<snapdata remixID="11932451"><project name="program polygons" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAABYlJREFUeF7tnL0rtWEcx39eIkUpmWSQlZGBP0IGpTBgUDKIgcFoYGAQgwEDykspFgOJwWSUjbJ4mZRi8ZKn+34iz3nOy3Wu57rO7zqPz1226/p+r/P5fbqP+5w6BR8fHx/CBQElAgUIqESe2pgAAiKCKgEEVMVPOQLigCoBBFTFTzkC4oAqAQRUxU85AuKAKgEEVMVPOQLigCoBBFTFTzkC4oAqAQRUxU85AuKAKgEEVMVPOQLigCoBBFTFTzkC4oAqAQRUxU85AuKAKgEEVMVPOQLigCoBBFTFTzkC4oAqAQRUxU85AuKAKgEEVMVPOQLigCoBBFTFTzkC4oAqAQRUxU85AuKAKgEEVMVPOQLigCoBBFTFTzkC4oAqAQRUxU85AuKAKgEEVMVPOQLigCoBBFTFTzkC4oAqAQRUxU85AuKAKgEEVMVPOQLigCoBBFTFTzkC4oAqAQRUxU85Aio7cHNzIzU1Ncqn0KtHQD32cfPl5aWMjIzI3t6e8kl06hFQh/sfre3t7fL+/v4jJUTAAARsa2uTwsLCHykhAioKODc3JwcHB1JcXPx1ip92J0RAJQE3NzdlZWVFysrK/jrBT5IQAR0I2NvbKxUVFVJaWiolJSXx26nJFT0BNzQ0xE/BDw8PsrW1JZWVlfHWSMLBwUF5fHw0iZK7uzsZHh42WhvSIgR0MI2NjQ3p7OzMmLS7uyvHx8fS0dEh9/f3cnt7+/UXCVdXVyctLS1xzsnJiZydncnh4WHG3GiB6RmMwnK4CAEdwM40/KOjI2lsbJTq6uqs256fn+Xi4kKam5vT7s10hqyLc7QBAR2ATjf8tbU16e7u/ueWTDkI+M+I8zcg2fDPz8/ju57rK1UuAromnUd5icP3Jd8nkmT5CJhHwrg+6vfh+5YvlYQI6HqqeZQXwvBDOIPNyHgIsaGWsOdz+NHDRvSwkKvrex8C5op6gD0hDD+EM9iMhjugDbUkd8DX11fp6elxkJZdxOrqatyLgNlx+69WhzD8EM5gM1TugDbUEvZMTk7KxMSEgyS7iP39/fg7Y5OvA+0a/O1CQAds+/r6ZHl52UGSXcTo6Kg0NTUhoB2+/N+1vr4uXV1dai/k5eVFdnZ2EFBtAsrFIfz/FcIZbMbAW7ANtRSfAzqIso5AQGt0+b8xhOGHcAabSXIHtKHGHdABtd8RCOgAZQh3nxDOYIMSAW2oJeyJPgaZmZlxkGQXsbCwIFVVVTwF2+HL/13RLxvMzs6qvRAEVEMfRnEIb38hnMFmGrwF21BL8hASfRNRX1/vIC27iKurq7gXAbPj9l+tjoZfW1srra2tOX9dp6encS8C5hx9OIWfw19aWpL+/v6cHex7HwLmDHt4RSEMP4Qz2EyG/wFtqKX5IHpsbEymp6cdpKaPSOxBQO/Iwy1IHL5vCZPlI2C4fng/WbLh+5IwVS4Ceh9zuAWphj8/Py9DQ0PODp4uDwGdYc6/oEzDj34Na3t72/qFmezPdAbrcs8beQhxANh0+NHdcGpqSsrLyzO2Pj09yfj4uER3PZPL9AwmWblcg4AOaNsMf3FxUa6vr6WoqOjrBG9vb/FvBA4MDGR9KpszZF3iYQMCeoBKpDkBBDRnxUoPBBDQA1QizQkgoDkrVnoggIAeoBJpTgABzVmx0gMBBPQAlUhzAghozoqVHgggoAeoRJoTQEBzVqz0QAABPUAl0pwAApqzYqUHAgjoASqR5gQQ0JwVKz0QQEAPUIk0J4CA5qxY6YEAAnqASqQ5AQQ0Z8VKDwQQ0ANUIs0JIKA5K1Z6IICAHqASaU4AAc1ZsdIDAQT0AJVIcwIIaM6KlR4IIKAHqESaE0BAc1as9EAAAT1AJdKcAAKas2KlBwII6AEqkeYEENCcFSs9EPgF+XlqxsOlXAUAAAAASUVORK5CYII=</thumbnail><scenes 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