<snapdata remixID="9690476"><project name="Lab 2.6 What Goes Up" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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id="2"><item><costume name="bg" center-x="240" center-y="180" 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4yJHDRIK6CfvsXncBTBkbdCv97Gu+l83z+RBb9KUpG0Xr1yjm+hKdByM2vtkK682SB2w1VTWiZcSrnosRKyNaoRZNVzbPe0Nt04fGrBKt2+Yy9lAPe32IyxcTNs244jbD6t9BL28Dc9J0PZfLziidMB12aUgybnEXTv3KsEq0bknx/oTiubA7bqj2zBqXeasY1eK8WXQ3bwnjsoY1EGuzufe+F+v3kAtzmMWNF0ezSbigufSuPL+y6Z4bzherRKs5RYtSLBnO6bB/bgTLnDr9yvZwWz5vMpgZlhGuuJfuLZB3NOW1175JnQKNEaXM1pqF7fnioTHOFKtEK+hc8F57ZfNuMB9XB31Wn/mW0HwEPS2cTYZesfhS/+ARWLoKzKyrnor5BGv+LBgV0S8mF3PHWyVamUYeQfMx2wft5j2w9m14bae/np49CWZMgWnj/bXrirUXtkLXFle89cfPuafBJaf4Y6smK4pHs91cU1PdiCpZJVrNaTYqOCMiFlU3azajmjUvI2Jb3wHz92qK2Rx6ygklkTJrVnHYLFpN/ANd++OXYecBr1bcqD9pNHziPdH6qmFTew6nvq2wSrQyaXS0Xeit9V0HSzfcnoOlT1QO9kBP7+NOMgGjkqVPNMaPAjNgJ47y1l4ca2/aDea073ooV58L5pTwqEs2Z7Iwu1OsctZ10XKn2+329FebYZU5NC7GZdZJ8P5pdgQoouWhH0S0PMCLWdWH18A2p3YPVd4BU8fCtWFvJB3CPRGtyvvuXVeKaHmAF7OqOw7Af62J394tsyfrty+AE0fb02EiWh76QkTLA7wYVnXh4/Vqsdv4sbuIVrW92O96ES0P8GJa1WwtWRZJoiL/gc47s7SlxbYiouWhR0S0PMCLcdU4fJsY1beFlQwLEa1KKA1yjYiWB3gxr7p2Oyx73c0g550FMybb67uIloe+EdHyAK8Oqpo9XE9tgEM9bgTbkIQPTrdjL9ZQxES0PIwnES0P8OqkqtnA+/TrsNWaBEYDgz9lHFxxlhsbiEW0PNw8Iloe4NVZVXMiuPl43cZiPnY3J3+7UkS0PPSUiJYHeHVY1WTbWL4F3rRk1nXyOJhzmnsnfotoebh5RLQ8wKvjqubYN5Mh4p1D0UA4oaGUqcEc6+ZiEdHy0GsiWh7gSVXM1ojV28Dspg+jmF3tM6dGkybZz/hEtDzQFNHyAE+qHiVgkjWu3wkbdvqfVNAk7Zs+Cc6dFJ8kjSJaHm4eES0P8KTquwiYPEdmm8SWPaV1r1o/wDYfOJv1qtPGl7YvWJUaxYd+F9HyAFFEywM8qTosgYIuPTruPgB7D5cOKzlscp71ZnFLKhiZLOXkHzcSJowufdiciJtKlZES0Rp26Ax+gYiWB3hSVQjUSEBEq0ZwppqIlgd4UlUI1EhARKtGcCJaHsBJVSHggYCIlgd4MtPyAE+qCoEaCYho1QhOZloewElVIeCBgIiWB3iZNC8DMz2YkKpCQAhUR2B1NkfEB5lV57BVL3MzKe5H8anqQpCrhYAQqJmA5kfZPDfUXD+CilaJVkuKO7TiKxFwkCaFQF0SUJqvteW53aXgrRKt5hS/pxT3uQRQfBUCLhPQmhvb8/yHSzHYJloXKcWLLgEUX4WAywS05uL2PCtdisEq0TLgMmkOAg0uQRRfhYCjBA5lc4xyzXfrRKs5zeMKPuwaSPFXCLhGQMMT7Tmucs1v+0Srka8rzV+7BlL8FQKuEdCKv2nv5suu+W2daGXm8DEKPOIaSPFXCDhHIME12eU86prf1onWwnmML+xlt2sgxV8h4BqBxDgmLFnGHtf8tk60ehfjnwCudA2m+CsEHCLwZDbn5tqxnaLVyF+g+YZDA0BcFQJuEVB8KdvN37vldMlbK0WrZTZzdIIuF4GKz0LABQKqwNy2FSx3wddyH60ULeNkc5q1Cs53Ear4LARsJqBhXXuOGTb7OJRv1opWJs23gC+6Clb8FgIWE/h2NsefWezfkK5ZK1otaa7QsMxVsOK3ELCVgIJ5bTmettW/4fyyVrSM4y1pVmm4cLgg5OdCQAhURkDBS205ZlV2tZ1XWS1amUa+jOZrdqITr4SAgwQUX8l283UHPT/qstWidesczu8psNZlwOK7ELCJQDLBjDuXs84mn6r1xWrRMsE0p3lIwbXVBibXCwEhcDwBDQ+357jOdS7Wi1YmxadQ3O86aPFfCEROQHNDNs+PIvfDowPWi5aJL5NmDbi7r8RjH0l1IeAHgbXZHBf4YShqG26IVoo/QdEaNSxpXwg4S0CzKJvnH531v5/jTojWbXMZe+gIb6AYHwfoEoMQCJWAZk/DCE5d3MW+UNsNqDEnRKu4IC/JAQMaAmI27gRcTfY3WL84I1otjZykNZuBkXEfZBKfEPCRwGGlmNbWzVs+2ozUlDOiVZxtpfk7BV+KlJg0LgQcIqDhG+05/tIhl4d11SnRuvUiJveM5HVg3LCRyQVCQAjsTR7mrDtXsj1OKJwSLQM+ky7+1vjbOHWCxCIEAiLwV9kcfxeQ7cjMOidaJnFhJs164OzIqEnDQsB+Aq9lc5wLaPtdrc5DF0XLzLYyQFt1ocrVQqCuCLRkc2TjGLGTolV8TEzxGIqmOHaKxCQEPBHQdGbzXO3JhsWV3RWtOVxGgWcsZluxa8s2QlJBovdPMlH6/75/K/43Mfjfi9cOU6diZ+RC9wkkuDy7nGfdD2TgCJwVLRNOc5pvK/hT1zunPQ864JWHcuGrROiOimavIAZVx/X+s8l/Df/Qnot3mnKnRWs+JMelWQnMtGngVOOLESsjWvVcahbUfrPPmgV1mFmsY/2yem+Oi5ZCj2N+V+Wu06JlIm1Jca1WPFRV1BZdfKQAr+6AHg0F3fvfQtnfzc/K/63f34v1hqljUchOuTKYoB736D6A8F1xZumRPcyiNNe15Xk4zDajaMt50TLQMmm+A/yx7wDNI1ssCJVE7agoViqOtdQZRmD7xLm/CPvebxYYbE6BCnfs/HM2xxcsCD1wF8LFGmA4mTQ5IBVgE2I6IAI1CWoN4lhRO2VCXUvI5lH1lnBHYj6bI12Lry7WiVy0mlPcphSn1wpPK6aoAqdpmKkUF9dqR+oJgYEIFGeGQzyaDzRzNOJ43uTweGr4QHuufo7bC120MmkmKfiQhrRSzNSam8LrXmlJCMSMQIyS+1XaM4GLVj+RuhIwf4KcxvagOIxmdBFAjNakKu1Qua6uCHRkc9xcVxEHscwcpEg1LVhUUf90drSaTQThripU5JlcJAR8I5BnEpdln+SAbxYdMeTLTCuTLs6emiudSVUqPl4Ydv6w9cDRGZcXQ1JXCNhGQHGgUOCKu/J02+ZaGP7ULFr9hOoTw2VcCEOkBoLV2SFnYYQxiKSNAAgMvbSxFFhV3qpW7FGarsR+upasZk8AXllhsirRqlSoohIpES4rxpQ4YQeBNRq6FMXj96opO4Ens7niFiIrS0WilUlzu9nDOdiMyiaREuGycpyJU+4RKIoX8AvbRGxY0cqki3mrjGAdV2wXqnJ/5VHRvbtGPD5GoNr7LYDxXhIxxXOqwCat2KSTbJywi03fW8fBMPtqSNEqF6xqwYUZSCVtBdCRlTQr1wgBTwSiuO+qvFfeQrFRaTZp2KRgg9asKyRZt38Ua5c+w35PAMoqDypacRMsE3fnPa2dkjjQz+EjtgInoOlsunmRFckuqxSy/mjM0X9rNaxTsFknubu9i1dqZTegaJV/gByF0tca0HD1OjtanwI+ONx18nMhYAGBp5oWLHJmrFYlapp/I8nPGxSPVnvy9btEK5Mu7lp/oq/D4iRYfTE91tH6lBLhsuCeFBcGI6DhqasdEqyherKzo3XvoMf+Kcx+yv8Gnm5I8v3FXWwZblQcJ1pmNzsUN6wVT7qJo2D1AXm8o/UxTXzzaA/X8fJzewkoeOyqBYtim+N9yBmZ4j5V4J6h8oKVi9ZXobi9wZRdTQsWTbS3a/3xrKoprT9NihUhMCiBOE8UBgq6s6N1NzBhgJ+tAB7I5jCadFw5Klq9s6xXoTjbivUsqxyCCJeoiA0E6k2wBrgPB3qM/DFwR//Nrv1F6+gsqx7hiXDZcNvWrw/1eM8Nsw7W/8dmj5gRLpOhuJRMuJ5nWf3JiHDVr2hEGbkI1uD0+9+TWvO59jyL+0TL5Jb+p3p7LBzkGfswMDLKQSxt1w2Bw00LFslYG6a7jwqXpiub5719omWOzzapZepqLWswVp0dreYL+ll1c+tIoFEQWNW0YJGMsQrJ95txtfSJlvkw8kMiWscTlMfFCkeUXFYVAXkcrApX8eJ+9+IdfaJ19HxjASrCVf2QkhqVEpD7q1JSg96Hd6hMuriR1Gx1kEfDQXh2drRuAKbXhltqCYEigQ1NCxbJGKpxMBw30+r/2Y78FhiaqDwu1jji6rya3FfeB0C5aNX1/qxqcXZ2tJo0G2OqrSfX1yWB/U0LFslY8aHrRbT8heiDNTERNwIyu/K3R0W0fOLZ2dG6AzjRJ3NiJh4EdjQtWCRjwue+FNEKDqjPlsWcSwRkdhVcb4loBcRWFuoDAmu5WRGr4DtIRCtAxp0drW8BJwXYhJi2h8BbTQsWSV+H0B/lomVO2jEn7sg+LR/hy6zLR5gWmlLwjasWLPqSha7F0qVy0TL5s8yCcrHIVNffPhfx8penZ2tDn9w8rHkNv1bwS5Mks/d+6UuaOWxduaA2Ap0dreZE7fm9tY9+xmMSbV0volUb1EpqiXhVQkmuEQJDE1Ca6/q+PZRHxJBGi4hXSKClmTgSMIkAv9o/CaA8IobYzY91tG5TMDXEJqWpygnsM4+BaJ5XincqryZXBkjgyWwOk42mlLnUlEwaeUQMkPhApjs7WtcAF4TcrDQ3OIHnlebOtjyLgaOZTwSYXQT6i5Y8IobYN/KYGCLsoZsqAHcD2b7f5NZ4Jo4MSKD8NB55RAxwoHR2tJoE/cXTjsrKg+amSSq6j2iuVXATMC9AV8Q0LNNw76gk9yzuKr0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