<snapdata remixID="11047105"><project name="Lab 4.3" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAADnVJREFUeF7tnQl0Tdceh38nNzLcDIgQRdOIWQ3Vmql6op45PLwYilW11ltqGWp6NSyqKsZa9VaVDs+QkiJVhKCpGGpIKjyzGCOooUSQSG6me+9be193ywmpm9MjOTfnv9fKSs7NHr/9rTPsvc++ktVqtYICESglAhIJWErkqVhOgAQkEUqVwHMFPH78OPbv3w92dZYkqcR+V65cGd27d0fFihVLFQoVXnIEnhEwLi4OderUKbkaPKekkydPolevXqVaByq8ZAjIBDx27BgqVarES96xYwdatGiByMhIjB07lp8JC4bCZ0e1qxsUFKR2lpSfBgnIBFy8eDH69esnBDx79izc3Nxw4MABJCQkIDU1Fffu3cPdu3cxatQoxMTEoE2bNrh48SLS09NVbV7NmjVVzY8y0yYBmYALFy4UAtqrW6tWLVgsFn4faDAYRCsyMjL45x4eHjCZTLh//76qLWTlUij7BGQCLliw4BkBSwtB7dq1S6toKrcECcgEnDdvnhDQ080V5s87wLOchERjS3iUc8Vp39aqPhUbHyYjNH0zb65vk7/jRtspoul169YtQQxUVGkRkAkYHh4uBMzJSENwVBgONJmOhu272iTx9cXNq5eRn58vry+bTCn0kFK1xmvIycsrsl23b9/mMletWhU+yzvBDfm4+X6siF+vXr3SYkLlliABmYCfffaZEDAv8yFublmE+h98Lqrz6I/bMIb3dKx6koRyXxzl94ksuLi4yNKx4zt37mDSpEmYOLQXOicvw43hu0ScBg0aOFYOxXJqAjIB58yZg/79+/MHjvysR9i0bReGDx+OLVu2oE+fPki/dwfGuT3h0y4UpguJyL9/B7BaIBlcYTUXOitKEgxLjgg4hQe0XV1duYDDhg3jQz4B33bC9WE7xSW+YcOGTg2WKu8YAZmAn376qTgDmk3p2LF7Pz+Ojo5G7969kZl2Ty5g6i24VgxA8OpzyL11BSmjWj4tVZIgLU7A9OnTwe4t7WdCewR2nJWVhYEDB2L79u145b+dcW3oDpH+9ddfd6wFFMupCcgEnD17thDQkp2B7bF7+RnRHrIepHIBHQpsCm/hYbAzHQtms1lM6bFjd3d3cQbctm0bqq18FynvxYisGzVq5FAxFMm5CcgEnDVr1tNhmNxMRO+KE5dk1kyjpwdyxr7lUItrfJWIaxm5uHXrFo9frVo1WTqj0SjuAb/55hu8uqYrkgdvE3GaNGniUDkUybkJyAScOXOmEFDKy8LWnbtl44JBQYFY1DoAXq7yabnnIXh/Qzz+yDPg+vXr/N+BgYGyaGyWhX3Gpv86duyIwIhuuDIoWsRp2rSpc5Ol2jtEQCbgjBkzhHAGczY2x8QiNDSUP4isW7cO+ZnpxboE587dD09PT14RNltSMOzbt08cMgGD1vbApbAt4rNmzZo51ACK5NwEZAKyBwb7XLCrJYc/BbPjESNGYOXKlbCYHsM/ZjEsmY+Qfek4an1/AVeG1oPBly1gkGBOT4V3m554HL+djwtmz9kLLy8vTigzM1NGii33sod33nkHwZG9cPGftkFpFt58803nJku1d4iATMCpU6cKAd2Qh6itO/D48WMcOnQI7D4NOVmokRSL9L0b4GL0Qd6932HNzX4iIFD9k424PiHEVrAkIWt2HE/ftm1bnDp16k8FrL0+FOf7bxJxmjdv7lADKJJzE5AJ+PHHH4uHDncpHxu3xMjuAdkZ0Gd+aJEtDhi9BH8smyAEzPxkN589YaHwaplff/1V5NOhQwfU2dAHSf1+FOOAbCkYhbJPQCbglClTxLCLh4sZP2yKFkLaB5LZFJmPj88Lydy8eRP26bbnraxmS7zs4e2330b9H/vhbN+NYt1hy5YFxhRfWBpFcFYCMgEnT54shDO6WhH541bZGbByhfJIG9cKhhc/BD+Xh3+7Hrj17jj4+flhz549YEu6WGACNtjUH2f6bBBnwNatWzsrU6p3MQjIBGTzsvaHEK9ywPcbfgJ7T4N9xhajusOMgH3fIuPQVtSNTgOsVlwMta2grrv1vvjbfsx+2/9vvy98MG0H/P39+RhgfHw8l4+dIRttCcPp0PWi6myhK4WyT0Am4MSJE4WA3m4SItZv4mfEGjVq4MaNG/B0sXIBvVp1Byz58P3bQP4QYrWY4eLpBWt+LmC28N8uRtu9H/9/fi4uD6rJH0zSpsZwqVlgK6vtl/bGWwfiVO8fBHH24EKh7BOQCfjRRx8JAX09DFgdGcWP2bTYmTNn+AA0E9AtsD7KBQRyAdPjImE6l4CAMf/hT8Wmc/GwZKWjQrcPOL30/VH8+O6KKVzAe1Oi+RIsttTfPkjN4jXdNhgneq4TxNu3b1/26VML5e8Fjx8/XghY3tMVK9dukD2EXPzfb2i/e65ibN4teyC547/4i0/Lli3jP+xhhF2Cm8W8h+M91oq82aWZQtknIDsDsrff7PeAFb3c8F3ED/x48+bN/FXNl7FAgL39lpKSgrd2DsOxbhGCOBucplD2CcgEHDNmjDjj+Xm749s1kWDDKYsWLeIk2H2gI+HgwYMofAkdPXo0P+MVDEy+uXPnYsiQIWi+aziOdl0j7gnZ9ByFsk9AJiCTxL4g1d/XE1fWzUREijdfkMrmiZkU9veDjxw5gkGDBiEiIgJhYWFYunQpQkJCuKRsCVbXrl1x7do1TnDjxo1gDzjsns+enr12yV4BmDZtGq5evYqWse/jSJdVQsBOnTqVffrUQvk94IcffigErFzeiKSIGVh/wxdsmRYbfGai2ANbyTJy5EguHXtiTUtLQ2xsLLp06YLz58/zzx48eMDH/FiYMGEClixZwv8ODg7mi1TZ1B/7/darPngvaxN+e3elEJDlS6HsE5CdAdnlsFWrVrzVVSp48ZeSIisOxc7fzuGNN97gL6H/WWBxTpw48UJqUVFRYNN+8+fP578rfN0Z7i4WxId8J86QnTt3fmE+FMH5CcgEZIPDp0+f5q3y8/FAvc1D+N8xpjpg65p3mYJlW3TYp9jsGIp7HGh4iPG+CU+SS4jv/B3/++HDhxgwYIDz06UWvJDAM5sTrVixAvZtMVq0aA6/irZL6MsOly5fRnJyMpeP7ZDlyHzzy64T5f/yCRS5P2BpbJxaeAOkl998KqG0CUhr1qyxFmfWoXJlf1y9cK606+0U5bO1kFUDg/lAOwu0382z3SYlJSUVa49o69IQvOr7dJMipzChFCv5e4HdHurXr1+KNdFm0dKJEye4gPYnWPb2GnuTjS0YZbthsRmJgltx+K/qgQpVqsM4eisyw21r9rwX2F48evxv+YtH7PPM8NawPrK9Gfe8YHitOdz7zUfWEttTb1F5ec06BXNKIrIjRvJVOCy4NghBflKcyJYds1DwM/s/3QcsRk7UpOems8dxbdAJ5uQjsOZl88UWRQWPIcshlQ+A6at/PKnzNTz+92vP/M0+uFLgTb/q1avzlUAUnhKQEhMTeW+yFchsa94vv/wSP//8M98yg92TsX0B2XgdA8dmRV5Z2wd+jTvCI+wLSJ4VYHl4Ey6VbPAt91NgfXQbpq/DhEyZ4a1gqNaQSyF5+cGamfYMfyadJTUZUjkjpPJVbXml3UD+qe3I3TmPH7PPXRt1gzXtOgx1OiAnepYQ0L33bBjqd0Lutk94XPZ/dpy18Ol8sntv9j8rcqJni3SFBebleHhD8guCe9+5MC3rA8mnCiTvSvzHfMm2iFby8IE1OwPGyXshlfPiMsJsfsIiEOarR2BaYXuKPz/gJ9Fe9i5048aNyb8CBKSDBw9yAdkCAbbHH5seq1KlChITE8VL5ewNtaNHbfu8BEWFoby7fJ+XwkQ9R/0E03Lb2aGoIHn6wmoqelNLl1cawHI7CS+KV5K9KXmWh9X0qFhFniywxKxdu3bFSquHyNKePXuKdQ/YPDMB0oHlemDzl9toGLEOCbdsl3K2+4N9JugvZ1yGMuDDMKtXr8bhw4fLULO00xR2ZRk8eDBdeovoEvqeEO24qsuakIC67HbtNJoE1E5f6LImJKAuu107jSYBtdMXuqwJCajLbtdOo0lA7fSFLmtCAuqy27XTaBJQO32hy5qQgLrsdu00mgTUTl/osiYkoC67XTuNJgG10xe6rAkJqMtu106jSUDt9IUua0IC6rLbtdNoElA7faHLmpCAuux27TSaBNROX+iyJiSgLrtdO40mAbXTF7qsCQmoy27XTqNJQO30hS5rQgLqstu102gSUDt9ocuakIC67HbtNJoELGZfsM0m7V/e+Msvv4DteEVBOQESUAE7tpH7zJkzRUoXFxe+uxj/VnkKxSJAAhYL19PI48aNk33ZYsFs2PcgL1++nH+9GYU/J0ACKjSkb9++z6RkX8wTFxfHd5al4BgBEtAxTrJY7B6QbdZ54cIFrFq1Sny5j4KsdJ+EBCymAvYd7+krJYoJrojoJKA6HCkXhQRIQIXgKJk6BEhAdThSLgoJkIAKwVEydQiQgOpwpFwUEiABFYKjZOoQIAHV4Ui5KCRAAioER8nUIUACqsORclFIgARUCI6SqUOABFSHI+WikAAJqBAcJVOHAAmoDkfKRSEBElAhOEqmDgESUB2OlItCAiSgQnCUTB0CJKA6HCkXhQRIQIXgKJk6BEhAdThSLgoJkIAKwVEydQiQgOpwpFwUEiABFYKjZOoQIAHV4Ui5KCRAAioER8nUIUACqsORclFIgARUCI6SqUOABFSHI+WikAAJqBAcJVOHAAmoDkfKRSEBElAhOEqmDgESUB2OlItCAiSgQnCUTB0CJKA6HCkXhQRIQIXgKJk6BEhAdThSLgoJkIAKwVEydQiQgOpwpFwUEiABFYKjZOoQIAHV4Ui5KCRAAioER8nUIUACqsOR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