<snapdata remixID="10209707"><project name="Do_Now 3.2_Starter" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAfWklEQVR4nO1caXhURdbuQAIqhAAhhIQkJAHCEoIgO82WMIAifui4jOl7E2QRYVREEdldUUFk0VE7ZE+ALCwG2UdwhhGkO+nskDSI2zejzrh8o6NA+Pd+P+6tulX3VofMjE3Pw9SP90m41Lmn6tRbdc6pOje2DlOfhYREoGALdAck/rshCSgRUEgCSgQUkoASAYUkoERAIQkoEVBIAkoEFJKAEgGFJKBEQCEJKBFQSAJKBBSSgBIBhSSgREAhCSgRUEgCSgQUkoASAYUkoERAIQkoEVBIAkoEFJKAEgGFJKBEQCEJKBFQSAJKBBSSgBIBhSSgREAhCSgRUEgCSgQUkoASAYUkoERAIQkoEVBIAkoEFJKAEgGFJKBEQCEJKBFQSAJKBBSSgBIBhSSgREAhCSgRUEgCSgQUkoASAYUkoERAIQkoEVBIAkoEFJKAEgGFJKBEQCEJKBFQSAJKBBSSgBIBhSSgREAhCdgGtOs1FO27xaFjRF907BGPDuFxFrTvGougsBgEhcWgQ0QiOkb0FbbrEB5H2wWFxaBjRCI6RiRes21w9z6a/nBf+s3vbKv+vugYkSBu290YU0h4gv7OPsK27cJi0K5XiiSgP9C+SxS2vZ2Nb/96Al/XrMMXFZM4NBekYuviZIS0D0L/pAG4+L9f4buvD+GLQ9O5dp+/OwnnclNxx+iesNlsuPveB/C3bxrx7Z/34ov9/Dsv7JqCqrcnok/kTQgODkZucSm++/oYvnI/bdHflJ+KF+YMQPt2NiSnDMXnX/0N3319GF8cmGrSPxlNeWmYNiICNpsNypx5+OabGnzzSaHlned3TsGJTeMRFd4Rt9xyCw69fxLffX0Ufzk5z6o/Lw1P/DoBQZ0jJAH9gVt6xuP7L8tw2TsBLV67BT9W2+EtSEP3LiF4euVa/HwxXdjucpMdXx6bhI/emACbzYYLn3+Cy+enCdv+3GjH+aJUzL09Fl27dsPfv8zFFUG7K812/N1tR1NeGjrd1B4vbXgdly7e71P/FxWTcfqNCQgKCsKn/3sOl8+nifXX2+EtTMPd9l6IT0jEj1+8JNTf4rXjh0o7mvLT0DGspySgXwjYIxbfNK5Ei9cOz3u34rvqMRrxGsbioz1DcanRIODSRQ/iUtMUXGkej7I3k+gk1R0ahh/qx+GvJyZSAjadzsOVZjt+bBiH2oPDaNuyN5NwpXk8zhdrBAwL7Yzvzz6BFq8dp/cMxY8N49DiteNbzxhU7b8VP9UZBHx+xQJcbp6EFq8dJdu097R47fh9UTJ+ahyHPx/UCWiz4YI7Cy1eO752j6b6LzeNx7tZA3Gl2Y7zRRoB+8T2wg/nVLR47TiSPxg/n9X0f187Fp+eHImfGyQB/UvAiD747uJGtHjtePnpOFw4MYJO3PKF0RwBn1q6GJebU3GleTySEjpQUm1dG4+vXKM5Ap5vPI4rzXZ85R6NzWviadsBiR1xuYkhYFgX/N/Hz6LFa8eyBVH4W5W2ALzHb8NLT8VyBHzxuRW47J2MFq8dCbEhlID3zeyGb6vHGAQMCsIn5w6ixWtH9XvD8PpqTf9PjeMwZlgnnoB9YvHjhYVo8dpx19Su+KF+LFq8dnxyciQO5w2WBPQ3bu4ehS+PTmoTAR+dnYBLZ+1tIqBn++S2EbBTMP56YlKbCLhaScLlc/ZrE9BmQ33B5DYRMK7nzfj+o4mSgIEloDYBfz49Cv/QXeDPZ8fh8w9H+iRgw2HDrX55ZjR+Psu7YE/WRFxp1t7zlzOjaNuGI8N4F9wpGH89oen/7E8j8fO5cXoIMA5/Pj2KJ6CjPyVg/eFhlIAXPhiBS+d4F1yfr73z73Vj8ZePNP2Xm8fj3LHhVgKe1uLf88dvw6UmTf8/Gsfh2+oxkoDXk4AiiAjoq62IgL7aiggogi8CiiAioAi+CChMWCQB/U/A80Wp+EetHZfOWvHZ3skcAT8pnyJs91OdHRd2pFICVr49EX/7YIKw7dfvT4S3wCDghR2p+LlerP+T8ikcAT/d41v/+aJUSsBq5yR896FY/5dHJ8FbYBDw412puNToQ39pqiSgXxEWiR0rh8NbkOYT5etG4JaO7TAhpTvqtk/22a45Pw0rHuwHm82GVen90Zzv+511WZMxZmBXdAwJwp5nR7aqv/CZ4egQHITpIyLQmDOllbZT8fT9fWGz2fD8nAGtvvPMmxORkhCKrp2DcWzD2Fbbvr0kBe1D5TmgXxDUORKhN7dHXM+bfSKsUzBsNhtsNhtiIny3i+t5M4L0dkFBtlbbxUTcRN8Z1im41badb25P28a20i6u5820Xft2reuP6t6Rtu0R1qHVtjd1aIegTpKAfkFI2jqEpK2VuCbW/WcQMGTScoRMeto0iWsR1D0R7YND0K1bVw43Db0PIROXISR1TcDJJnF94RcCBnWJweatbyJk3GPoMPVZtO+bhqhBozGgXzw2vPoycraug+toIUXWptV4ceViDBgxEe0ihyBk7G8DbhiJ6wO/EfCnn37CtBkzETxyLjY+txQn92djwtjh+P777/Hwgvk4VPIG3MeK4D5WBNfRQnx0pAB/qNiO0oLXMGLUcIRMXBZw40j4H34j4KVLl9DS0oLi4mI8pN6PUwfzMGHscPzwww+4fPkytm7ehLc3rcLRfe/g6L53sL/sDYo9OzYjpHtswI0j4X/4JwZMXY2+/frj6tWruHTpEmbdORN/OpBLCXj16lX8+OOPuPPOmSgvfp0j3/6yN1BRug2vvPAEgkfODbiBJPwLv2XBN9/SCXPmzMH8uQ/hwI6tcB8rwvp1jyMzMxNzMjMxc+YdmHXHZOzbtUVIwE0vP4XgEQ8F3EAS/oV/XHDXPhiUlIBju9/Cyfdy4D5WhDNHClDkXI/e0T2xctl8lBW9JiQfIeC2DasQnxCPkLS1ATeShP/gtxjw+F4n7p89DacP5cN1tBDF29djXuY9PknHkq8w62Vs27AKCfFx8mjmBoffCHj6cD5SJ4zC3rzXcPpwPp5btRgvP/e4kHT5zhexZ8dmVJRuw668jdi2YZVOwBh0ix0oSXgD4xcnYPDohXgo8zc4c6QAHx0pQHxsFA7t/h2S+vVBRek2IQGffCwT99z1K+S+9QK2bViFLa+swNrli3DPrKl4ac0ShPUd9S+dskv85+OXJ+DQ3yB36zqcOpiLu2ZOQ0xUTxwoexNduoRixVML8G7JVo58+3ZtxVuvr8HApERsfXUlXl73BEYNH4JRt6Vg88srsG3DKvSMCJcEvEHhNwK+v+cdLHpkPmJ798K+kq2Ijo7C4oUq9u7agorSbRQl+a/h/rtnYH7mvXh+5WKMHZmCF1Y/Rt2wJOCNDb8RsGtYKJYvnYcNLy5FSf5GlBYaWe+eHZvxxsbVeGPjamx8cRnGjboVr724DI88dC9GjUjhyCcJeGPDLwTM2bIO8fF9UF5ejrfeegsZjnuxd+dmuuu9s2UdJtlHwj52ONImjcHa5Yuw6sl56JcYi9fXL+fIt+mlpxHePUwS8AaFXwj41KMPYXfuRpw6dQpXr17F9OnTsbv4dbrzjR6RgvXrnsDGF5Zh4wvLsHLpXNw1YyIWz38QW19dScmnxYRL0K1rqCTgDQo/EPBBDB7YF3m/ewHz5mZgzpw5+O1CBWWFm7D11RUYP2Y4Zs9Mw+aXn8GWV1Zg1ZPzkDphJB6ec5/F9W55ZQWeeORBScAbGL84AUPS1iGoS288u2Ixyos2obTgNby9eS1+u+BBxERH6jvfU1i/9nE8nHkP7poxEQsfesCy82166Wk8s2QOHPfNgO2mrpKANyj8chAdfFsmwsK64u3N65C17Tnc/quJ+PWsVKxcOg/PLHkIjy14AAP69cHsmal4/BGFI97WV1fiuRWLsHRROpYs/A3i+g1EyOSVATeUhH/gt2KEkPFLENI5HGuWL0JifCzad+qO4E7d0bFjR0RF9sArzy7FlldWWBKOBRmz8eiCB7B0UTrmZ8xGuy5RATeShP/g929Cgm9NR/Ct6dp3Falr0LdfAra/8Txee3EZVj81H/nvvEQJ+MySOejRvSsemXMPli5KR3RUBIJvywy4kST8B1uHtGdxPRE8Yh6efCwDrz73BAb2j0fOW8/j9fXL8fr65Vj+eCZionti6aJ0PP7wA4jsHYOQ1LXXtX8S1xe2uDOJuJ6I+WM8+lUkYcjhZMSVxSP5UDKGHNaQfCgZMaV9MORwMga8NxAxf4i/rn2TuP6wRRalIOZkP0TuGILYjxIRe6ovIotSEPuh/vNUX8R+lIhe5YPR+3h/7ef7SYg7k4je7yehV2kyYj7oh8iduvyHJvkPNfnIXcmIOdEfkSXJ6H2iP+LOJCL6aBJ67RmM3keT0Gv34NblTc/iziSi9++T0GvPIEQfSULUvkFi+VOJiD2diMgdQ7RxMu/sfaw/eu0erMnvHYy4M63I7xyCmD9qdor5Yz+t/wcGIKpiIKIPDUDUu4O0BXayHyKLh9Cfsaf6avJFKYj5U19EFmv2jjuTiKiKQYg+rL/jwACj/8VDEPunvtqcnE6k8mabRL07SNO9T7OBcPynBXNK5PcNQvRBXf7wAH2D0Md40iyv94mR77Vbn7s9g9D7mMYJOsfH+yOyNNmn/rgziYjcNQS2NYsTcVtyKFY8nIDwGQMx8NZwrFmciKEDO2PN4kQMuDUcEVP7Y3F6LCaP7oZFD8ZiyphuCJ2VgrSx4XhUicW44WF4am4fhM1MpnLk56Ch3dBjWhKenBsP+4gwPJHZB/YRXRE6KwW3T+yB+ff1xvQJ4Vhwf290nzEIyUO6cfIDh3ZH+PQB3LOhAzsjdFYKptl7YP79vXHH5B7IvDtak0/h5ePHRCFqcgKeWZCA4YNDsWZxIlIGhqLLrBTMmNADC+7vjdsnhWPOPdEInZWCoYO7mOSjEWOPxdPz4jEypQueWZCAkSldEDorBffN6IX0Wb3wP2kRUO6KQuisFIxI7oIVCxNwW3IoVi5MQPyYaMTaY7FmcSKGDeqMVY9o/QidlQLHXVGYldoD6Xf2wj3TeqLLnUMwbFAXrHokEcMGaXMSNz6GypM+DRnUBWEzk5ExOxp3pUUg8+5o3DEpXJMfHMa1jUzti74jI7lng4d0RbfbByHz7mjMnhqBjNnRuHNKD4TOSsGolDAsnx9PbRUxtT+ShvXA6kWJuJXVf+cQPPKbGEy3d8e8e3tjmj0cobNSMGFENyzJ7IOJI7vi8Yw49JqSiP63RZj6r43/ybnxsLmcGagrUeByZsCVpWo/nRmozFZRmaPC5STQntfu0Nq6mbZ1u/Rn241n2rt8y7O66nZa31mZbZV1OVWqi5MvscpX5SmmPuj6ixXt30zbhjJr/z35qlDeU2DVX18qkldon43+Z6C6wPq8zfJZqi7P90nU/xrBOF1ZKjx5Vvn6Eqs8P8/Gc60N/4zOf5ZZf4ZFv1neVl/qQGO5Ay5nBi4cSddepJOvKleFJ19FdaFCSUGMdf5QOlVE5D85nm4o1VGVp8KdrdL31pdqbZvfc9AJbSjTfv/4qCZfmaNo5NfljYlQaVvve1rb6iIFjbt5+ap8BZ4CbbD1JYpOZp3AJdoEEP21OxSc3av9/ukH6ZR81YUagetLGfksFTVF2viJTHWhIU/GX5WrUJvVlzi4BUTkiR2r8hSc3aPrP5FOSUraNei2JfasKVK0cenynnwV50j/jxtzopFCRfN+h2E/ncCVOcZC9uQb9rt4TJcvUigpvQfTGbJpc+lm7FCVa8w/sb+nQKGbAtHv1vtfma3/zNEJyK5OCYnrDRvZUQgu/j6d7lgEZLcjrHU5NZZ78lTdpRltPz2Rzm+7TmNnYN9bu0OBJ181XJoO74F0VObwzz77A7sKNdQUazsTWYkETRUOxn3p+t/Xd2aLK85A7U6+bfN+gTy7s+vPGsq0HbKa1Z+loqnCobl/Rv7zP1r1n9vngDtLtbRtKDN2T2rT41abntunexBTX2uKFSPMIfb7wGq/pgqrfGW25jFqikX25/vvPWDs9uRZVZ6Kup0KE2bonDqWzodnzJzYGssVw60eTKcdIWRjCVKZYzyvLlDpBJIY7uNjJhesd4odICGhJ19/T6GCmiLt93PvOix6SDtLPKi/v6bY6q48+So1LBkbb0A+fiEk9B4gYYFKx9dQyhOM6CUGrSlWKJmb9P5X5am033UmF0x0E3lPHtNXvW1NkUonsaHU4VM36SvRRYhXu9M6JjYeZDeSakaeuOXaYkP+/OF0U//NsbYRJhEeaHPKhyru7aohx8jbzBNinay2PL9e8v/uO33hv2X8gbaf9ZnN5TS2QxJEupzayqgpUuAp4F0CcccXmJVBglfqqpz6KjUlIaw8SQJYvXQH1fW7s1RmB9QGQNoSF8D1n5GvK3GgMkdPQpgVr+0IKrMzGC7msw8M+YYyRU+a2CQmgwbsJPBn5UkSQeRdTnMSkkETDnZnJXKcvL6bE30upxbCNO5xwL1d5eSJi2flNfuqnJ1J8qIlIcZzYr+Lvzfkvbo31OaLPx1gkxBWjuUPsS+rvzJb3y3ZJIRkpS5nhrHFZ/OTTjrATgTrAukABVss53YE8lwMSF1E626TbWuOwVxOLQsW6ed+ZvFui+2/mfRUzjKuDG5xEnk2LjIfI5l/Z2NAIs/HUK3blO2rWzAnhpwveWvbGotNBfZzCsbaypy6ffTfkgWTlJoFH0fpbM5ReUI6+RXOPdttfebJ43cmqqtEIL/X+oysJPPzup3WvjYK9LOxKSe/q23yGvHM71AtSY3LaSQMLGp3KML+mxMQXzY1JxrGuATyAvuJ+unebsS+15IXzZM72+yxNDQIOEVsamO37fpSB+p2adktSzQyWLZzngLtPIrdYhvKHagvVbggmWRWGumY4LdQc3Hs5NbuUFCzg3f5ldmq7s74gVXlahPITm5NkcKdYRE99ZaDdpXusiTx0oyqZYDsgmPl2R2cHAiz+ut2OlBTpHCTq51zWg+VtV1G5RaMp0CBJ1/B2T1W/WavRM8Zmb5W5SmozFHQ/B47Jofmrhmyu7cbLrTBNNaqPJUmUy5nBurLBP3PMk4/2IVQU6SgKpefU3ImyW82Bids3EvYTmabt12DEObn1A0KXJRZ3iAnG1e0Vb/4d9GtQVWuD9cteFZTaNXvyfMlL+i/4HbDcE3Xlq8UtDV2MmvYYl2MgjkRjMnXnLRdXmw/g1ytz4mo/zaX00giWOZ6CrRVRm5EyHOyY7DbKgk+2d2AJCGV2Srn/0lwy8ae5AaGdTUkCTGvHNKWlSdBMCtPVl11Ib8jayfzKidPvAC78hv0nby6UOH6T0IUduUTeXb8ZGcyu1RiYzbOIsnbOVa/fj7Lxdjb9d3FlASQ5InVT8dZwsvXlxjjstiPcbVe3bNp/WAXhqpf6RnPyPyz/CGekdVPkxCnSufE9sn7xiEnyYxII5dTNZ0Jqpa2TRUO+owYjb3vI0RkO89OYEO5IU86a8RXqmnHtMqf3cvKOyj5SHuStdEVqAfVRN57IJ3+P1lU9SWsvOG+jHEZxDq712HIl7Hk1G3GxWTW4L92p2KRb9xtyJOEhL9DZc8OrfJNFenMOJlzRMaGhED1jHsmi/LcPsOmWjhhmgMmhKkpVizz18jMKXHVfF0BQ0B2dUpIXG9wSYjLqW3HHlOGSM7uzEmIJ49PQlxOzR1Zrl10F8O+l1zFmTNM74F0i9tq7SrOnGE2VTi4bd/lZK7iGFdKViabhLicmusyZ/2iq0RyFcfp16/izBlma1dx5qy9oYxPQlxO7SrOfD1K9Jr7WlPMJyEup+6iTbEcuYpjkxCSMLKhiGF/vv/kHJYNRchVnHlOLx5Lt5x40Ks4l9Pw4Xz2ptJOsYJsZQydNH3AdaZ4g/3JdtI8mZrL4eMiQnZeXvw7if3Y8ycSIoiOBcxkJhUbrDEbaLUJP8GiJIqQge0/Oc6xHotY5fnQJ4MjFqvfV2JIdTFncqIx0TnJ8iHP6G/S5UXHWmb9RAcrT0hoPtEwy9tcTiZ2Y+vxcsT1gKJ6PBI7tKUeUCgvqOcT6daSB6u8qP+efGvtmWZQPajOshqL7X91gWIaA78AryUvyoxdTvbgnJEv96HfpMcofuD7JNJPYzdzPWC+dUwi+/HzZDx3C+o0yWJl5elmZq4HNMnbyNmdy2lkoyTxqMrRgl266zFXOMQt1+5UKAE5V6d3vCrPOLB2Zxt1aGSFaudc5npAlRakmusBSVvi+muKFdSb6gk9+dp5mjvLWg9IJobI1+0yXAYJRzwFKk24OPkslUs+XE5t1zPXQ1blKZSA5npA8/ldVZ5Ckx9Sz1ddqFAP1GiqByRZPd0hC4wwhuiv3anQRMhcD+jJ5+sBqwsUWvBArjK1YgTt2bXrAY0ThY+PGP0nBKT69WTULesBJf6T8O/XA5quhP7ZekBzwvHL1AOKA172HUY9ID/+f7Ye0Hxv+p9RD2hKIlqtB2TCHlIPWCSyP9//X6wesKHMQbdgkky42bM/U8FiZa7Kdby2WKFumVbI+KgHdG9n6gH159WFCo2LiFtj6wHNLpidbJdTv37TyUQWE1voyt/tWoNgtp6RuAtPvlGPx2XUbE2eQD/pf1WeQu1Wt9Nh0s/La589kL7qYUmBwuh3+NRNx6rPRQ1zPUZcICEaGw+yCSQrTzaTmmKF9putGjL3nRCQzJFxZWvMKRef+qoHNO94wglnSGR5dt3kVWFboXxW2/WLiip8yguupnzLm8ckft52ebXN8uyh+bXkhTYV2Ikl4b8mb+2Tzb1dFdTjGR8j8fWAKt16ScLiyjKux4wzReMGhE1CWHm6srJUWnVr1KNpSQBfD6h1nrQlV3quLKP/rHzdLoV+RMXeVTbpV1Teg4Z+4mKpq8xSaVFFQymfxJCEgZ7/MfJGPaGRJHDlbk6VJhXsBT/pN3V1WSpzK2LsYO7tmn73dtWQz1Kp3al+PRTQ7M3L1+n1kXXMzkrsxyaRxBtq9jbGX5WnJyHFRv/J/F9kKuKJN/G+x+hn6gHJ9a6toZSPF3wx2tdKM38/0NrqF73X/E2Iy5khLNMSrTyX01QPSN6ZL+iTj3eIyprEZ4ficYn0+yr1EukXtRWVZPmyqaivwjnxYT+RrcwxYKv9zxX0XzCnvnZUm/k/tBXHPzNWMROw5ij0Ezu2rXYoLHrGy3vyVfrpJaerxCqv7Tb8M7ISzfL83aVv/TT4Fx7KXlue3lebqk3qBPqN2xIm9qT3xXxb8jnotWxqLByzXQTye63yxgEzE6Nnqcz5Z+v9N46XGE5kk3jWxKlyq35aD8gWIzSUOVC3U2GKEUT1gCoIy93bDZdGXkqqLag8c/bHvpfUAzYwnavdqQX0bLGn8S0yP1m0HpAxbk2RJlvPkKi6UBEcfhtJjhYSaL/Xl7L1hFZ5dlwe3Rbs5Nbt0vSzxQjVBWx9ocr1lT2XJG2r8lU0llv1czFdljlJ0vukn/E17WfGVKJfTTIxLVsNY9jWqAdkF3xDmcPUf00/2WXpB/BOph6QnVM9ITIuFvSFqtvUZrykbVumyI0KXYaPLV/0XvPds2/9bXcjItfgC6L+/zNuVBRG+NbfNjcm1O/DDQvdYGHb7SeW9+WGrRCFTKI5FfWf+yjJXI9HGM3VAx6y1n6R4JO9xKb1gDkqRyYibwThxg0GW4/mqx6QtGXlaf8ZefJREvlLAuQ5+SiJlSfBv3FrYHyUZJYn42aPd4g8V0+ov98cTxEbs89pPWIFIy+oOyQfJZnPH0nyxMqTj5LYYgNyg2KuByT2YwsrSJJndp/kT5awi15YT3hAXOxAkhCykdm0DE7fQovNrlLlzu5YF0wM0Lyfd6GUfIw8fyZobPfmARL9rdYDmuRZd0EOl9l6PuKqjRWogcizLpjERby80X/OBeezZ3/8+Fm3av1A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