<snapdata remixID="9555057"><project name="2.2 Warm Up Prep" app="Snap! 6, https://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" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4Xu3deZgcZbk28PupnglbMl01IRFljbIlYQn7qqKIrHIAGTJdnSAgioog4AfiHlwRPgVBjuIGknT1hEHgQ1ZBRWXftyQQ0LAqZpmqnrBmpuv5rh6CBzxJ6O6p6req+p5/znUd6n2W3/tePHZTXSXgHwUoQAEKUIACLReQlmdkQgpQgAIUoAAFwAHMQ0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDFKAABShAAQMCHMAG0JmSAhSgAAUowAHMM0ABClCAAhQwIMABbACdKSlAAQpQgAIcwDwDbScwc0A3WSFwZBhL2q75BDasHZgwRuHP7pZnE1geS6JAbAIcwLHRMnBSBdxAL4fgCIT4V1JrbKu6BO8CcKVny1Ft1TebbXsBDuC2PwLtBVBcpruHOVwhgA0LRa9L/l97CSSrW3dQ/wshSgoEVhVHlsbLXcmqkNVQID4BDuD4bBk5gQLFQO9SwX+rYgNRfM5zZLMEltk2Jbm+Pl3bDxG8WNuPki27t03zbLTtBTiA2/4ItA+A6+sxEJzg2bJHreuCr4tE8DPPlh+0j0JyOnUD/ZIqPlN2ZFKtKjfQO6G42HPk0uRUyUooEJ8AB3B8toycIIHiMu1SCwvCKo7oW1/urpXW6+uhlsCzOrHFnPXknwkqN/OlzHhZ3x0O4clQ4fY5cs3IfizV3awcrpQQk0vjZTDzCGyw7QU4gNv+CLQHQLGi3wlDbFR25Ji3dlwI9AYI/lXOv/3/3x4q5rosVPRSKN5VtuXAt+2Hr5daFp4v5eVr5qpjZgq0RoADuDXOzGJQwPV1UwjuDjuxY9968o+3llJcplO0Aw9VQ+wy15GHDZbZNqmn+7p9zsK9MoxppfEy/62N976s77GG8AAUu3mOPNM2KGy0LQU4gNty29ur6YKvV4ngXs+W762qczfQ2k1Z25cd2au9ZMx0W/D1dhE87NnyudXsx1dUsUvZkcPNVMisFGiNAAdwa5yZxZCA6+uHILhkKI/J/SKvruZf+A6ARRris+VuKRsqtS3SFga0IBZ+CmCSZ4u/qqZ7VNfprGABFMd6jvypLWDYZFsKcAC35ba3SdOqllvBg6r4ZtmRq9fUdWFAT4CFWcN5bNQvUm0ToZa22aOa66jgeYSYVe6Wi9e4H74eJoKzvDx2gEjY0kKZjAItEuAAbhE007ReoFjRE1Xxcc+WD9eTvRjofAiu5A1A9Wg1fk3tRjgojijZMqWe1W6gfxTBb0t5uaie63kNBdImwAGcth1jvXUJHD2o44dDzNMQHy13yyP1LCoGum8IXKeKrfscebqeNbymPoFeXzcTweMWcHDJlj/Us6owoNuJhd93WJh6WZcsq2cNr6FAmgQ4gNO0W6y1bgHX1x/BQqeXl5PqXvTGwyCugGDIy0uhkXW8ds0CbkXLUHR6thzZiJVb0QsRYshz5LRG1vFaCqRBgAM4DbvEGhsSKCzVraUDt+Zew3azN5DFjSyeUdHNQ2CeCD5c6pLbG1nLa1ctUBzUvVTxRwuYOicvTzXiNPNFnVhdG4/oMPYpry+PN7KW11Ig6QIcwEnfIdbXsIAb6I0Q3OTl5byGF7/xKfhcVexXdmRaM+u55u0CBV8fEsHNni2nN2PjVvRUKPb3bDmgmfVcQ4GkCnAAJ3VnWFdTAm5FD4Lih1vmse0skeFmgvQ8p+t0jMOzsHBGuUsuaSYG17whUBjUYxHinOHl2KR/41X/DOydrGapdiys4FEIvujl5fp3up7/nAJpEeAATstOsc53FOhRHdNZwTxU8XlvvNz0jgvWcIFb0aNVcd7wCmzaP1FeGk2sdl3bs1jHdozBMyI41cvLZaNxcJfp/sjhJ0N5TO0XWTGaWFxLgaQIcAAnZSdYx6gFCoGeLsA+ni0HjzrYG19F3yeCv5bycmoU8dotRrGi56ni/Z4tO0fRuxvodQrcWrbl3CjiMQYFTAtwAJveAeaPRKDwkr5LhvGwJdi70Rt9VleA+4ruihW4rWphm7ldsjCSQtskyPRB3TIX4jGMwd7eunJPFG2P3CCnuE07sH15rPwripiMQQGTAhzAJvWZOzIBN9CfCrC8ZMsZkQV941NwSYF1yrYcEWXcrMcqBHqlAK96thSj7LUY6DkKjPNs+WyUcRmLAiYEOIBNqDNnpAK9vu5gCW4AMHl1zxduNmHvK7qxtQJPQHC4lx/df1dutoa0rXMruj8UV4VjsFXfuvJclPW7gdae270gVBzY58iDUcZmLAq0WoADuNXizBe5QMHXv1gCr2TLzyIPXvsUXNFv1v6Pl5et4oiftZhuRZ8A4Hl5OSuO3oqBfiZUuGVHPhBHfMakQKsEOIBbJc08sQi4y7UHVXzZs2XHWBKsDFoI9HkIflDOy4Vx5kl77EJFT4LiS2VbNoqzFzfQB5DD971x0h9nHsamQJwCHMBx6jJ2rAIzX9T1wrUxXyzMmNMlf40zmRtoD4BfqoX3lbtkaZy50hq7MKjrS4i/ATjes+MdjDMG9f0aYo71GqbM3kBeTqsZ625vAQ7g9t7/VHdf8PUbItjGs+WoVjTiBvpnAI97tpzQinxpy+EGWnvF4NaeLR9sRe1uoJer4rGyI99qRT7moEDUAhzAUYsyXksEist0I83hvqEQu/Z3y7OtSFp8SbcNh/FAGGKHud3yWCtypiXH9AHdxrLwoNWBHUtj5dFW1N0zoJt0WrhHqti5NF6eb0VO5qBAlAIcwFFqMlbLBGo/DxLFUyVHajdIteyv4OuvRLCpZ8tHWpY0BYncQG9RxTNlRz7ZynKLvp6lgs2j/rlTK3tgrvYV4ABu371PbeczBnXPMMTcoTwm90trHxM5c7lOrA6P/HfOT3iOXJlaxAgLd32t/Ub6N7kOvG/2uMbePjXaMnpUx3ZWsMCyMH1Ol9wx2nhcT4FWCnAAt1KbuSIRcAO9VwTnlfLiRRKwwSAzfD1NBV8o2bJpg0szeXkx0GdE8eM5jvzIRIPFirqqONWzZRcT+ZmTAs0KcAA3K8d1RgTcQD8piuNKjuxlpICVSd2KPiWKS0q2fNdkHaZzFwP9qgqO9fKyuclair7eroJfe7b8ymQdzE2BRgQ4gBvR4rVGBQ5bpPa6NuaHgkP7bLnPZDG9FT04p7g8N4wtL1tfXjBZi6ncRy/VDasdWFgVHNWXl+tM1VHL2xvozpbimlcCTLl6kgQma2FuCtQrwAFcrxSvMy5QDPT7qpjgOXK88WJq77r19VoBBjxHjk5CPa2uwfX1MgW6y44c0urcq8rn+vpLESwp2fLlJNTDGijwTgIcwO8kxH+eCIGZr+qk6uu40xrCDnMmyD+TUFRhULeWEI9YwO5zbHkgCTW1qoYZge4YAnephe3KXfJ4q/KuKc+MJfrusBMP5tbCHrPXkUVJqIk1UGBNAhzAPB+pEHB9vUYFd5RtOTtJBbu+XigWdinlZfck1RV3LcWK3qUh7vUcOSnuXI3ELwR6pij29Bw5tJF1vJYCJgQ4gE2oM2dDAsWXdF8dxi/G+Jhy6SR5raHFMV/cM6D5TguLIDjJy0sp5nSJCO9WtAjFhUMhJvV3SyURRa0s4phFuvYKB/OlA58qjZU/JKk21kKB/xTgAOaZSLRAj2quM8DDmsOXy13yuyQWWwj0eBF8Z+h5bNI/VVYkscaoauqZp2M6N8Kzqvha2ZZfRhU3yjiFQf2YVPH9IRvb94tUo4zNWBSIUoADOEpNxopcwPX1ZAgOTfqTp4qB1h6/eG3WbwCq3QgH4JCSLdtGvtkRBqw9mQuKazxHLogwLENRIFIBDuBIORksSoGVb9d5TKvYtzxe5kUZO+pYvb7uI4IbBZji2fL3qOMnIZ4b6HsVmK+KA/ocuTUJNa2uhsIynSo5/EEtbMO3VyV5p9q7Ng7g9t7/RHfvVvR8hBDPkS8kutCVxY28nUeg5bxMT0O9jdZYqOhcUUir3j7VaH3/eb3r649hQb28nDLaWFxPgTgEOIDjUGXMUQsUl+sUreKPafoEM/IJUTAfIfYvO1J7dWFm/gq+fhAWbhJNzyf8N79BkRw+XBon8zOzGWwkMwIcwJnZymw14gZ6MxTXeo78OE2duYGerYqDy06y/xtpo6YFXx8VwXWeLWc2utbk9a6vX4DgEM+W/UzWwdwUWJUABzDPReIEioN6iFbxgyEb26XtLtYDn9S1nIl4FoqvZOW5xLXnb0PwPX8xNrlhC3k9cQdmDQWtvIv+EcnhS6UuuTZNtbPW7AtwAGd/j1PV4Umqay2roPZ14QmeLbekqviVxRYHdIZauECq2Kw0XgbT2MObNReXaZfm8LSEOLnULXPS2IsbaO3dzRePz2PKhZKu/wGRRm/WXL8AB3D9VryyBQJuoF+CYm/PkY+1IF1sKdxA7xbB3aW8nBxbkhYELlb0AlXs5tmyWwvSxZbC9fV3ENzm2fKD2JIwMAUaFOAAbhCMl8cn8OazfAHsmfaf8riB7gTBnTqE7crrJ+NZyY3uXGGpbi2deASKPTxb7m90fZKur90gB+COJD1LPEk+rMWMAAewGXdmXYWAG+gvACxL240+q9vMgq+zxULey6fzucRuRa/REJWyIzOzcGBrN8gBGO/Z8qks9MMe0i/AAZz+PcxEBys/Mf7ulRBTrnay8T7XI5bpRmvn8AQEPV5erk/TRrkVPQiK/teq2OrK8fJ8mmpfXa2H+Wqva2E+FB9L+yf6LOwHewA4gHkKEiHg+nqbCi5N6vOFm0XqrejXRHFM2ZbNm41hYl0h0Kdq+9GXl++YyB9XzpHndiuO8RzZO64cjEuBegU4gOuV4nWxCcyoaCEM8UXPkZ1jS2IwsBvosyL4USkv5xsso+7UxYqeoorTPFs2qXtRii50fb3PsvDDOXkpp6hslppBAQ7gDG5qmlrqWaxjOzuxQBS9pW65PU2111trIdCPC3BJLofNZ4+TxfWuM3HdzOU6sVrFUwocW7bltyZqiDtncUD3UkHf0BAm90+Ul+LOx/gUWJ0ABzDPhlEBt6KzVLFl2RbXaCExJ3cDrb2bdpFny/ExpxpVeDfQ2isGJ3m27DuqQAlfXAjUE8FCLy+zEl4qy8uwAAdwhjc36a31LtONrRzulTHYubRuNm70WZ35zAHdZtjCg1aIHUvdUnt1YeL+igO6bWjhgY4QO8zulscSV2CEBRVf0Y10Be4Lq9ilb7w8F2FohqJA3QIcwHVT8cKoBdxA+6BY4DlyVtSxkxivEOjPUfu078g+iazP11shWFi25dNJrC/qmlxfvwnBZM+W3qhjMx4F6hHgAK5HiddELtA7oO+3BKWcjcmzRV6OPEECA468naeKv1cFn5xrS3+SSpweaE9O8SvN4b3t8v7cmarrVQMsCBXFvm75a5L2g7W0hwAHcHvsc+K6dAO9X6o4pzRe5iauuBgLcn09WQVnlG3ZKMY0DYcuBPq8KM7xHLmg4cUpXlBcptM1hzM8W3ZKcRssPaUCHMAp3bg0l10I9ARLUCzl5QNp7qPZ2t1AF4aKUl9Cvnrv9fWbtf3wbNmy2Z7SvK5Y0b/U9qNsy8Vp7oO1p0+AAzh9e5bqit1AHRHMF8XBc2x5INXNNFn8jIoeECquDKvYyvQNQCtvhHvCEhwxJy83NtlSqpfNCHRHFVyniimeLX6qm2HxqRLgAE7VdqW/2GKgtbfR5Eu2fCb93TTfgevr1bDwkpeXGc1HGf1Kt6JzEGKs58hho4+W3gjFQH8GoFKy5Uvp7YKVp02AAzhtO5biemcs1s3DMbhtaAWm9U+UF1PcyqhLn7FEtwo78SiGsbe3vtwz6oBNBHCX6q7owG3WELadM0GeaCJEZpb0LNYNOsfgIWsF9p4zUZ7KTGNsJNECHMCJ3p5sFVf09dpQ8OeyLedmq7PmunF9PR+CvTxbdmkuwuhWuYHeC8XtniOnjC5SNlYXAj3dUnyw5Mgh2eiIXSRdgAM46TuUkfqKgX5UgYv8Jdjmhi3k9Yy0Nao2Dl2i49brxNMiOMXLy+xRBWtwsVvRmao4/+UhbHbNBFne4PJMXn7gk7qWMwGPCXBiyZbfZ7JJNpUoAQ7gRG1HNovZR7Vjw0E8Uq3i9L5uuS6bXTbXVa+vx1mCs8fkscmlIq81F6WxVceorr2igmdDxZl9jvy6sdXZvrp3QA/O5XDuC13Y7laR4Wx3y+5MC3AAm96BNsi/8u06B3q27N8G7TbcYiHQhy3gppItZzS8uIkFxUDPCYH9y7Zs38TyzC9xA71JBDek5e1Vmd+QDDfIAZzhzU1Caz3LdUJnFY9Wh/GhuevLgiTUlLQaRp4KZuGWKjBlri1/i7O+6YG+LwfMD0N8hE9/WrX09KU6OdeBPw3lsG3/OFkS534wdnsLcAC39/7H3r3r64WwMOTl5bTYk6U4Qe252Arkyrb0xNlGIdB+Aap8/vGald2K/gghOj1HTopzPxi7vQU4gNt7/2PtvvZ2HbVwc4eFqZd1ybJYk6U8eM+LOqljbdS+ITiobMsf42inEOiHAVw//Bom928gi+LIkZWYRw/q+OEQ8yTEfkl9e1VWrNu5Dw7gdt79mHsfeQeu4CovLz+JOVUmwruBfheCw7y8TI2jIbei86C42rPlq3HEz1pMt6Kfh+LwrL8bOWv7lqZ+OIDTtFspqtUd1P9CiG9vmce0WSJhiko3VurKu8Wfqwq+0dclv4iykN5B/VRO8a0XurAx7+6tT3aWqrWwgodg4etel/y/+lbxKgrUL8ABXL8Vr6xToOc5XadzHOYr8Mm4vk6ts5TUXVYcUFctXPSKYtLVjgRRNHCYr/a6gkUS4sRSt3hRxGyXGLWv7QX41dByTOnfWF5tl77ZZ2sEOIBb49xWWdwB/Qpy2NXLt/fzhZvddLeid6jiwbItJzYb463rCoFeJIIdvLzsGUW8dovhVvRqVHGP1y3fa7fe2W+8AhzA8fq2XfTeJfoeqxMPhIrd+xx5uu0AImjY9XUaBPfkhrH97FH+dGvmUp1c7cDDUOzqOfJQBOW1XYheXzezBHeFQ9ixb4L8o+0A2HBsAhzAsdG2Z2A30NqTlf7JG31Gt/+ur7+BhQleXg4aTSS3otcjxBLPkU+MJk67rx25QQ54t2fLce1uwf6jE+AAjs6y7SO5Fd0VwFVDVUzp75ZK24OMAmDlNwkL1UKh3CW/ayZUYVA/JiHK4RC25Ce3ZgT/Z03PgOY7c5gP4HAvb+btVaPrgKuTKMABnMRdSWlNbqB3quLnZUcuSWkLiSq7OKhnaohPe7a8t5nC3ED/LhZ+XuqSs5tZzzVvFyj4eqzIyH7sQRsKRCHAARyFImPA9XUmBJ/3bNmNHNEJuIE+XXuLVKOvcKy9Wq/2Vh/Pls2iq4aR3EDvhuInntPat1dRPpsCHMDZ3NeWdnXcEh33agcWWBaOLOXlrpYmz3iygq+HiWD20Aps0T9RXqyn3ZUvl39SFTPLjlxdzxpeU59AsaK7hyGuWGcYk3/N1zjWh8arVivAAczDMWoB19dvA9jUc+ToUQdjgP8lUAj096J4wXPk2Hp4XF8vUcGGZVs+Ws/1vKYxAdfXywA84zny9cZW8moKvF2AA5gnYlQCM1/VTaqv456hYezUv768MKpgXLxKgcIynYocHkIHdiqPlUfWxFR4SbfDMO5HFdPK42UeSaMX6FmqG3Z24P7cWth19jrybPQZGLFdBDiA22WnY+rTDfQKCB7y8vKdmFIwLIBCoD8TwVQvL+9fE4hb0b+qYl7Zls8QLj4Bt6Jfg2KaZ8uR8WVh5KwLcABnfYdj7K/g6wcFuGz5q5j8u/fIKzGmavvQPRXt7gyxqHYXbsmWuasCKQY6vXYX+pCFSf15GWh7tBgBPvYPXXfcOligwNFlR/4cYyqGzrAAB3CGNzfW1lSlEOBBCL5dtuW3seZi8BGBQkU/J8BXvfOwMWb9xwsuZqnlnornFPhuOS//TbL4BQqBfhyKr5dt7AARjT8jM2RNgAM4azvaon4KA/o5ERzlObJPi1IyDQA30MdDxeV9jnzjrSC9vn7Lqu2HLVsTqnUCrq+3quLycjf/R0/r1LOTiQM4O3vZsk5Gvg5VzMcKHOBN5POFWwb/xn8L3k+Aa6DY2nPkmVpu19dNIXhcgUPLttzcynraPZe7WKdhDG4cEkzh1/7tfhoa758DuHGztl9RCPT/WsA6pYje1tP2oA0CuIH+VgWvl/Pirvxq2hPFWp4tH28wFC+PQKAY6EUh8GrZlv8TQTiGaCMBDuA22uwoWp0+qFvmQvwll8N2s8fJ4ihiMkZjAm5FtwDwmApGvv4Xxa0AtvHy8mRjkXh1FAIzl+vEahWPVC18YG6XLIwiJmO0hwAHcHvsc2RdFgO9AYpbSo78MLKgDNSwgFvRH0LxoZGFgj95efliw0G4IDKBoq9fhOAjJVsOjCwoA2VegAM481scXYPFQI9UoA/ADyBYEV1kRmpUQBTrKXD6G/MX56rg5UZj8PoIBRRjAHxJgN6SLVdEGJmhMizAAZzhzY26NQ7gqEWbj8cB3LxdLCs5gGNhzXpQDuCs73DE/fEr6IhBmwzHr6CbhItpGb+Cjgk242E5gDO+wVG3x5uwohZtPB5vwmrcLM4VvAkrTt1sx+YAzvb+xtIdf4YUC2vdQfkzpLqpWnIhf4bUEuZMJuEAzuS2xtsUH8QRr++aovNBHObsV5WZD+JI1n6krRoO4LTtWELqHXkucchHUbZ6O/goylaLrznfyKMoLVzO528na1/SUg0HcFp2Kml18mUMLd8Rvoyh5eRrTMiXMSRrP9JYDQdwGnctITWPvI5Q8Jvlr2AKX0cY76as/Nr/7wKcsMbXEQIXDwney+cSx7sfI68jXBfzVfEJvo4wXussR+cAzvLutqA3N9ArIHjIy8t3WpCubVMUAv2ZCKZ6eXn/mhDciv5VFfPKtnymbbFa0Lhb0a9BMc2z5cgWpGOKjApwAGd0Y1vV1sxXdZPq67hnaBg79a8vL7QqbzvlKSzTqcjhIXRgp/JYeWRNvRde0u0wjPtRxbTyeJnXTk6t6rVnqW7Y2YH7c2th19nryLOtyss82RPgAM7enra8I9fXbwPY1HPk6JYnb4OEhUB/L4oXPEeOradd19dLVLBh2ZaP1nM9r2lMwPX1MgDPeI58vbGVvJoCbxfgAOaJGLXAcUt03KsdWGBZOLKUl7tGHZAB/i1Q8PUwEcweWoEt+ifKi/XQ9CzWDTrH4ElVzCw7cnU9a3hNfQLFiu4ehrhinWFM/vUEWV7fKl5FgVULcADzZEQi4Po6E4LPe7bsFklABhkRcAN9WoGLyrac2whJIdDTBTjRs2WzRtbx2jULuIHeDcVPPEdm04oCoxXgAB6tINf/W8AN9E5V/LzsyCVkGb1AcVDP1BCf9mx5bzPR3ED/LhZ+XuqSs5tZzzVvFyj4eqzIyH7sQRsKRCHAARyFImO88WmtorsCuEq6MLkkMkiW5gV6l+h7rE4sVAuFcpf8rplIhUH9mIQoh0PYsm+C/KOZGFzzhkBRtUsHsQDA4d2tnOQAABg0SURBVF5e7qELBaIQ4ACOQpEx3vop+NcA/unZ8lWyNC/g+vobWJjg5eWg5qOM/I+i6xFiiefIJ0YTp93XuoF+F8C7PVuOa3cL9h+dAAdwdJaMBGDlJ7cHQsXufY48TZTGBVxfp0FwTy6H7WePk9qnrqb/Zi7XydUqHoZiV8+Rh5oO1MYLe33dzBLcFQ5hR36T0MYHIYbWOYBjQG33kO6AfgUy8i/8w9rdopn+3YreIYoHS7ac2Mz6/1xTe1uPCnbw8rJnFPHaLYbr69VQ3ON1y/farXf2G68AB3C8vm0Zvec5XadzHOYr8MmyLX9sS4Qmmy4OqKsWLnpFMelqR4Imw7xt2WG+2usKFkmIE0vd4kURs11iFAL9sAC/GlqOKf0by6vt0jf7bI0AB3BrnNsuy8rfr35ryzymzRIJ2w6giYb3Ue3YcBDPDSu+OdeWnzcRYrVLpgf66Q7BWS90YeNbRYajjJ3VWLNUrYUVPKSKb/D31FndZbN9cQCb9c90djfQP0BwlZeXn2S60YiaG7nRR3CYl5epEYV8Wxi3ovOguJo3yNWn61b081Ac7tmyb30reBUFGhPgAG7Mi1c3IFAc0G3Vws0dFqZe1iXLGljadpf2vKiTOtYe+ZnLQXF9bV/7OhXA9cOvYXL/BrKo7ZAbaPjoQR0/HGKehNiv1C2PNrCUl1KgbgEO4LqpeGEzAq6vF8LCkJeX05pZ3y5r3ED7VNFRduJ9u07B1ytEMOzZ0tsuts306Vb0RwjR6TlyUjPruYYC9QhwANejxGuaFuhZrhM6q3i0OowPzV1/dD+pabqIhC/sHdD3WxZuqQJT5trytzjLnR7o+3LA/DDER/q65a9x5kpr7OlLdXKuA38aymHb/nGyJK19sO7kC3AAJ3+PUl+h6+upEBzg2bJ/6puJoYFCoA9LiN973XJ6DOH/V0h3QM9VCx8t27J9K/KlLYcb6E1Q3Og5cl7aame96RLgAE7XfqWy2pV39z5SreL0vm65LpVNxFR0r6/HWYKzx+SxyaUir8WU5m1hj1Fde0UFz4aKM/scqT25jH8rBXoH9OBcDue+0IXteLc4j0XcAhzAcQsz/ohAMdCP1t7q4y/BNjdsIa+TBTh0iY5brxNPi+AUL9/at+u4FZ2pivNfHsJm1/C1eiPH8cAndS1nAh6rvUWqZMvveUYpELcAB3Dcwoz/b4FiRa8NFX9u9NV6WSUs+Hq+CPbybNnFRI9uoPeq4vayI6eYyJ+0nLVXOFqCD5byckjSamM92RTgAM7mviayqxmLdfNwDG4bWoFp9b5cPpGNRFBUzxLdqrMTj2IYe3vrm3m7jrtUd0UHbhsawrb9E+SJCNpKbYiexbpB5xg8ZK3A3nMmylOpbYSFp0qAAzhV25X+YosDeg4sdJVs+Uz6u2m+g5HnCwMveY7MaD7K6Fe6vs4BMLbdn9tdDPRnCDFY6pYzRq/KCBSoT4ADuD4nXhWRgBuoI4L5ojh4ji0PRBQ2VWFmVPSAUHFlWMVWfePlOZPF9y7Tja0cnrAER8zJy40mazGVe0agO6rgOlVM8WzxTdXBvO0nwAHcfntuvOMZgZ6ggmIpLx8wXoyBAtxAF0JR8hw5y0D6/5XS9fWbEBQ9W7ZMQj2trqFY0b+IojTHlotbnZv52luAA7i9999Y926g90sV55TGy1xjRRhI7Pp6sgJnlB3ZyED61aYs+Pq8AOd4jlyQpLrirqW4TKdrDmd4tuwUdy7Gp8B/CnAA80wYERh5+pOglHsdk2dvIC8bKaLFSQuDur6E+FsVOH6uLf0tTr/GdNMD7ckBv1QL7yt3ydIk1RZXLTNf1PWqa2FBqCjyqWBxKTPumgQ4gHk+jAkUBnRu7b8HJ+Wr2LghCoH+HIoty47sE3euZuIXfL0VgoVlWz7dzPq0ral99V77777lbpmettpZbzYEOICzsY+p7GLlDUD3yhjsXFpXnk9lE3UWPXO5bjNcxYNWiB2T+nad2turQgsPdOSww+xx8lidraXysuIrupGuwH1hFbuYvhEulYAsOhIBDuBIGBmkWQG3orO09qnQFrfZGGlYN/JuZGCRZ8vxSa7XDfSXACZl/R24hUA9ESz08jIryfvB2rItwAGc7f1NfHc9i3VsZycWiKK31C23J77gJgosBPpxAS7J5bD57HGyuIkQLVsyc7lOrFbxlALHlm35bcsStzBRcUD3UkHf0BAm90+Ul1qYmqko8DYBDmAeCOMCMypaCBWnmXokY9wAbqDPQnCel0/H23Xcip4KxameLZvEbWMifu0RnJbgR3PyUjaRnzkp8KYABzDPQiIEXF9vU8GlZVtqX4Fm5q/X16+J4JiyLZunqalCoE+p4tI+R76TprrfqdZCoMeL4hjPkb3f6Vr+cwrELcABHLcw49cl0LtEd7bG4JpXQky52pGgrkUJv+joV3TD4RVYGIY4Km2vYay9ls+ycHnHGGx52bryQsKp6yrvMF/tdS3MD1fg0L4Jcl9di3gRBWIU4ACOEZehGxNwA/0FgGWeLWc2tjKZVxd8nS0W8l5eDk1mhWuuyq3oNRqiUnZkZhrr/8+a3UDPBjDes+VTWeiHPaRfgAM4/XuYmQ5mLNF3h514EMCeni1/T3NjPYHu1Cm4U4ewXXl9eTyNvRSW6tbSiUeGFHv023J/Gnt4s2Y30PcCuMMawg5zJsg/09wLa8+OAAdwdvYyE524gX4JtXfkpvRT41v+hX+3CO4u5eXkNG9MsaIXqGI3z5bd0txH7dM8FLd7tvwgzX2w9mwJcABnaz9T380xi3TtFQ7mATjBs+WWNDZUHNAZauECqWKz0ngZTGMPb9ZcXKZdmsPTEuLkUrfUXl2Yuj830I8AuHiMj6mXTpLXUtcAC86sAAdwZrc2vY0VBvRjIjh7yMZ2/SLVNHXSozqms4LaKwa/4tnyqzTVvrpa3UA/CeB7Q3ls3C+yIk099ajmOgM8ooozy93yuzTVzlqzL8ABnP09TmWHbqA3Q3Gt58iP09RA7Uaf2ruOS45sm6a636nWoq+P1t6Zm7Yb5FxfvwDBIZ4t+71Tj/znFGi1AAdwq8WZry6B4nKdolX8US1sk5a389Ru9FHBfITYv+zIn+tqNCUXFXz9ICzcJG+8tD4VN8itfPvUY5LDh0vjZH5KqFlmGwlwALfRZqetVbei5yOEeI58IQ21u4FergDKthyVhnobrbEQ6OW1f2F4KenP9fXHsKBeXk5ptFdeT4FWCHAAt0KZOZoSePMTjFaxb3m81G7MSuxfr6/7iIUb0/QJsVHMNz/ha4gD+hy5tdH1rby+sEynSg5/SNM3KK30Ya5kCHAAJ2MfWMVqBNyKnowQh3qO1O5kTexfMdBHAVxbsuXLiS0ygsKKgX4fwCElO9n/jdv19RZYuMbLywURtM0QFIhFgAM4FlYGjUpg5V2sD6viy0m9i3Xk+cLAd9N4l3Cj+/TmXd4KfDWpz+1eeRf994dsbJ+2u+gb3Q9en24BDuB0719bVF98SffVYfxijI8pSfsdZ8+A5jtzWATgJC8vpXbYELeiRQAXDlUxqb9bKknqeeXvyOdLBz5VGiu1dzDzjwKJFeAATuzWsLC3Cri+XqOCO8q21J7nm5g/19cL1cIu5bzsnpiiWlBIoaJ3SYh7PUdOakG6ulMUAj1TFHt6Tjqfv113o7wwEwIcwJnYxuw3MfNVnVR9HXcm6Vm+hUHdWhSPVBW7z7Xlgezvwv90OD3QHXOCu1SwXbkrGc+6fvNZ4rm1sMfsdaT2rQT/KJBoAQ7gRG8Pi3urQO0GIFVM8Bw5PgkyBV+vFQsDXl6OTkI9ra7BrehlGqK77Mghrc69qnyur78UwZKs3wiXBGvWEI0AB3A0jozSAoGR97kC80PBoX222fe5ZvF9uY1uYZLed9wb6M6W4ppXkJ33STe6H7w+fQIcwOnbs7auuPZcYlUcV3ZkL5MQhUCfsoBLSrZ812QdpnMXA/1qCBxbtmVzk7UUfL1dBL/OyvO3TVoyd+sEOIBbZ81MEQm4gd4rgvNKefEiCtlQmIKvpwlwiufIJg0tzOjFrq/PKnB+2ZEfmWixWFFXFad6tuxiIj9zUqBZAQ7gZuW4zpjAjEHdMwwxdyiPyf0iL7WykJnLdeLwMP4mwCc8R65sZe6k5nJ9PUKB33R04H2zx8niVtbZozq2s4IFloXpc7rkjlbmZi4KjFaAA3i0glxvRMANtCSKp0qOfLOVBbjByI0+m5XyyX4yVytNarmKFb1FFU97dmtvkCv6epYKNvdsqf02mX8USJUAB3CqtovFvilQXKYbaQ73hWOwS9+6Unv/bux/xZd0Wx3GA7kQO8zulsdiT5iiBDMHdJuqhQelAzuWxkrtsZyx//W+ohtbK3CvVLFzabw8H3tCJqBAxAIcwBGDMlzrBIoV/QYUU0u2TG9FVtfXPyOHx70uOaEV+dKWwx3Ui1HF1p4jH2xF7cVA50Iwr5SXb7UiH3NQIGoBDuCoRRmvZQIzX9T1wrUxXyzMmNMlf40zsRtoD4BfqoX3peX9xHF6rCr2yrdX/Q3A8Z4t/XHmnzGo79cQc6zXMGX2BvJynLkYmwJxCXAAxyXLuC0RKAR6lABnerbsGGfCQqDPQ/GDsiMXxpkn7bELvp4EwZfKtmwUZy9uoA8ocHbZlsvjzMPYFIhTgAM4Tl3GbolAwde/WAKvZMvP4kjoVrR2o5fr5WWrOOJnLaZb0ScAeF5ezoqjt2KgnwkVbtmRD8QRnzEp0CoBDuBWSTNPbAK9vu6Qs3C9KqZ4tvhRJlp5o88TEBzu5eWmKGNnNZZb0f2huCocg62ivkHODdQRwfxqiIP6HHkwq4bsqz0EOIDbY58z36Ub6E8FWF6y5Ywom6393EkV65YdOTzKuFmPVfD1KhG8EvXPg4qBnqPAOM+Wz2bdkP1lX4ADOPt73BYdFl7Sd8kwHrYEe8/Jy1NRNO1WdFcobqta2GZulyyMIma7xJg+qFvmQjwGwd5eXu6Jou8ZFd08VNymHdi+PFb+FUVMxqCASQEOYJP6zB2pQCHQ0wXYx7Pl4CgCu4HeVxvAniOnRBGv3WK4vp4/MoBt2TmK3t1Ar1Pg1rIt50YRjzEoYFqAA9j0DjB/ZAI9qmM6K5gnwIklW34/msBuRY9WxXnDK7Bp/8TWPu5yNHUnaW3PYh3bMQbPiOBULy+Xjaa2YqAfVeCioTym9ousGE0srqVAUgQ4gJOyE6wjEgG3ogdB8cN/5LHtrSLDzQTteU7X6ejCMyM/p+mSS5qJwTVvCBQG9djaz7eGB7Fp/8byajMu+6h2vKeCRyH4opeX65uJwTUUSKIAB3ASd4U1jUrADfQmKG70HDmvmUBuoOcqsF/ZlmnNrOeatwsUAn1IgJs9W05vxsb19VQIDvBs2b+Z9VxDgaQKcAAndWdYV9MChUHdWkLculYO214yTpY0EmjljT7zNMS+5W65rZG1vHbVAoUB3Vss/MESTG30Brljl+uE16t4VC3sU+6Sx2lMgSwJcABnaTfZy78FXF9r76bt9Bw5qREW19crIBj2bOltZB2vXbOAG2gfFB2eI0c2YuX6Wnvy2JDnyGmNrOO1FEiDAAdwGnaJNTYscPSgjh8OMU86sF+9b+cpBrpvCFyniq37HHm64aRcsFqBXl83E8HjFnBwyZY/1EO18u1TN3dYmHpZlyyrZw2voUCaBDiA07RbrLUhAXdAPw8LR3i2fLiehcVA5ytwlWfLV+u5ntc0JuAG+l0BDi/ZMqWelW6gf0SIK71u+Uk91/MaCqRNgAM4bTvGeusWmKVqLQzwkALfKDty9ZoWFgb0BFiYNZzHRv0i1bqT8MK6BXpUcx0VPI8Qs8rdcvEa98PXwwT41pY2ps0SCetOwgspkCIBDuAUbRZLbVzA9fVDAC4ZegmTV/czmNrzhaFYpBY+W85LufEsXFGvQKGiBQnxUwgmre653bWfgXWOxQIAx3qO/Kne2LyOAmkT4ABO246x3oYFCoFeJcC9ni3fW9ViN9D/VsH25bzs1XBwLmhYoFDR20XxsGfL51azH19RYJeyzedvN4zLBakS4ABO1Xax2GYEev+pm1nr4K6wEzv2rSf/eGuM4jKdoh14aOh17No/UR5qJj7XNCbQs1inda6Fe2QY00rjZf5bV/e+rO+xhvBA+Cp273s3b4RrTJZXp02AAzhtO8Z6mxKo3QAEwXu8vBz71gCFit4A4F/lvBzTVGAuakqgUNFLAbyrnJcD3xrAreglUPyDN8I1xcpFKRPgAE7ZhrHc5gSKy7RLLSwIqziib325uxal19dDLYFndWKLOevJP5uLzFXNCMx4Wd8dDuHJUOH2OXLNyH4s1d2sHK6UEJNL42WwmbhcQ4E0CXAAp2m3WOuoBFxfj4HgBM+WPWqBCr4uguDisi1njyowFzclUAj0TChOKDsyqRbADfROKC72HKl9OuYfBTIvwAGc+S1mg28VKFb0Lg1Ru+nqXbW3Jnm2bEYhcwJuoE/X3nIkin+Jhc+V8rK7uWqYmQKtFeAAbq03sxkWKC7T3UMLVwhgaxUzyuuv+ffBhsvNfPrCUj1McpijgsCq4sjSeLkr802zQQqsFOAA5lFoOwE30MsBHKHAi23XfAIbFmADAFd6thyVwPJYEgViE+AAjo2WgZMqMHNAN6kKusMxWJzUGtupLmsFJuYUA7O75dl26pu9UoADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUIADmGeAAhSgAAUoYECAA9gAOlNSgAIUoAAFOIB5BihAAQpQgAIGBDiADaAzJQUoQAEKUOD/AygJ2ko/eFd/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="0" y="-2.842170943040401e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="90,240,255,1" 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="34" y="10"><block s="receiveKey"><l><option>1</option></l></block><block s="clear"></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-100</l><l>-100</l></block><block s="setColor"><color>120,255,26,1</color></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block></script></block></script><script x="669" y="11.666666666666629"><block s="receiveKey"><l><option>3</option></l><comment w="90" collapsed="false">Draw a circle (hint: Computers don&apos;t really draw circles, they draw a 360 sided polygon)</comment></block><block s="clear"></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-100</l><l>-100</l></block><block s="down"></block><block s="setColor"><color>240,39,0,1</color></block><block s="doRepeat"><l>380</l><script><block s="forward"><l>1</l></block><block s="turnLeft"><l>1</l></block></script></block></script><script x="342" y="12.666666666666629"><block s="receiveKey"><l><option>2</option></l><comment w="90" collapsed="false">Draw a hexagon (6 sided shape)</comment></block><block s="clear"></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-100</l><l>-100</l></block><block s="down"></block><block s="setColor"><color>20,146,255,1</color></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>60</l></block></script></block></script><script x="45" y="326.49999999999966"><block s="receiveKey"><l><option>4</option></l><comment w="90" collapsed="false">Use repeat blocks to simplify this code.</comment></block><block s="clear"></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setColor"><color>90,240,255,1</color></block><block s="doRepeat"><l>6</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>180</l></block></script></block></script><script x="712" y="352.6666666666663"><block s="receiveKey"><l><option>6</option></l><comment w="90" collapsed="false">Draw three squares side by side. The three squares should be touching.</comment></block><block s="clear"></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-100</l><l>-100</l></block><block s="down"></block><block s="setColor"><color>1,122,1,1</color></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block></script></block></script><script x="360" y="344.66666666666663"><block s="receiveKey"><l><option>5</option></l><comment w="90" collapsed="false">Draw two squares side by side. The two squares should be touching.</comment></block><block s="clear"></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-100</l><l>-100</l></block><block s="down"></block><block s="setColor"><color>255,133,172,1</color></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="2.2 Warm Up Prep" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>