ZDXQ1+8NDjwAWVqLvo9WP91CJr/e6JTnRcGvmOClTM6YdjmUi9XI/KBUmk1taj8oQkjIiNzJZaxCakkdlejfhxQ4jU52APRpE7UIHomCxy+ytRMZf9jdH9TQfpjbVIzBxEZksN4lOGYdbkkT+YgD0URaQpC6s7rr7r5CJIratT9NPr61CxIKn2PVOrG9T4sttrkJg1ACNmI7evEvZQBGZdHk7ORHzisPqb466Y16/6Vy3sU/2H2X/2ANKbatW32T9/sAJ22iv02oZH30R6Q51qm1pfh0r2B5BeV6/mp749tx9mhaXoG1EHdtZUxyljE4dhZyJqjorWhjpUzk+qKy7SL9ejYkE/0uvqUDG/H0bURmZ7jcvHdASRKguRpoziaXpLLSpnJ1F9VwLXvuV89PQk8adnluOyi/mzWxPcsaMdv39qOd5+5ilKOe9f9hiaft4GOxNFZnMN4tOGkN1Vhcp5SfAuwtSaBjWW1DpPpqS/rUbxPre7Usk22pRR/KOMY+Mo6xpUvaFvtEzJv6jjynLqMDKvVCHWlkGkIQurL458ZxyxiSnkdlUpmTt5w9UlXadMR70zPvuhac7m9gHMmFKDB3eZmDA0iHefVIcnnz+It53SisdX9mJ/TT0umGhjw/YkFs1vxOpNfXg+3ohTMv2YND6OfQdTmDW1Fg+9AkwcGsA7FjX4/X+9ogfdldV4/4wYnnupC6ec2IQ1m5N4saoJZ0eHUFtrYs+BFCa2VuLx7jhmDfTg9MXNqv+ZJ7fi0dUDyESjuPiESjzzQhcWzR+DZ1f3YHNjK95dOYzaGhNdvVl1l8mvhmswr68bZy5uxFMrOnH64hb8ZE0KuUgEl82L49kXu/HWk5rUtzc2jcU74kOoSNDRQZ2d/UWyCnP7e3HaifV49sUunLG4BT9bPYi8GcH751bg6ZWdiidPr+zC+rpmnFOTxlAq6x/S/s1QFU4Y7MHiBQ14dlUXTl/Ugv9en0LCyuP8N9ThD8vdOT25shM76pvwvrEW9nelUFsdRe9ADn82GrA43YtFCxrw1MpOJGJRjJu6BLWVFfjNE0+r7bdY1HDvj8nlsWLFSzj9LW/Cxi07YKXbsaauGYuG+7D4hDq8sK4PC2bV4YFXDLSmh3HeG2rwh+WdOGtJCyiTHQ3N+OeWDHZ1DGHe9Dps3D6AZ8wGnNjfiwWzqrG1fRCLFozB99fn0JJO4T2aTvz++U7sqh+D900CVm3owUlzx2DbriE8HxuDf7D71ZVtG7b3Y8GMOjy618TkgT6cfbIr07OWtOKxVX3oq6jExXMSMP5y96VO1Zg8hnujsGwLBgyFtnDMPGKxCNIp97rYqBmBZdtoaAP6OlgVcNQ7rr6aFguDXYX9zUQesCLq3rqR/hZqGg0M9rj9VX3LcVDXlkd/RxSWY/v0I5V5WKko8rZVQL+6ARjsc93QSH8LyY4IbMeGaRgwDRNmwoKdjajgnNaJbTn+2kagv8ftz/HbjoP6sRaSB6S/qb4RrcrDSkeRy2v9HQvV9bzZlKOX/jbq22yNvts/UZdHpr9w/LZhIZEwkRoe4QnHXNdqI3nQdbNq7IaBioY8Un3CU2/8joVEhVkgE/avb3PQt58LyUHEMFWSQvrp/kKZ5B0LlZWF9MmTxgkOeva6/UWmVY0WUr3u+EUnELUQNU2k04UyrWsB+js9+lzJDlDblsdAkUyNeB7IRZGzRmRqrH7oEocyzgwaaJpqoXtHRN15ou75NQAz6sDKGWAb6kuixkEqabi3Q+2JIF7lIBKDetc42ULPrgjMiKPa2pahfqYG5DPuoZlEtYPM0EjbeLWDaNwBbxZtOs5Cd3sEsUpHXb3MPrwGjDeEWnneywzEKhzk0gZqm230HzRR2UClBYb7TLRMz6NzWxT8Ji8JsrKGukVqqNt1s7xLJV7p0q8aYyuavIvFiDhI9ZlonZ7HwW1RRYOPot/gtlP9PfrZ1Mh3owlHfVOnz/FTDqRD+sM9npv3+MnrcasabAz1mIoWT1mSfy3TLHRuj6g5k3eUScMEC337yFPyE0o2humov/l90oolXPrC/+pGW42d/y48Vf1tIBpz52bbBuw8EI0D8Wp3jtKf/OP40wMjclYLntvNhqNkoeSQMpRsK2oc1bZlWl7d+kqdUDLtMzFmkoXe3RHvtICrS+QX5Us5Gs/ffWmYhITZUdk4YLz8s4sdsRAcBVfcwEFTaao8otkRWsO8+55azhXA1cKVKg/799OdaRcyySrUZxmr4CrkSnGtrzxchYNdprJ68jTTMrdH1GqTS+ldy2iioq7QwtU022pcXJHytM7I4+DWqG9F+L62xcZAp6msDW+TEgvH/85njQL6Yhn18YtlFYss/0brw5Wtj5/0aRn0C/U5Tt6iFa9wQIsqFpr0aWlpHf3xT8+je2dUWXWdz7SMtCZCi9aYVoqy4dx8nk6xwBu2dJm0HG+h85UI2Ee8E+fCuSeqHKR1mUyy0LPb3Q6URyybcj9ye3/EtbAmrbPWv/l4ektTfVuXM72l8eKPLmHooSahzP1e19zT1NJV6AxW14HxVwA4PIDlKBfHCVCJKHBxa2xHE0xBSDshzMHpjOD3qcRcBNKffdmOY/IVhNbe+0P6/JkuiSEBH064fryF5L6IGrNy4QEuWJRAxkEXxjmJWx/oMtWYIxEoxaiod5BOegrCBVDkLyIxbxENGX54wfHzu1RsXuRI90pB0a3RDXLsMg5FKwZk2b/GXcwMUxj6sH/9OAvJ/a5M2If0daUhLQlxuBjT/W5YQd6Qf+JWKRP5rQ7sk6eBoRwpD37XdhWXfcg/USIuKFkMHKe+CESm5AENlpqXAxUSJGodZUhEpqTDOZHPatHIoqMLLlYKdzmq/49muGYFSymVrOagX2MhsYy+mmQC+jvFsNG/LqPAihUz4NX2D5p/KfoGFcGNof0naPxB81Q81ZTvb/EvsL8Xh45eBKMVo2T/AL4Gjr/IUCiZyq9GKVqEQfw7XJmqGFDMKU1l1yuuqVUrM+oqgSQhfC9tfBMMQMx54xQLPTvd/hV1DvLuDWUjSYgB1Le5K7ppiutW+IydlceBzVHQ1XbtcPtXjWFioiUhXkhQ22qrlUUX2n/AdTNjZ+ZxYEsU4moV/VrXmtBVsr08YlGqx9gY8pILcbHyHbblyqcFqqgfSSKolDVNrutWLtT7rtDV6TeMd5OH6mYbw93udbcUCkMPlQR5SQhpCf90Vz9mooXePRGov/dS690kitZJkhF+h4/0a5piodvjf/04G8n9ZgFPJWHglTOShLB/2+w8OjZFofdv9NyujIPtaLn4DVovPXQQK6uPX3gp/+bLhImT56FUErJq6SWOHq+w4ZGsHt0diJBLWQ/NaPg/BvUvdtuixEEWme6b7kt/ooxl0qOvqggaF12lyua0h+e7eYPp4TxBK50hSb64vxYrFdDy3Jf+LmhOQZaXfZQ71WIrvhNXrn+zlExoZKyiC1SDZHI4vJA2Qf0DvSxt01+/eylv8fcfxlyMI3Qzz1XPgFkPOBXjvdKI7ior6xykmABoZlriAH0SHJCKJ/mX5tJoGVKkr7lfPQ6Rb6iA2Ys7/PGzJECFTLllI3l8a6UpgQipYLF5ZRYG5aMSBs2KKmvgxUvFgqWVyB1GfylH6f3p4rh4lMfRZCIJi85TiY31/oyxeD5EeS2tP3k6zERLk4nwtLC/Jws2LZAJSyqFi7SqYfQ7FaNLrFokP5Z5dJ1SY+ozYWx87CKHiQcfKpqYdZpHWWEMPvleX20MNMloXTkoVDKOwpcsmorGfqOsrMcPKqdk4ezPidMCSmZKQXMkVCpOjt9Xt7F7SRATJ7oqNf5mWyVDdL/iHrkgVJ1zyFAhhQhGAuHasTYGPFfOmh8za1pFSTxojUhf+OKvcs/y6NZGuUcbSFQCw17iovrTbQ2PKDWFTp7SFTJUSfe7vFb1TwtgmCFzYgjBBcHgX7JV9mVFgjzhmFnD5MN58x3dpqoaAKgb6/KEfPMTj5grE85JFoJaVEwO0p5MvdppRa2tklFJGmT+wj9JPPheJakGUFU/krgkapjhGEr59GydCZmSKWPAIDNe0o0GuJLiUgQHE+SaZJDFyYXOBJlgoBv2JlncP8jlljL5Qa4k2I2Odm26B9C/E+Ry9ExP2pbiaVD/oNCgFP2guQbJtJQb1ZXIX2ABYUyp0CzovSpOa6WYUjpRkITouwaShEgCIkKXJEQ3wRJE665WkhAGu3yUS9GSEL2tJCG6NZUkhMqtJ0EqCek0EWfJwqv1ScCrJwaShMToKrUYUZIQcaEcmwTPUhvkO0lClPXW6nSShOiLRpIPnb4kIaoda5p6EjLo7mCIRRD+6f0l+C+oU3pJCONLHmCXOFXGrydWkoQUhC/ergXno0o6npuUJESXiSQhlQ3cJfJqv5KEDBsFBkYSDX38IhNxtWKhaXXd8Msr3eguWILfgtofLbnUn7SAV1aoPkERqm5RVOoeUHoQC6ErvfTXmU5Xw20pZT09F6xCA6+AqmdpohR+zFoUpOsuWGpaugsWd6q7xVK1L7EwuguWn6vqHd8FS0JTHOuRR0weuFCkaC78H8OwwguLRBa6leS3+IeLWueV8E8v/Ms7vfan13NZdFYLRItrdZkEWmItUdWtp/Bf1wnpry94VdPk/6yArbggcxzoOkpkdYfdv4Q/CKJ1TOiXGH+QmwscU0BRWi2SgPdH0v+10j/s/iXqrEFiOWyZvAqZFiQhtBCsW9HkShJChtLEsr6kxxWyFaeSCG/biBaKbmyom0GzlzUZgFrRXqLgxxgJugBHBeGShHBl1I21VHDsb4+Z7vYggQ+6BWTVP5cyVXv5NsMGJh18JAnhN1mzZFCuW0BZ5boFNGMMxN2tCn/3w/Tm7wX1Mn5xLboFpKA4LsMxfAvId1JfC8rsdWtL15Sodn9ZjcyJ72jlWdOTJIQyqR3rbnkqC+glIbQ25DrnJEkILW1tq4PBTsNPQthIudhdkYIkRLbi9MSQ/CMt7jDpj+w6FSQhETc5oiXUdYLy17dXyRPWg1knVTGg+H7d3EoSUBxgymrQVwXhRESm6ImDMLZg9bDM4LkefTKNx+XR0x4t6C8xphlzYGv70r5L1CxYTYsbF+qhg7izUsG4zjhmevzlzXpbUTBdaUslEaLMOq8kBtQTBCoDM0o+eklCXJbeVmLV4q1Q2YbUlVlcn75XLzG07vrEOhbPQ8atj1/iOV2mQYkV5xLkpluOz6PzlUKZSrih01EKKMRG1ZQiI6m/KExdm43+DmLORpjIVJ+7Enp/DpZWsLjI6e8Xa/1lD1rv7wf5Ra7Sr3/p/b1dB72/YooUo4Nqktp3Rdh6/4oaG5lht1YkyqIsXK27t6vP37cGmlvz62zaOMl4ClRgTFKX83mq9/dgZAUWxis/KUt4iPHr+/K+shoo2MEQmQbxP0gnWGAnRkAssfSX5E3nnyzAQ8mkAA/oY7e4BUehGR6uL+/hAZWLcAUgWZbCA0aBVH8hmEEq98SukVkELqhA19u5kEnzexQKC5VCX8cDUuC5FGAxYBU8oIfHo1nX8YASfPObeQ8PqGd2ZIbgAQUkwE1zk/DwpIZH5FYRACtjqBBBgQm8+I4lHyqQD5xIeMCDvkI8o+AB2U5cJPkgVqqyzi3EunhAj763lcY50VJyK7GuzUJ/R0Rt5DMZixBfyTqiB9Ygr1T/PtMHk1Q12mrsDGUkSRM8IK2wssABeEBdJqTBKoMLtnXrjCp7JQgkN4LLlOyWiZSEGjoesH68jeQ+ekdFVRklHyySCfGAJcLm8PXfiwOj8IBcMYznxGJxIFJnCsQDavU4tmXAmTxg+rEO3/0tPCB3VBh/yUNAgwpYtdpd8/F5dO8gnmdki0jtWgy5eD5JOGjh6A5Y55LdBTX+IDxgq61wj3o9kxaW36WLKcbzEU+oP1LqKY5/dDSytGdNjEjrgu09xq1dZgGej+PnfGitdAAFx8+kQsdoKkT63ojC7skujY8HrHH83R3Ffw8PqIdDgvHUY0wfD1jjbsf6MvGQ7gVxu/euOAlhjM84XcdjkhaTKt11i7UswANKLEzmG50AAAkKSURBVOJdRaK2sArqT1pNUGp9HLQQ9OMzD5io8IBFm+2BeMAqN2uS/goPKHg8qZN5YY8fU3jKqOMBJRaVLTEuomIX7OMBPYi7god7eECJ2wrwgFqdLqjEouMB/Zob3XKF61Yl8Fb7pKXwgJ47lf46HrC2lQDhQjygnhhQPvSL3Nbz65jcPrPcRVQQ36mN98JdKsqOciZfZDHpeEC9kBxYE5WwgomiF5eyP8eiQiQPD0m5M4wgSERftCoJCWJsKRN82DWh11onfJ33L8nTgHkdUZ0wQDBH1P+10g/qf5i1z8Aa5fJ7LnVkQz8QD+i4CYSgS+Tgkg7JVua0nRi/ETyaSh4y7qIQxC7/Zt2OQbXf1gDGTs/jwNYRPCCFRyQy65H+oSTBA9J1dWt4QANonea6OB+Px1857x1+Uq5SxwMSj9gR8UEUpEUXT8i8jwfkhnqDhy4uwgPSSvJ7OsJGubMi+oJ7ZDvWOQUPyANItEw+HpD0j3NxkDJ+jomZNV3sIfGABvGE7vgl1GF/egMmDzrG0scDZt0DY7I9qkKsrRoeUKvd6rhPVWcMwgN62EGd/yITHw/oyUQQ1/6hJELyi5EeR7Lp/JrxgAGb3qXwdGrxFaFxg4AMQeAItQ4Cqv9Bta3XjgccDWQoZRGDQBdBcyolk6A6p769JwazVA0zEA9YAk8Z6BWDwCkeUkpvXxIPuPzeS3n5kv8EYc+kzqV/kIoniUoBdlBDCkt7ZfUOFFbSGU/wMAr3A/X+AjbQ3ylr0lHYn+Ucwe3J+FUS4R0y0vtLTUofv8QmxYVy7kRkhgqxc0H95fxFsVsREEQBfe+sTSF97zCUJkCOX5WpNOgW+wTR9+t0mvtjPMryF+Wiy1TiSJ2+1D4LMJ5xr1Cu1T7ZRwdpyDeC3pGXqlyUK5SpokX5acZDxmRs+OVFDiHy6jBxK5ni1rwkY6Gi8cOsfemrTSyfCvK5FeS421CiFJKxkSlcvX5R2JsBv8k+kiRQYNJfBfDMwhw3sFZYNtaMGMRbHh7QS25kcbA/mUIcHpVAtveoaESPcPz6KvTPF3vZMIfF3QNmb0wGVBYn9C23v/5IQK4Cf2bsPIxT6TKfSsQsnGNS47fc8fsLhYKiouTcwrYPRqhyLWddq4U+kUmLrWBNck6aY1CKZo6cmxZeKTwgE4+J7jYbx0Th8+iBHK2QJIS8kFONUnFQSRBrrHJcwXEXNGVXXHwW+RcXygUPSJ1wZUpD5XofqSyoOqDjyVThAbWjeYcy2UGBZCCsvcQJqiBXQtBiZnAk7ecYSsHCg1zJkdAPciOvFQ8Y5PILtsC0RRd00CoQT+ghrgvGWyIxU1bH2+KT9kcCqw8KD4LmVMqNBr33PYQ2gcCDSvqhJN8sa4eSaH0IvS/GA8r+K78veDZaUNbW+AgekBV3dZreS9MlONdBAIIH1F2tv5epXC2hR64FEhdNnBoPLfGR5EFKDoq+dyhJ38nge5ljotZGxqs/Sp1T7y94QCq3nHGl8gsekDsZyvJodUa9v7hN1Y50ivCAXHRS/xT+6f1lB0MlUQR7aIeSyEveOCFexcczjrUw4IU6slMlOylqoB4ekP0oT0ksBQ9I0IH0FzygLmf/UNKwexxXrKIkGvr4RSa1LRYGOr2DapQJkencjaEFzBowNv7yIoeoBN3qFGPPgs6TijvWXbD0G4UHDEgepK2qvfF0mnbeVReunIdV/PNcsOuGXBemBO25K1m1Op5NX51BP6tFw0PcdKHetR/FCBX9fIYsaAnedcCp9PfPAnvbV+oYQVECJGNRLpjIYY2+HvMJnwtkomEsVczrhSvSRj+J5suERxi8s8DK4nEijne2heGFxn8dz1cSzOHNR7eeMv8CnfAwpAW1P/n92wQeFV/NEeiOjsBFH647U0DVIMUMOOUVxAT9oHZBbBZwbvlITmkFhQjHpv9ot8l5HC79QHdWAvwbxL/AsKsExjGo/xEdmQjQH/lmAR5QYb9aLQUM8JMGrU51SDyg6dafBrsK8YCNDIqLrnZgPawYD0grwdXPoFzHA6paFK9x0BDRtJLZYjxgzAFdM1ezvj3H+hjPO+slB8kiC/CAHh6PqDodD8iapZxXFmWX5KkAD+hl4TyEI4eSOCdV52uPBJ70K7C2vPyp1laX/fh4wAjxiHmFnfMTATna0FGEB6xwkxNadcED0tIytGFoJIeS6IqldquXfILwgPwewxY5uCbz93dYNKVlWy6MAjwg8ZST6IZHrluh8ZHacwEeUN9qEQ0vdh3y37rpldhPX736FpRfkiiFB/Rv1RqJS3w8oLdl5rs+SW50PKBX+tGtgiQBJQ8naf0FD6i3lXJOAXatBIo46IijfqWGxFpylFUvR3BeRK/wBi2d19K/IJzxrtcoroeKEuljlS20Auvlzbk46ZB+On1ZoAWVg4Az1Bx/UMLSPDWPrh2F9/HIYtXpKAUUBupmWe3dme7ZX/2KDVE2fWJSEyo4tunhAeV8qSihHCPUi80C+dHp+wqk3YkiyQ1LHLpgZA9bjor6TMkwWC+8i0bo68LS95DF8pNZLBtQWKJA/JnvaaH1zDOIviiA3k7hAWPucVZ9XD5PNVclpZDieNp3fdo5Gxl/IaDWPbdb7GqVlWNJyIsB3cTMvUVB76/vi0u9V8cD6kokMbdOy5epfo6IMTbLaRJ+MQZc98iH2rNptyYk2zaqSOwFzkQkq604G+rCHhLhIZaGCTb69pqqZqaua+BddITu74qodgq5kgfY39+K01aLtOXq5b8z0xRXFa90hc76HQ/4UBHy/BYv+OHmeRaoIQr7gInqMS72j/1bp1k4uN2FmTPDYpJS0+RgsNudMTF63OXIpaH6DfW6eD8uEmZnrdMtHNzG+wmJunEPvlc3uO3kESH5aBjtIh+hrwMcSH+4x+C5LrIEBrGWlltfY/JFhWBoQf7J/YAcG8/nEgfZMN5GH/F0rBvyzDQvCYu6uEKOmbSoDOouwMk2uneZ3vluhlEj7t/vH/POrfDstgXE4oDJM8K8H9LrT/4xS2ZNUOQs/OPf1AV9B0l+lvGzP5WMyVXjRBs9e6jc7rxJk7/YneEXF/v/A/zTCL1MJ3CaAAAAAElFTkSuQmCC</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="bg" center-x="240" center-y="180" 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