<snapdata remixID="12798944"><project name="9.1a drawAPolygon procedure " app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAADOFJREFUeF7tnQlsTd0Wx5d5iJrbr9p+PB/6EKTmIaigxqZBjRVTzaQ186h5jJqJOYh5piGiGr60QlE0iKHIe0KeWVXMgnpZJzn3nXvvGffZ1btP1k5E2rvX2mv/188+Zw/XLvDr169fQIUUyCcFChCA+aQ8NSspQAASCPmqgCqAmZmZkJaWBvh0LlCggCtAX/q5WrVqEBUVla/iUeP2FfACMDk5GapXr27fs0UPFSpUhGZdZkMJvyBDy3MHRkDO27dSPX9/fyhTpoyhDVXwTQXcALxy5Qr4+fm5Rr7c3FwoWLCg62flfAVHRnlENPO3Z/c97QP+CITB8164quG4qzU72jj9T/j47r9S+2/fvoVWrVr5proUlaECbgDOmjULoqOjJaOMjAyoUKECdOnSBcaPHy/9fvfu3bB3714p8ZGRkRAeHg7t27eHiIgI6VGdkpIC9evXh1q1akl/Z2dnS3/atm0LiYmJrmBiYmKk32P90NBQOHDgAAQFh8CQ+S9ddY6uqAVfv+VCzvsfUDW4OHSNu+P6bMO/QiDn9SPXz2FhYYYdpQq+qYAbgKtXr4bmzZtLkSJsnTt3lh7HWVlZkJqaCgkJCRAQECB9Xrp0aXjx4gXcvHkTYmNjJUjr1asHzZo1g3LlysGnT5+gZMmSMGnSJECwlaVo0aLSZ+/evYPAwEBISkqCf1T9C2IXvJKq/RVSHBKG/gmBFYvC9x+/4PHzrzAu8T8uF+unBsHLZw9cPzdt2tQ31aWoDBVwA/DVq1fw4MEDr0drzZo1JQjNPGpbt24N58+fl0ZEM/XleqH/rOkC0CjqTTOC4fG/b0v+caRGyKmIqYDXJGTLli2AM8z8KA0aNJBGT73y5csXSE9Pl6rcvXsX4uLi8iNUapOTArQMw0lIcsOmAC3DsOlGVpwU8NllGOwfroGr7VTTMgyn7PuAGy7LMPHx8XDx4kW4fv06t2UYPW1oGcYHyOEUApdlmD179sDQoUPh27dvXJZh5L51aFYO/r76Dn78dF+SpmUYTtn3ATdclmFwoRnXA9+8eQO0DOMDWRUoBFqGEShZTgyVjmM5MasC9YkAFChZTgyVAHRiVgXqEwEoULKcGCoB6MSsCtQnAlCgZDkxVALQiVkVqE8EoEDJcmKoBKATsypQnwhAgZLlxFAJQCdmVaA+EYACJcuJoRKATsyqQH0iAAVKlhNDJQCdmFWB+kQACpQsJ4ZKADoxqwL1iQAUKFlODJUAdGJWBeoTAShQspwYKgHoxKwK1CcCUKBkOTFUAtCJWRWoTwSgQMlyYqgEoBOzKlCfCECBkuXEUAlAJ2ZVoD4RgAIly4mhEoBOzKpAfSIABUqWE0MlAJ2YVYH6RAAKlCwnhupYAHv06AG9e/c2zBne9oS3POVF2bdvn3TXnme5fPmydNOUsvz8+RPq1q3r9rtDhw7BsWPH8iI0GDx4MHTq1MnQ9/PnzyV9lLemGhpZqOBIABE+K4nD/1y9YcOGFmQzroq3N61YscKr4rVr16BRo0aqDtRsrPbFKDIEHW/Dwvv8rJSNGzfC6NGjrZiYqus4AFkTxgtCvP8O78kLDg62BJ9c+dmzZ9I9emXLlnXZs/bJM4Bly5bBlClTTIGhVmnu3LmAf3gWRwFoN1F2IcRLGRcsWKCaH72RT81g5syZsHDhQm4QLl++HCZPnmybnQ8fPkBOTg5UrlzZti904BgA7cInq2kVFNkO79gbMWIEF/hkJ1u3boVhw4a53r9Y+oj36eHjlvc7HL4X4u2qdosjAGRJjJ5wViDES771rou14ksrJpy04DW4WKz0Fe9u2bZtm11GNO3xnuc+ffrYglt4AK0kxEomzICDjyK92z2vXr0KjRs3ttKsZl28Gb58+fKmIezfv790ubivF6EAxPuBpfcGvEQOAObMmQPz5s3LM40PHjwo/QvXKvgZ1lEruIRiZhnIbPB9+/aVbpaXy+zZs2H+/Pma5t+/f4ciRYqYdW+r3vv3772Wlcw6FApA7FR0dDTk5ubC/fv3Yfv27dLjj/f7jSxeZmYm4B3GWgXvLi5RooTqx3YnNJ5Ov379CsWLF3f9GicoOFFRK3pxmQXDSj3MydGjR62YuOoKByBG3r17d6/O4uPw7NmzULhwYSYh1Iz0ADQaYXgDiPHhXXzFihWTQtUDEEdeHIF/V/n48SOUKlWKqTlmAFetWgWVKlUybPTOnTuaSxOGxhoVxo0bB0+ePFH9FMXYsGED4HJBUlKSq07t2rW96uOa28SJEzXD0AMwJiYGcKdDq8TGxkKHDh0Mu2gUg9KBsk09AI3eTQ2DYqiAC9yFChWybMkMIL6P4HuJUTFbz8iP/PmtW7ekdz+5YKfx5RyXQeSi1ubOnTth0KBBbs0YxaYHIF7MWLFiRc2wrYyAeks4ygaUbeoBaFZLnvUGDhwIu3btsuxSKABxEoLvG9nZ2ZCSkgInTpyAXr16eXVaC6y0tDQIDw/XBVXpzOgdUEvt6dOnQ8+ePblv72F7qAG+82oBiCMvvhv/7oJ7xmaeiJ5xCQWgMnh8dOEaF+4+eBYtANEmKCjINoAjR46EzZs3q+b49evX4O/vL13ebWV/GYE9cuSIITdy21oA4qsJr10Kw2A8Ksj/OKzYCQmgvOWF215WAERhlFtcrI/gR48eQdWqVVV1PnfuHLRr184ygMrRTS+Bctu+9gjGmMeOHQvr16+3wh/7VpxR8vTexyxFqFOZBUClO6M+WH0E48IvLgBjsToCog1OnsaMGWMoD440ixYt8lqGwcnZmjVrDO3zqgKesgkNDbXkXrgRMC4uDtatWyd1khVA2QcrgFqPGuXvWQDEPpnZgcF6aiNgRkYGNGnSxBIAPCvjpoBygmjGt1AAfv78WTqqJBc8WoRHjDyLEVhYH49MnTx5UncmP2PGDFi8eLGXfxx9EhIS3H6PM2ycactFy9YoKQ8fPoQaNWpoVsN40PfUqVMhMTHRqx7Le5hRTGY/v3DhArRs2dJsdameUADirDcqKsqtgzgZwBdzZTEDIMKHEGotJS1ZsgRwNqtWUlNToU2bNoZCy7AYVvSooGeHbWdlZcGoUaNU3S5duhSmTZtmtUku9VngFwrA48ePq+6CeEJoBkD0hTsLagDqwWc1UywQ6h0c3bRpkyZ8GJs8CbIap936K1eu1F3U1/LPDCBuwsuHA/SCx/WhCRMm2O2fZK/civJ0qIQQz6kFBgbqtimv3HsCaBY+fNnHl3656K2/WYHw3r17msflzc4yWUYiuwlKTk429R0Tz3aYAbQbMKs9zhJxtqhW1B7HavW0fJiFD32eOnUKunbt6uZeL/FmIbxx4waEhYV5hY0jX0hICERGRhpKh0shCOvvLKzQCwcgiqrXWbMQeibHCnxaiTU6vmUE4dq1ayE+Pl4VPnznM5tk3APv1q3bb+PP7FaiWkBCAmj05Rg9CNVsWeHDnRg8dawsZ86cgY4dO2omXw9CNcDkdz7cXsPHvNliFlaz/vTqHT58WHVL1IxvIQHEjj1+/BiqVKmi2Udcpnj58qXb52onNjBRLJvo6FhtsqM8uawVHG7ce55hxNM7fn5+biYBAQGuZab9+/dDv379zORUqoN9wnZ+R7EDu7AApqenQ4sWLSzpy2Jj1IDa7oXW+qSRL63PWb6Ti7sSuF2Y16ei8Zt2+I071iIsgNhhtUeglhBW6loVU20HwMqooBcby+6CMv68WhfEM4d4SpvlBIwyPqEBlB81ZoAZMGBAnh3dx/ZxURvP68mvBTjTlr/Jphff06dPVRe88VQLnnNkPWmsbBMPD/P87zU8v7NsRn+tOsIDaKfzeWGLs1iczdopeXWo4Pbt21CnTh07oQF+V3n48OG2fDhqBOSmBEdHuByD38tg+bKUmV0cO6EOGTIEduzYYdnFpUuXpBGdpU96jdEIaDkV5g2MlmSUnvCEd0REBPcEq0V7+vRpadfCLExmD8uaV+b/NQlAFtXIhpsCBCA3KckRiwIEIItqZMNNAQKQm5TkiEUBApBFNbLhpgAByE1KcsSiAAHIohrZcFOAAOQmJTliUYAAZFGNbLgpQAByk5IcsShAALKoRjbcFCAAuUlJjlgUIABZVCMbbgoQgNykJEcsChCALKqRDTcFCEBuUpIjFgUIQBbVyIabAgQgNynJEYsCBCCLamTDTQECkJuU5IhFAQKQRTWy4aYAAchNSnLEogAByKIa2XBTgADkJiU5YlGAAGRRjWy4KUAAcpOSHLEoQACyqEY23BQgALlJSY5YFCAAWVQjG24KEIDcpCRHLAoQgCyqkQ03BQhAblKSIxYFCEAW1ciGmwIEIDcpyRGLAgQgi2pkw00BApCblOSIRQECkEU1suGmAAHITUpyxKIAAciiGtlwU4AA5CYlOWJR4H9tJ9wCfBURBAAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="9.1a drawAPolygon procedure "><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawAPolygon %&apos;numberOfSides #&apos; %&apos;numberOfSides2 #&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="numberOfSides #"/><script><block s="forward"><l>30</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numberOfSides #"/></block></block></script></block><block s="up"></block><block s="forward"><l>100</l></block><block s="down"></block><block s="doRepeat"><block var="numberOfSides2 #"/><script><block s="forward"><l>30</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numberOfSides2 #"/></block></block></script></block></script></block-definition></blocks><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" 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2XlmW5xZFkU5y7Fuek/Yziz+vkmco+6eAQ0miZ+uI8Qm7SkRtPWEPBoMTkiS5bn5+/oTFxcWfVlkTBXxjgeFwePPl5eXry7I8cTQaXT/Bp5V3NNrKs6nrok/nqZJnKPuigENJomfroIC3DqytAlZK2U89/5bW2t79qrFHrHkqpexdsd6jtX6njwJuK8/GLoyencg1z1C2RQGHkkTP1hHrE7ZrTG0VcJZli2VZvrcoire5rsVlXKx5pmn6hCRJzsrzfOijgNvK0yXzWRzjmmcoe6eAQ0miZ+uI9QnbNaY2CnjXrl07duzYYd9+PqXJO1/ZPcWa5/hOSt87evToiYcOHTq6Wb59y9P1Op21ca55hrJvCjiUJHq2jlifsF1jauMJWyllP/X8+DY+WR1znuO9v11rfWWXBdxmnq7X6SyOc8kzlH33qoCVUi8WQpwuhGjkq9YqhHB8Tq21nZ/H+BWTMeaIlPJrNUDOFELcUggx8e8w189hjEmklB+acu7W82ypgK8wxlxTFMV/n3Lfmx5mn7QayHPqZRljthVF8YKpT1DjwDRN/6uU8iFa6/M6LuDW8qzB0ftDXfIMZZO9KuA0Ta+QUt5OCPHhjgHPNMZ8tyiKTf8H7Xg93qezT9hSynsaY2wWX51yQQtCiBOEEN+uePythBC3F0K8oeJxq8Nbz7OFApb2frfz8/Onb/WdtlN6HH8LuoE8p53+DCHE/bTWd5r2BHWOs9+lvLy8bP+Bbe+rbTY6V9/yrOPR92Nd8gxlj70q4PErYNH1K1Ff84ZykWy0jjRNvyKl/LHW+oHTrrOOa5ZlS8aYj2mt/6zq/HXmdZ2r6Sfs8XfEPlVr/XDXNVQZ10SeVeZbP7ZOnnXmXT1WKfVXQog3aq03/K7gvuXZhEmfzzEpz1D2RgE7JNHFE7bDMoIZkmXZbYwx30mS5BlLS0v2i+CnetRxzbLsHsaYj0gpT8vz/AdVFlBnXtd5WnjCtp96/pzW+iLXNbiOaypP1/k2Glcnzzrzringpwkh7qW1fsJG5+tTnk149P0cSqkt8wxlfxSwQxJdPGE7LCOYIUop+6Xm9sYE++rcirKuq1LqNUKIm2mt91XBqTuvy1wtPGH/aH5+/p6Li4v/4DJ/lTFN5Vllzk1Kbqo8685rjx8Oh3dYXl7+G621/UzCTR59yrMJj76fY1KeoeyPAnZIoosnbIdlBDFkYWHhAWVZFkKIzwshXuuzgMd3Ebo2SZJ0aWnpE65AXeTZ5BN2mqZnSSkv1Fo/xHWPruOazNN1zs3GTZtn3XnXvAq+xhjziqIo7H3Ob/ToS55NWczCeZRSm+YZyv4oYIckunjCdlhGEEPs1+AJIQ5IKc+p+2UMTbimabpXCLHb5Wvl1jzRHv80e5ufJWjyCTvLsjcZY+yHhCr/vnvSRdNknpPmcvn5NHm6nNdljFLq96WUp+d5/pQ2C7jNPF32GcuYrfIMxYACdkiiiaJwmCb4IWmaPiZJkqflef4bTfzdaFOuWZZ9vCzLi4qieJcLYlPzbjVXkwWcpun3jDEPHo1G17rsz3VM03m6zjtpXNU8J53P9eeDweA0KeVHiqI4pc0CbitP133GMm6rPEMxoIAdkujiCdthGd6HKKW+LqV8ep7n7wusgB9ljHmD1vrOLkhd5NlUASul7PcJv1xr/QCXvVUZ03SeVebeamyWZZXybGpeex6llP1VxvO11h9Ye94+5Nmkw6yca7M8Q9kfBeyQRBdP2A7L8DpEKWVvkvCrqzcrCKmAx0+c9qv5vqK1ftkkqC7ybPAJ2/6t8/e01n86aV9Vft5GnlXmnzRWKeWc56RzVfm5UuoPhRCnaK2f3lIBt5JnlT3GNHazPEMxoIAdkujiCdthGd6GLCws/HJZlt+UUt41z/OvjwvPflDlIp8fwloLkmXZnY0xX06S5NSlpaW/3wqrizwbLOC/N8bsKoriy01dAG3l2dT67Hmq5NnkvGma3lVKeUhr/cstFXDjeTa5/1k712Z5hrJPCtghiS6esB2W4W1IlmVvtX/3q7X+49VFhPYKePyPgj+RUt4+z/MnzkIBp2n6YCnl67XW92oy/LbybHKNVfJsYd7PGWOeURTFR9Zc77W/D7itPJve/6ydTyl1kzxD2SMF7JBEzAU8GAx+M0mSt/3kJz857fDhw8dCLuCdO3duO/nkk68ty/IJo9Fo0/tEd5FnE6+Ax3/nfL3W+iUOl6nTkDbzdFpAhUGueVY4pdNQpdSL7C1StdbPabKA28jTaUORD9ooz1BIKGCHJLp4wnZYhpchSqnDxph3rP/+2RBfAVsg+32gUsrztdY7NwPrIs+GCth+6chQa/2/mwq/zTybWuPa87jk2fS8Sqn/KIRY1FrbL+04/gg1z6b3Povn2yjPUPZJATsk0cUTtsMyOh+ilPovUsrz8jx/6PrJQy1gu84syz5ojLlCa/0/NkLrIs+6T9hpmt5fSvlWrfXdmgq+7TybWuf680zKs415lVJfMsY8sSiKTzZRwG3k2ca+Z/Wc6/MMZZ8UsEMSXTxhOyyj0yHD4XD78vKy/eDVY/M8v8m3TwVewPbbjt45Pz9/6uLi4g0b/OMh+BtxKKX+m1231vqPmgi+izybWOdG58iybMs825h3vX/df1A1nWcbe57lc4bqTwE7XHUxFnCWZS83xtxWa/2kTV5FBvUp6A1K9i1Syu/nef78nhbwjV6BOVymWw7pIs+6a9zqeKXUpnm2Me/6V6wNFHCjebax51k+Z6jvQFDADlddbAW8Z8+eM1ZWVj5vjDmtKIr/08cCTtP0l6SU187Nzd1j//79N/q+4i7ybOAJ+1pjzG9u5u9w2f5sSFd5VllT1bFb5Vn1XC7jx/N9SGt9mh0fUp4u62fMjQXW5xmKDwXskEQXT9gOy+hsiFLqL40xXyiK4vjboH0sYLvmNE3/SEp5d631b6/dQxd5NvCE/XYhxGe01m+sG3xXedZd56TjN8tz0nHT/Fwp9VQhxH201o9vqIAby3Oa/cR+zPo8Q/GggB2S6OIJ22EZnQyx37wjhPizoih+dasJQ/4d8Np12y+aF0L8/tpvuOkiz7oFvLCwkJVleYHW+j/XCb7LPOus0/XYjfJ0PbbKOKXU/0qS5NKlpaW8iQJuKs8qe2Ds/xdYn2coNhSwQxJdPGE7LKOTIUqpT0kp/zzP87+chQLOsuy3jTHP1lrfb3U/XeRZt4CHw+Hc8vLydWVZ3mk0Gn1/2vC7zHPaNVY5bqM8qxzvMnYwGNw2SZJvzc/Pn7i4uLjSRAE3lafL+hlzY4GN8gzFiAJ2SKKLJ2yHZbQ+ZPw2zS6t9dmTJuvLK+Dxk+dBIYS9veDxt3O7yLNuAY/X+S4p5YfyPH/zpDw2+nnXeU6zxmmOUUrdKM9pzrHVMVmW/Z79/bvW+jFr/tFW+05YSqlaeTa9z1jOt1GeoeydAnZIoosnbIdltDpkOByeZP/sSAhxltb6U5MmU0p9Rkr573meP2jS2M1+3pWrUsq++n3v+M+SjnQxb5qmH5VS7tBa33danzRNH50kyePyPLffvVzp4SPPSgusMXh9njVOteGhWZZdVZbl5UVRvHt1gO88m95jTOfbKM9Q9k8BOyTRxRO2wzJaHaKUeq0QYpvW+mmuE42/WPx2WuuB6zFrx3XpqpS6SAhxTGv9rLbnVUqNpJTf3eiL3as4DYfDm9m3oZeXl29z8ODBf6ly7JR5XmqMuf20eVZZX92xa/Ose661x5999tk/Pz8//4Px28//Zn8WQp5N7jGmc22UZ0j7p4Ad0mj7CdthCa0OGQwG90yS5ENSylPzPP9RlcnqlHCXrlmW3dIY882yLO29rVO7R6318RtyNPlo6sl6dU1KqfdIKQ/kef4O13XWzLMXJbw2z9Fo9DeuNpPGZVl2vjFmt9b6t5os3zp5TlozP99cYH2eoVlRwA6JdFkUDstpfEiapoUQ4nBRFPZVcOXHtCXctWuaps8SQuyUUh5/wm66gJsu33EBPE5KmeV5vuAaTAN59qKEV/MsiuL4P6iaeGRZtmSMybXWl4eSZxP7ivUca/MM0YACdkil66JwWFJjQ5RSe4QQr9Za36nOSacpYR+uSqlvCSE+LYT4SpMF3MaTtc1j/LvcH6+srJxw4MCBf52UUYN59qKEx3k+V2u9f5LNpJ/v3r375+bm5q6fn5+/xfLy8uVN/Bph/ZxV85y0Zn6+ucDaPBcXF4+EaEUBO6TioygcltXIkCzLUmOM/c7ZO9Y9YdUS9uGqlPq2MebjUsqvNVXAbZXvah72/EKIv9Ba/8WkjBrOM/gStnlKKZ+R57l9F6fWQyn1O0II+59oo3ynybPWhiI/eDXPkD/TQAE7XKQ+isJhWY0Nsb9nFEJ8Smv9qronrVLCXbsqpf5ACGE/Ef23dp9NFHDb5WvXab/FSAjxiPV39Nosq4bzDLaEV/Nc/X1t3WvX3jFMCHGGlPITdT9At9VaquZZd1+xHj/O8+rNvhUtBBcK2CGFrovCYUmNDsmy7NeMMZ8c/5nOP9U9uWsJd+k6HA5/YfztTvc3xhz/gE3dAu6ifO06d+3adevt27f/w5EjR044fPjwsUn5tJBncCW8Ns88z4//g6rOY+fOndtOPvnko0KIy1dvP1nnfFsdWzXPttYxy+e1eZ500knX33DDDXc4dOjQD0Pda68KOE3TK6SUtxNC3OTr8VoGPlMI8V2t9Xktz+Pt9GmavipJkhOb+pe/Swl3nOfZxpijUsq/EkLUzrOr8l29IJRS7xNCvNn1d50t5BlUCdvrqyzL64qisO9q1H4opeznAuy3f92h9skcTlA1T4dTMmSNwPizEL+ntX5UyDC9KuDxK6bThRDf6BLVGHO6lPIbdV8xdbnmqnPZDywkSfJN++pwNBp9rOrxG42fVMId5vlLQohz7e+6pZTH6ubZdflaW6XUBUKI39Ba/65LNi3lGUQJDwaDB0op31OW5akuH0yb5DX+HftdhBCv01pfOml8Ez+vmmcTc8Z0DqXU/xRCfLyrPKe17VUBT7tJjnMTGAwGT0mSZKHuFwCsnW1SCbutrN4oeyP2siyXRqPRm+qdqbmbMlRdxznnnHP7bdu2fVlrfZLrsS3l6b2E28jTGPM7x44du+tVV131HVffOuOmybPOfLEdq5Q60mWe0/pSwNPKzehxSin76vdN9u8gm9qizxJWSj1OCPEUrfUD6+7Hxyvfdf+Y+WBZlq8tiuKA615aytNbCbeRZ1mWB5MkeVae5w91dW1iXJZllfNsYt5ZP0eaprt95DmNKwU8jdoMH5Nl2SOMMZeufhF5U1v1VcJKqWullBfkeX51nb34Ll+7dqXUM4QQv661fpLrXlrM00sJt5GnUuotQogvaq1f7+raxLhp8mxi3lk/h688p3GlgKdRm/FjlFL21e+1WuuXNLnVrktYKfUiIcRpWmv7KnjqRwjlaxe/e/fuX5mbm7N/LnbrKptpMc9OS7itPJVSP1xZWbnfgQMH/q6Ka92x0+ZZd95ZP95XntO4UsDTqM34MUqpU+0H3ebm5k7bv3+/vXNUY4+uSnjPnj13WllZuVYIcbrW2n7L01SPUMp3dfH2LWVjzEuLoni/64ZazrOTEm4rzzRNHymlfGETv6JwzWPtuGnynGaeWI7xnWdVZwq4qlgk4+0nlI0xv1IUxflNb7mLEk7T9B1Syr+r88n10MrX5jC++cQdtdZ7q+TScp6tl3BbeSqlLhFCfLuJm9BUyWPNP6jsn1FVznOauWI4xneeVY0p4Kpi8YyXSin7Z0lPLorC/u1so482SzhN04dLKS/TWttX8maahYdYvnYfg8HgLnNzcx/I8/wXK+6r7TxbK+E288yy7B9XVlYeNhqNvlbRs5HhNfJsZP5ZO4nvPKt6UsBVxSIan2XZ7xpj7B+zP7iNbbdVwkqpj0gp35znuf1bwMqPUMt3zaumT5dl+Qej0ehDVTbXQZ6tlHBbeQ4GA/vVlK/SWt+3imPTY+1NQKbJs+l19P18oeRZxZECrqIV4VillH31e6UviiMMAAAMsElEQVTW+rI2tt90CSulnmxvuqG1fvg06w29fO2elFIvEELcSmv9zKp77CDPRku4zTyVUq8TQvyz1vplVR2bHF8nzybX0fdzhZJnFUcKuIpWhGOzLHuQMebd8/Pzpy0uLv5bGwRNlfBwOLzZ8vKy/bOjR+d5/tGqa+1D+do9pWn661LKYpqvkOwoz0ZKuO087VcZGmPSoii+WPVaaXJ8nTybXEffzxVKnlUcKeAqWpGOTdP0siRJfpzn+YVtEayWsJTyCTXmeGFZlicnSfLsqucwxrytza+gq7qeSeOzLPv8ysrK3mluG9pRnsdLONQ87e0s5+bmLsnz/B6TrLv4eZ08u1hf6HOElqerFwXsKhXxuMFgcDsp5TfLsrzPgQMHvtQWxfiG+PaDU+UUc8wJIextGn8yxfGJEOKbvn8XWGXPSqmXCiF2aK2fV+U4O5Y8j7+N/0ohxFGt9Qur+rUxvk6ebaynb+cMLU9XPwrYVSrycWmaPk9KeW+t9bkhUiilrjTGfLYoCvvEOvMPpdS9hRBXaK3PmGazseeplPqqEOI8rfVnp/Fr+pi6eTa9nr6dL7Q8Xf0oYFcpxtlXDV8yxlxY5V7EXbDZe79KKV+htb5bF/OFModS6nNCiINa6z+eZk2x5qmU+hMp5Vl5ntt/xATzqJtnMBvpeCGh5unCQAG7KDHmuECWZUNjzPO01vcJiUQp9Rkp5SvzPF8MaV1tryVN0/tLKS+RUn5u27Zt+xYXF2+oMmdseQ6Hw+3Hjh272BhzL2PM3qIoPlnFq+2xdfNse32hnT/0PF28KGAXJcb8TGD83akf6PrG9ZtFML6h/cO01oNYY1JKXSyEeEhZlvtGo9E1VRxiyXMwGDwkSRLrdI3Wel8Vo67H1smz67X6mq9PeW5lRAH7uoJ6Ou/4d1VXj/8s6cc+tzEcDm9h/+xICPGIUH6X58tDKfVYIYS9reLLqtxWMYY8x7fvtH87vVdr/U5fGVWZd9o8q8zR17F9zHMzawq4r1ehx3XbP3iXUso8z+3X43l7ZFn2emOMmeaGFN4W3eLE4y9duFRK+VMp5b6lpaXvuUw3q3kuLCycYoyxbznfXAhxQZ0v5XBxbHrMtHk2vY5Qztf3PDdypIBDubp6tI6zzz7757dv337tysrKI0ej0Wd8LH0wGNxnbm7u/TfccMNpBw8e/Bcfawh1zizLXlKWpb0jmP09Zz5pnbOYZ5qmmX1HIEmSy/I8t19L2dtH1Tx7u9EtFj5Lea7dJgU8i1drB3vKsuzpxhj71u/uDqa7yRRKqQNSyqvzPH+Dj/lDn1MptWv8lrS9jejEvxWepTzHfxNq/1zOvuV8KPSsXNZXNU+Xc/ZlzCzmuWpPAfflKgxwnUqpa40xX5JS2r+p7OwhpTzDGHM3rfVpnU3aw4mUUiePS/gXpZR78zz/26220fc8syz7NWOM/T34P47L196UZWYeVfPs+8ZnPU+bDwXc96vU4/qzLLvQGDPNXatqr1pKmeR5/oraJ4rgBGmaPj1JkteUZWnfkn7LZlvuc55pmj4pSZJLyrJ8TlEUM/2uiGuefb60Y8mTAu7zVcraEXAUWFhYuG9ZlvbV4ReOHj2699ChQ0cdDw162K5du3bs2LHD7uvuSZLsXVpa+nTQC25oceTZEKTn01DAngNgegS6FFBKXSSEeOj4LekPdzl303NlWXbm+C3nD2qtn9b0+ftwPvLsQ0qbr5EC7nd+rB6BygKDweA8e1MKe/vOvr6NP367/MLxzUeuqIwwQweQZ3/DpID7mx0rR2BqgT179txpZWXFvnX77/Z3w6PR6LtTn6zDA+03Odnf9Qoh/sPc3Nze/fv3f6vD6YOdijyDjWbLhVHA/cyNVSPQiIBS6sX2JhXjTw3vb+SkLZ1EKbVn/KnuS7XWdt081gmQZ78uCQq4X3mxWgQaF0jT9JHjL3VYyvP8uY1P0MAJsyx7tTFmYfwlCu9v4JQzewry7E+0FHB/smKlCLQmMBwOT7LfFFSW5R1tyY1Goy+0NlmFEw8Gg7vbfxwkSfLt8Tc+HalweLRDybMf0VPA/ciJVSLQiYBS6qlCiNeN35K+rJNJN5lEKWVvp2l/3/tMrfUbfa6lr3OTZ9jJUcBh58PqEOhcwN5n235K2hjz1bIsXy+E6PRvhrdv3759ZWXlWUKIu4w/5ezlfuOdw7c0IXm2BNvAaSngBhA5BQKzKKCU+piU8iQfezPGHNFaP9DH3LM6J3mGlywFHF4mrAgBBBBAIAIBCjiCkNkiAggggEB4AhRweJmwIgQQQACBCAQo4AhCZosIIIAAAuEJUMDhZcKKEEAAAQQiEKCAIwiZLSKAAAIIhCdAAYeXCStCAAEEEIhAgAKOIGS2iAACCCAQngAFHF4mrAgBBBBAIAIBCjiCkNkiAggggEB4AhRweJmwIgQQQACBCAQo4AhCZosIIIAAAuEJUMDhZcKKEEAAAQQiEKCAIwiZLSKAAAIIhCdAAYeXCStCAAEEEIhAgAKOIGS2iAACCCAQngAFHF4mrAgBBBBAIAIBCjiCkNkiAggggEB4AhRweJmwIgQQQACBCAQo4AhCZosIIIAAAuEJUMDhZcKKEEAAAQQiEKCAIwiZLSKAAAIIhCdAAYeXCStCAAEEEIhAgAKOIGS2iAACCCAQngAFHF4mrAgBBBBAIAIBCjiCkNkiAggggEB4AhRweJmwIgQQQACBCAQo4AhCZosIIIAAAuEJUMDhZcKKEEAAAQQiEKCAIwiZLSKAAAIIhCdAAYeXCStCAAEEEIhAgAKOIGS2iAACCCAQngAFHF4mrAgBBBBAIAIBCjiCkNkiAggggEB4AhRweJmwIgQQQACBCAQo4AhCZosIIIAAAuEJUMDhZcKKEEAAAQQiEKCAIwiZLSKAAAIIhCdAAYeXCStCAAEEEIhAgAKOIGS2iAACCCAQngAFHF4mrAgBBBBAIAIBCjiCkNkiAggggEB4AhRweJmwIgQQQACBCAQo4AhCZosIIIAAAuEJUMDhZcKKEEAAAQQiEKCAIwiZLSKAAAIIhCdAAYeXCStCAAEEEIhAgAKOIGS2iAACCCAQngAFHF4mrAgBBBBAIAIBCjiCkNkiAggggEB4AhRweJmwIgQQQACBCAQo4AhCZosIIIAAAuEJUMDhZcKKEEAAAQQiEKCAIwiZLSKAAAIIhCdAAYeXCStCAAEEEIhAgAKOIGS2iAACCCAQngAFHF4mrAgBBBBAIAIBCjiCkNkiAggggEB4AhRweJmwIgQQQACBCAQo4AhCZosIIIAAAuEJUMDhZcKKEEAAAQQiEKCAIwiZLSKAAAIIhCdAAYeXCStCAAEEEIhAgAKOIGS2iAACCCAQngAFHF4mrAgBBBBAIAIBCjiCkNkiAggggEB4AhRweJmwIgQQQACBCAQo4AhCZosIIIAAAuEJUMDhZcKKEEAAAQQiEKCAIwiZLSKAAAIIhCdAAYeXCStCAAEEEIhAgAKOIGS2iAACCCAQngAFHF4mrAgBBBBAIAIBCjiCkNkiAggggEB4AhRweJmwIgQQQACBCAQo4AhCZosIIIAAAuEJUMDhZcKKEEAAAQQiEKCAIwiZLSKAAAIIhCdAAYeXCStCAAEEEIhAgAKOIGS2iAACCCAQngAFHF4mrAgBBBBAIAIBCjiCkNkiAggggEB4AhRweJmwIgQQQACBCAQo4AhCZosIIIAAAuEJUMDhZcKKEEAAAQQiEKCAIwiZLSKAAAIIhCdAAYeXCStCAAEEEIhAgAKOIGS2iAACCCAQngAFHF4mrAgBBBBAIAIBCjiCkNkiAggggEB4AhRweJmwIgQQQACBCAQo4AhCZosIIIAAAuEJUMDhZcKKEEAAAQQiEKCAIwiZLSKAAAIIhCdAAYeXCStCAAEEEIhAgAKOIGS2iAACCCAQngAFHF4mrAgBBBBAIAIBCjiCkNkiAgg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s="drawAPolygon %s %s"><l>4</l><l>6</l></custom-block><block s="up"></block><block s="changeXPosition"><l>20</l></block><block s="changeYPosition"><l>30</l></block><block s="down"></block><custom-block s="drawAPolygon %s %s"><l>8</l><l>10</l></custom-block><block s="up"></block><block s="gotoXY"><l>-80</l><l>2</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="9.1a drawAPolygon procedure " app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>