<snapdata remixID="10966812"><project name="Unit 4.2 Lab" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tXQdUVUfX3Y8uICpiQbF3ozF+xpJo/Iy9IsZujF2TmBiNGqPRxF5j1DTzRYO9YKfYxRK7AWuwYO9YUUFBqf/a85zLvSDwHj9NvGctF7777rszc2bfMzPnnNljiI+Pj4cuugaySAMGHYBZpHm9WKEBHYA6ELJUAzoAs1T9euE6AHUMZKkGdABmqfr1wnUA6hjIUg3oAMxS9euF6wDUMZClGtABmKXq1wvXAahjIEs1oAMwS9WvF64DUMdAlmpAB2CWql8vXAegjoEs1YAOwCxVv164DkAdA1mqAR2AWap+vXAdgDoGslQDOgCzVP164ToAdQxkqQaSAPDUqVMICwtDiRIloN6vZDAYMvzztWvX4OTkhLfffjtLlaIXnnka0ADw5MmTyJs3LzIDbCmB+/Hjx6hWrVrmaUEvKcs0oAHg3r17Ubx4cWHpqlevjtOnT8Pe3h5lypTBd999hw4dOmDbtm0YOnSo+E4K7ydo0+vz9evXUb9+/SxTil5w5mlAA8ArV64I8BFMVapUQa5cuTBu3DjUqVMHFy5cwJMnT8QQWa9ePeTOnRu0VPL+9P5bqlSpzNOCXlKWaUADwEuXLmVZRRIXTKurS87XgAaAFy9eVCyaW9GiuHDmlGbhkVHqiIuLg0O+Asrckxa4bNmyGVWc/txspAENAM+fP69UbdWA2vi6dm7ssasLt8a94VyiYrpX++SONah3YS6s46NhOS4YN27cUMooX758upenPzD7aUADwODgYMUC7h9eFwWrN0bVPtMUy+Sz4HdEbfwDCcuN1BvUZ/URhFs74uzZs+LmihUriufduXNHfC5UqBBc/qgPx+nXoS6/QoUKqT9cv+O114AGgBIkbNXBER+g2tAluBYaKVbEBM2a9lXh4WZjdqOt5gQqQ7mFhQX8/f3FM589eyYWN3HXj2PAhN8VkLKASpUqmV2O/oPXTwMaAJ45c0axgIe+rY8Gc46Iz3ny5BErYO9O72BYwCNcaFdItNTSKT+cOw5Frkq18WjDr3D9dqG4HrZ7FZ79swXhB3yN980OUDTD5+3evRvvvPMOIiIihNXjanrEiBFQl1+5cuXXT5t6jc3WgAaAQUFBynB7ZFQD1J91CN27d4eVlRUWLVoEn87VMXR/CG6ObY/YR3cR9zxCFOg2YT2sXIoIQFLiIsJwsUtJpTKGn47g7t27eP/998GV9q5du/Dzzz/jyJEjWLFiBR49eoSRI0dCXT7dQLrkfA0kAaD05xGA9WYe0GjAr2sNuKdhCI7/8ZAAMSUmJkZYQDc3N7i4uODEiRMIDQ0Vjm4CUO2HzPnq11uoASDjwFICRjfE+zP2aTSUP39+FCxY0Cyt3bt3Dw8fPtT8hgCsVauWmAMyokIAjhkzBury9XiwWWp+bW9OEguWFihwTCO8N32vJtLx0yctMNg1PE2NLbXyGg4ePIhy5cqJIZhzwMjISPz7778CgN9//z0Yi5bl67HgNKn5tfuRBoDHjx9XGnDshyaoNWW3mKvt3LkTfn5+2NqjDoYfe4rz7s5w/cYTIT/21TSYc8DYMK21kzeU9w3F1q1bFQBKRzMt4IMHD0TIT10+V8m65HwNaAB47NgxxQIdH9sUNSfvAuPDjRs3BqMkO3rXxdCD9xAyrQecGn2MB8smI0/DLogJDQEsrWHpkAcPV/0Ii1yOiI+LhYWtPeKePUF8bAwSA5DWT2bdcIgeP3481OX/5z//yfna11uopegNDAxUVHJyfHPUmOgv5nxMQCAA/fvUw9ADdxF99yqibgTDvmo9XO5fXQAtT4veeLJlIWxLVIbrCE9c6lkJ5VbfwIUORcQzJQDp39u+fbtwwUihBZw4cSLU5b/77rt697wBGtBYwICAAMUCnprQAtXHb1c+UxeB079Ag8jgNKml4JLLOHz4sEh05SIkKipKPIdzPgJw8uTJUJdfs2bNNJWj/+j10oAGgPTLyWExaFIrVBu7VdOaShUr4OKZIKR2rkNsTAzibXIlq4l9+7Sra66Up06dKvyCsvzatWu/XprUa5smDWgASAsl5fTk1nj7hy1gpgrDZ7RUm/t9iG4lbU0qyHX5NRw4cEAsOiic50lw3b9/H+fOnROfmXSwf/9+TJs2TVhIKcxB1CXna0ADQLpJZGbzmSlt8NbojXB2dkbv3r0xa9Ys7Pu8kXBEcz4XMr03wg/4AMyEFiZRaxfViw5+y2E2uTT8devW4ccffxRuGln+e++9l/O1r7dQuwghAKQf7uxUd1T+zg8rV66El5cXvL29cfDLpgoAr35eE3lb9sO9+aMAgwXcJq7HzTEeikolAFu2bCkSDhiKkxYw8d/169dj5syZAoCyfIbtdMn5GtBYQA6FUoKne6DiSB+NBg4NavbqUJzBAo51WuHpIb8kAJRDsEy/4g0LFiwQ/yh9+vQRyQ60sOrymfavS87XgAaAXBxIC3R+RjuUH7FB0QCvVyzohMcjGpmkFZtfjgrLJ4ddOzs7zcalhQuNmTMc3jkEz5kzB+ryP/jgA5PK0W96vTWgAeDff/+ttObizPYoO3ydiF58+OGHwnXSvHnzdG8t9wLT//fLL79AXf5///vfdC9Lf2D204AGgHv27FEs4KWfOqD00DVwcHAQFqp9+/YieYDC7Zty2yQtHFfJXC1TuJpllkv//v2VZ82bNw9//PGHEmqTc0Cm4BcrVgycA/76669Ql9+gQYPspy29RumuAQ0AmSQgwXFldieUGOwlIiGrV6/GkCFDRLKABOCGDRvECtnV1VVYRyaUzpgxAwyhcU7Ha8uXLxf329jYoF+/fpg7d67SgFu3bqFo0aLg34D9u/HrvIUiSUGW37Bhw3RvrP7A7KcBDQCZdCDl6pzOOFHEAzfvPRQLBG5G/+KLLxSrRqBUrVoVISEhoF+PeX1Lly4VlowApHPZ1tYWL168EJvb33rrLTHU0mLevn0bRYoUUf4W3zYEFWaeFkkPUho1Mm2umf1UqtfIHA1oAMisZyaKUq793AWdK9vD08YDlT5oLa6lNwMCnxfg7YkhTofFpqQdO3YIC3jz5k306tXLnHbo976mGkiyCKHFIghCvSejlePlDGvWi3gr2BpilOdHDAsUVpRCy6kvQjJM9dnqwUnYsbgS5b4Nzs8yWzgfJCOCDr7M1nzWlafzA2ad7vWSAW0oTmpky5Yt4LZIGZfNLLo27o6jBf7qq6/0znlDNJDEApIaLbOJKROXx4jIxx9//IZ0wZvdTA0AGfUgJYa0fOHh4YKGbdKkSfD09BTXO3XqJHx93Mfr4eEh0vWZcCAlvVbKJUsm7Ct+s7soZ7deA0CmRJGEkiDiipTRjlWrVqFz587KdkwZ0+WeDqbq0wfIiEZymS5pvV66dOmcrXm9dUIDGgAyksGQW3aQrOYH5J6Ur7/+Wp8KZDAYNABkHFdaQIbZ7ofcQNTz5xlcBePjnQsVQeRzow+SFlimcWVK4ckU0q5dO+Wby5cvY+3atdmiXlmpk/QuWwNA7suQFjD2+TO4LW+LaIM1DpQbiGpNOqZ32Xh07Rxu7FiIBi9IAWLA7b47lDKyCz+gGoSycky+oMN+48aN6a6TN+2BGgByZ5q0gFFPH6H0ms54ODAhR7BgQRfMqF0QDlapMwT2WXMEYZYOYu8Hhdsxk+ORPvnXCDSMPoybvbYpFpA8gtlBdABmbC9oAMjVLi0gh0EC8LDvMjTuNUwwWHXr1g1h9+/AfrIxLpyqGAywnhOopGnxmcktSB5dD0aFrZ/hRk/jLjzelx0AmHgIXrNmjdhEpUv6aUADwAkTJggLSImJeIItO/eKz9wPQpdL+IO7SQBo41YWUTcvJq2RwQCLn4zbLKWkxKRf+K9GuPbJZuX+rOYH1Bch6QeylJ6UBIAfffSRAEFsZBg2+/8tUq4YmaCP8FnofQ0A7Sq8i+iQK8hdzwOPN3tqy6HFm3lYwwuYUkVcPRsLAEqQMn1Ll5yvAQ0ASRAk54DxL55i4/bdGrfM04f3kHtaW9O0wtXsjIMaXsCUflh0YVNc+XijMkwT+LrkfA1oADh27NgEwEU9g+/WnUn8gqTWYIJpavIqXsCUflNscXNc7pawq07nB0xNwznjew0AydEnLaBFTCS8N+9QPnNYdrC1xqNBtcRe9NTEpW4rPG47CoycUOi2SGkOWGJpS1zs4qNYQPIH6pLzNaABIFlKpR/QMvY5NmzajsKFC6NZs2ZgXDg2Itw4BySlhg95AONxqXv5V3MCciU9+W9x3BeFbFgpheVKLmuFC529FY3r/IA5H3xsoQaA8kBCWirr+Cis9d0iLCAPsKH7IS7yqbIIKTJyMW5P64m8LfoAllYI27lCcALGv4g0as5gQOSEXXB0dBQfuaMuJQtYZqU7gjuuV0Bao0aNN6MH3vBWagA4atQoxQLaIBprfDaLz2QzZShKC8BFuD2tl2DGz9O8F/K1+VRwAiIuVgFgxPidIpuGu+IS80Qn1ntZr7Y412GdclnnB3wzkKkB4Lfffqv4Ablfw2u9n/KZ6jh1aC/e3zbBJM041m6FkOZDlAULs2dSStUqv7odzny0RvED6vyAJqn5tb8pCQClH9DOIhYr1/lmWnZMxbXtBQAlSMmir0vO14AGgN98840COHureCxf461ZBaf3mcDq51Ve3xFBHqsUjev8gDkffEkWIcOHD1cA6GANLF21XokNZ3Sa/lsbOuHftl6K1nV+wDcQgGQ/kH7A3LYWWLxybaZZwLd9u+JkmxXKKrhu3bpvRg+84a3UDMHMAJZ+QCc7SyxasSbD5oCS/4++QW5CqubXDSdaG7lkKDo/4JuBTA0ABw8erFi8vPbWWLBslQBgem00kiqVz+MGdG7D5Of/bP4Ex1ouVSygZN96M7rhzW2lBoDMepEWMJ+DDf5aslJ85jGq5G0hQNNbCDTSvdXY0gNHWyxRHq+zI6S3prPn8zQA/PLLLxULmD+3HeYtWi7o06ytrcUxCtwzLMNpdE6TAVVyA8q8v7CwMHHoIOdwMgn1n3/+AZM7STqk3uRODkCyaTHzpea2Xghotkj5nqSYuuR8DSQBIP2AFBenXJg/bx5uPXgiAEhK3UOHDikaIWcg0+25L5gr1j///FPQ7RKUPNyaJOPqZFSCt3jx4srvyf9HVlRaXdKy1fHvKwAoV9s6P2DOB18SN8zAgQOVIbhAHnvYevXDKqfOYmsigcFz46QFY2yYmS487ZLfkVaDWyn5lylbpN5V+/kYWuNhhGRSJfcfD0HkkM6/l87+i6n5/HGkiZG4nKLzA76BAFyyZIkgjqQUzOsgNiXNCauDWu36ZdhC5Oy+jegb5S2SFw43TsiqpmXVJedrIAk3DBcbgsX04ml0uDY70zRg9VYz7C3cUVhYnhfC5Fhdcr4GXknP9ttvv4kMGPUcLjNUweGbK2I1l3RmlKuXkXUa0PkBs073esmvCz8gV8v0C+bLl0/jxhGrqJdUHrI30/MzpyL0gbZo0UIDFrqZ6G7iYiujY+SJn8/FHUmh1HtmeJp9tWrVsgzQjx8/FpQlMvvdnIpke35AHvWgDttldofL8gg2Co+qyJs3b4YC35QXi51O0HHawpeBwrqSVYzeCgp1p+ZZlF4J3sME4/SMcMn6mAM+0c54VY+q+QE3b94snMfHjh0DzwQJDQ1FkyZNQFcN3z6mzPMETNKzcc8IN7XLBpHhnt+RO4UbzNUcKqY2WvIDXr16VWkTY8Y8CuLs2bMifsxT1umf5B5iWgFTny0faM799HnypCjOUenP5G/p2+zYsaM4E4XETuRJpF6aNm0qIkc8boxg7du3r6C549yapE/8nr951aZ9U+vGshlFoueCf2U3Um/UPYFJ/yqTS1gHXuMh4QQl9/4UKFBAOR43vUaNUqVKmYs/LQDV/ICk6eW5IKw4hYsSgo0M9hwKucmIJpd7iXmIjVp4D7/jW0G3DjvNXJ5AyQ/IN1X+lkmqPHWTyuVZJHx+oUKFRKcy2mJuGebcT2Ys5kvSuqgtCevz+++/g7v4mPXN+jKznKd/5s+fXxzkw+0IdKwTHNQXtz7wdwSEOXVInI/JDmefyfDp+PHjMWXKFEEiGhwcjB9++EH4WglWvhg8v5l9R/Bx0xfblJ6SFk5Hs/kBOdYz2pHRIvkBydifHYTHlfE0qJTqQz4bbuCSx5ZldL2po+nTp2daylxqLwuNlLmS7fkBCXbZcHs7azy8e8fcNqbp/qATR1GrQTPF2tFakJb44sWLyjW3okVx4cwpzUIkTYWZ8COC2iFfAY3FZIdz6JcWkIcMTWzqijJ5rU144v//lg6/7sG9aBvlQWnhdMz2/IC0KFLsfmsI51wWmOvUF52790p3PyWHuFXLFmFgmDEic7uvv1I2LSCHTnV9Vg2oja9r58Yeu7pwa9wbziXSn1Lu5I41qHdhLqzjo2E5LljQIUthOJRDrppSr9TqTvCy90CTXsP+X8N7StsvAreuRrPLv4ro1a3e25VyyC9urmQYPyAr0mf1EYRbO4pFA4VDlLRmnANRnj9/jif+c5PlB+TkX/4m37wm2FvuS9Rq2UWxQpM71Ef5WG6SN1367bqpTMD5K3IXcrEjWRxuHP8bza/8hlt9jFEhlk8LOHr0aDG3ktf2D6+LgtUbo2qfaUodfRb8jqiNf8AE8gj03XkDR44cUSqu1g/LlId8c57r8kd9cZyZunx2ODkdpQUkpV7udQNh+DThnGeL2Bg8GFQTlqZUKJEKXeq1QnTXSYiNNW61ffr0qegvnvUXHHQCXz5bJDgdpaSFUi/j+AFZK4MBVrMDlCGKqVuy8/h/KrhHjx5Y8eecZPkBCUC5wnOe3xQRg/aKRAWu8Hg9fFAN5DJTu2R12Lptm0K3y84mAwQTK7haZVpawT8b4IaKMJMWkKtH+TKxeQdHfIBqQ5fgWmikmNTzOWvaV4WHW8KwlNJrUd43VLCOyaFLrR9/f3/xTG7o5zQk7vpxDJjwu6Z8vjiS05G6IKXeRj8/tO/WE/w9/ZeS07Hsisu48nktxD4xLirL+zzA+bYumv+rr4kvEvUfs6J4OCX7bPOmjSj0V2OF05Hlp4VSz2x+wCLH1uPxlgUoNOgXRN0IRtie1Sj5+2E8XDYJ+doPxpV+76BA38m47zlaNMBy1j9KH6jNOhsjAbhp0yYkxw9IRzCFv3XxbI7wgbtFqI7uIHb406/eNQLwJWFN3ua9YZE7H+JfROCR33zk7zIcT7YtQYk5u3HpE+MQkRiAvEYABgUFwcvLSwCw0LwPcf0lYSa/pwXkqpL1ke049G19NJhzRHzmqpxpaN6d3oH7SwBauRRB6QVBosyIE3tgW/ItXOqRMEwlBqBaP3TT8JRSru5XrlwpVvxcBKnLZ4fTFSW30kpOR1pEHx8ftG3bFmQ0K3HnpOiP8r4PyaaC+JgXMFjZIj7quWCzsMjlKPqt1PzjiI+NQWxYKC73qiR0quZ4tLKyStJn13tsUfSRLgBMjR8w7+KvAYMFrAuXxPPgQORp0RthO1fCsWZThO/3Rmz4I8GWEBv2UDQgOY5AApDulC5dugg/YXL8gKdPn1YaSACGfb5LnOBOBTMiEDGkFvKWewcvrpxCrip1YetWHuEHfWGVryAs8xaEha0D7CrVxIPF42GZtwBiH91TAEjWBgKPE3yejUerykOzP/vsM7j+1QhXXxJmEhg8VJsAJEjllODIqAaoP+sQunfvLmjoeNqoT+fqCgBtilVAke+WwaZoGcRHv4DB2hbn3Z2VF1ICUF0P+SXPTmadePg3nd/UFRdB6vKrVKkCul7kHDDueTg27dgjPtNxTvcLAUg+n/Ib7uFy/+pwHeEJ6wLFYOVcWPRb5JlDwpggPk7066VPygkASguIHw/B0tJSsFvQ9cZ/7DP6XYssaIKr3Tcp+mB9zJWM4wd8acKT4wikn5AUbvTU+/r6Ijl+QA6LssMLLmyJx58mLAxYxPOhdVIcgi3zuCjDjlSO28ob2LtvnzL0xcTEiGNqaW1YFwKwKJWrIsykBaQPjwCQlooArDeTBOsJ4te1hgJA9XW3yT6IunoG9+aPUi67ed0UPlI5BLMeUmgB6bujb5FWj4EAcveoy2eHs05yDig5HWVSMZ/1z67tqLN13MvHciIYnzJGOJLEG+9xrNUS4R2/V9xKpOWToxYNgNuiZoLTUUpaOB0zjB+QlUqJI1DdGFIAJ8cPyLirlEKLWiG0/3aNAgkcWhBThW8w46mJhRZDzgH79++PYoua4bJKuZwD0tqo6xMwuiHen7FP8yg6n3nKfGqSXD3UAJRDmgQg56Dq8hmRolWWFtAQHQGfLf4avyDrc+/mdcTERKdWpWS/5yIkVx5nQTQl54CMjhVf0gKXuvoqBiIt8egs4wdkY/g2cTP8//73PyTHD8gTm6QFdF3SBg/6btW4F+5+9T6cbVNf4vEOqx8PiEgOhRN7GVLj8xmxoIuFc0ACsPji5rjULSG8RwvI+RaHQ2kBA8c0wnvT92oyv3/u2RJfFDLGZlOTlOokdwvKttMCkr9RXT47nNekBZScjopFpCV7EQmb8c1Sq0qq3xddeUP4QLkK5j4hrsBln8kfp4XTMU38gG4TNyDm4W3cmfNF8hVPhR+QbzWtTkBAALg5KTl+QKbxSymy1B33+2wR4T3yFTIIHzeyPqpteoSI47txc2zKpzy9mPy3QpZEAHKOJTuYHU5CJFpHri5Lka+wi49SNi0gV5zq+hz7oQlqTdktthVw/sh50dYeddD3+2lwqNUcVz9Pym/jUNMIhmcBRvdFcnXiXFQtDIlyuFWXz1UyXUPSAlrFvcA6v63iM/2FxYoVE5yOhfbMR+T5QMQ8CDHO9RKJjVs5RN1MiG7lbdEb4Qd8NbyPnK9yBJAZ86ROKbW8Nc532qDokGcImitp4AdsI+YR1kXKwL5KPVjYOyA+OhpRty6KSXbUtdOIvncjVX5Azn2kJWEwPTl+wKNHjyoNdFvugTs9N4LJDtwUJRi3Rv1XAJCrcacGHREf9QIGG1vER0eJFd2DhWPFqp3yfNIeODg4KBaQypR1YIdLMPKFKE3ldvbW+AHp9GVyhvzN8bFNUXPyLhEf5hYCWogdveuix6cD4fLJ9wj5aYCY7Mc+vo9nx3ehQN9JeBZoPIxHAjC5Oqn1w/IYTyYA1OWzwzkvlBZPcjoyaYTfiajN82dGAAYHIObBbRBI593zK3NBLhgtnZxR9Acv3BzbEdEhlyEBqCaflwDkSzBv3jwwLi/7TIIuLZyOaeIHFBYw9C7uzP4Mxab4iYqXmncUd+cOVRTLFXBK/IC0OFKY65ccP2BgYKByX7EV7RDSw09kv5Dylwo2jP4QuQu7oRjr9OShcYWXv7B4CeLCHyEi6CDuLxgjnhExYZeYL3IY5mSeK2ApSeqz0h3nOq7XWEBuTVXX5+T45qgx0V/M+bgiZ338+9TDgFmesCtXA/cXfC9GithHd2FXsTYsbHMh9tkTDQCTq5O6PvwBLSCnAOryudGLK2NpAUmpt9p7k2YOiBcRpp/tksh8lVt3GxfaG/cIJbaALLvcKg+cbb9WeXHTQqmXZfyAiS1gcvyAHKIptAIlvNrjVnfjsCitkNX3jWBnoiP66Th/JWmSQ616scAOl+lRtMjlqVwVYSbngAz8sz6y7FMTWqD6+O2aNLDA6V+gQWSwySPRq+rE5zPdTAo/E4CMeqjLZ4cz80YeLiQ5HeVn4Z90yo24YXVMrk9yNzr+L0ikvsmgAFPPZJ/xN9RdugAwJX5AV9fCCA25jVjJgmpis3I7u+DRY+ObL0WtYObNJccPSNeI7HAC8Ea3hDATn+WSLw8ePzR6900Vk+qz5iOcfkmYKf2ABCBDZ3KoDprUCtXGGk93klKpYgVcPBOUmrMDsTEx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