<snapdata remixID="9157381"><project name="Lab 3.2" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="paper" center-x="240" center-y="180" 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gpVayS3j+He2DBKa2g9i7a6ZEIKS+ddc8cEp5e7XS2gcIvOPnRGReWB4x4phlOsmAxyvl6Js15etPPpm5W9BHFbj4ixZ4Y0DzbBbVapXeh2OhqQVdZZP1kU0GxNbfUbb+FnKyBjlrIWFNvtXAh6VDz0cQ5/edPEiADXfN9+kw4yQAXLOAJ1mpr4Tlwvxc8mCq48xcwfZZIOfPWeCNA42/3YsIDB/dHXStWN2qxK0PMNmHnLytXLIfXLKZOGtHsREiLFQReN61hrtGvmraJ0N9/ZqIAclzOrcZ6axz8jUDndEoN2/dfzT9m003CxGqAjt/ZIE3ETSN6JqXch8cVDNbTKm3PVjJJulHzo6Q8/VryXZ0SS+y9e6apyPA/J6T53PivF9HKb0AHGAWqInIQxa5CEAnEOCkYbnSEc8/7u0vatcK3PyhBd5Y0DwDzifVKv5k+v+NZtOgpxxyH5nsIIqvmK7vVpyuwYVkKCGSD0v7+03OghNEXpBKgMgfXuyV3lnkKQNcY5ZTgHDCCI+K6HsczRUNbgVyvrXAGw2a70bXPv/bvwlbYK4NUTaQ2D15FYFNffHnJuKsE8XECnMRKmyEpaPGPcf36pASX4IjIL6tetax3BHEcyJw3AKdA0huzI7ryeuTI2nR4FagZ1mA5ll0DT4ZVP+triva2tXKpTuVyQYoZ8BJt5NLV/icTh4kyFsNfJDAV0yXcl6ChrsG/rrk+3TmGeShAF50LKcQ8FQmcCVk92iyaHBretQsG9B8Nxn6rHYtTqFPINuHNh1QnOwil64FZ9oJbEg+SLAAHO0lD73LpoM8SOBr17yWjhOYEJbrDuQsCo04wDEM6a6CcGYTHMuKBrfmxM+yAs3vw9JA78NgCI+hAwNZr1zyluLkoLLpHh9dQ5d2A9hYI1BOH+XdtWe1a3mDmxZEZBbxydBpALgDghcc4ikHcF4J3WgJwolRgGSwWnCvNRt0liVofn/q9Aflns2VNj2zGtnuUJIcQFffTzbdjpytRLEVQtG+YtqzfXo5kIa75u85ngUH/V3HCMC8CDxkkEsgeFoYz1gHV0wZHwGsmxuGYVvo6TQPdJYtaBaWED8bGqLeXihBON6jOO0jm+5VLjsILtmNbNaSmDYQG2kU3+GGvp26ARxP5NFw1xDJMUDCIE9E5DqInBMPHoQxCsp3H7Sl0+/+3V+niFVunq3TvDNd7qBp5HSqQMPT70a9OmpXiduAkuxWnB0Em+4l5ztDsy6QLFYL7loQ+j4dX/Tp/4WAjVPHA8KHpacF5A6IjALAaRQ6z6iu3wrCicGPB2uA1TwS17xbavnPvClA8113rW3d+pYy1VaBs9u1SQ4gZwfQ1HdQ7q7l0TXlo2s+KOATof6u4yumUXm2z5yPwAjDPIA8AJTLyHDGF31CZC+1u94HXf3/xzwMDXHeDFd8lqUFmgY03wYJBkEfOPJeqcdFXeyyzcrnckz9ELnEqxpsQDZtBE4jet4OD5zGPcefPJ57DXwpNYBDkJoTeSoANwDhnHM0ogDPdfW03r478+5c/8cfm7yfp5AFWXbAaTrQfFuC89NNkWpd36oB14mku5WtH0ZOD6JNtgibLgU29ILURAq11wvNo2ulHDhIvtUgryLIAGTG5XwEMsqCJ4CCEaXUNdu1Z3Lrz7sNwMc+Erfw2mW3f5pyQk0Jmmcr7bV01rTuKEftvb0uMzudM0cUJ0dQ6rvIZr3AjSoC9MnQnI/Au2vlBmmhZ/tU6HOhVlhqAjDuBK4w0wlR4VeGShdb2loffbluKBsbG5OPP656ZtDCZVsGMGtq0Dw7dTw5e2lz2Blix2aUbEDb+nsg6V5w6Vp/z0ER5b0yrxnqk6A5C07UcNcor11jFobM53QY4CYDjQgGv3WBnHnqKvfq779dGxz03aPFqbMMMOPd8+LjLeBPnc7OLS0Rtq8tKbXPiXkPXP0QunQLctZO4jSBeMZCfFZ+E8TlvDM0Z/tEEQax7CQRxPssctaC/p0/daClcv1auGl2btX/YItT583fbwVovrOGXsFt4H8ZiFevjntYZ/0C5h3h5B2wyU7irAfFxUoa7lpeLe0ja95d80WfSuU0Hv7UYZFMBCYYYIxRf4EBfQGoL5Uj/eTioX+RfufUKdy1NxBDBWj+eNHws6H+YG13RwfEtg+MOUwuexddugckW0PONjpD1bPoWvQtfVQjSEAA7MCHpgHAu2vXQNQJQfyCdHAOgvL9DX2H52HoY0/k4YMEBXDeMOAUoPkzC/br6qCGKWiJMF3vMrNfu+QdZHPAi1CBMx0EHBEKaf1M1cCfOqW81UA1uAj8yJaZ5wXgrgCdZcGvFEankghvttrK5Or+f5cWOZ03DDE5MVjx+bMW8JUExx4PlsNKtpIS048uOww2OyTsWw1ML4ErKRDdiK41Wg08cPLuUJU3t4EAMzDUGeQxM37DhCeY1UkKoksE7vHE6u3zAx/90hYnzpuzEQvQfM9aeeDchMHwwXTarRn7OEsOim9wY0+T62vXbCsJh56PQGmVAycqNYDja9e8ChWI+JbqjJknAfBaXn5D+oSRYIxiuvvwSW3m3fa/TrFa1K69CdApQPMcq+T5CMaq/cHERHd7oMx6zrK96FKv3raXxGzEvHaN41z6UCsMfRVB7BlwGoWfvorAX3IE2KDANGOj1YABRxwG5xXhjZaamegpB3UoWg2eY0Ve7SMFaJ7f/uhFqLaXWyuRTVeBpLuIzUH0mqFstgqblYpdBUEC36OjQ51LgeT3HF8xTZ5f2l/6xTZaDeQBA/pWgzNAcIZIXaml6aOcj+DjMVMkQp9/YV72kwVofqDFPxsaUr2946U4THrAua3osn3I6QFwZic6sxbFtCNA5EWocprc7zLg5J2hC6oG0lA1AIHrjHDeOTmLRGOkzB2AylTRGfoDF+YlPl6A5kcY24tQ9U+/G20R3WFdtpFd5lsN9rNL92ixG4RNDwKXFKDKk6E5fZQvwWm0VIOPVwM6QUlBYBJA7rDIGCOeQYbzrNT1ufnZib0t5+pFS/WPWKAl/koBmh9pYK9qMPbJUDCX3mp1s2oNQbId2O5Dl+0FNtvAmVUo3OLdNa0xL8F5pqPjO0NzESryJB5oCGTGE3mwyBUQOmNAzpZBXZptfXJ/x7WWBAql6h+5SkvztQI0L2ZX/HV1UJUm6mUHtpc0bYY020Oc7RNrdqGY9cCug5BDRb4xtMG75iumPXA8TS402D4tiNTYE3mA3BCQC0rwTOLcmSCEh5tgfArgZkHk8WJrtWjfLkCzCKb0dWtbOgciKJfba66+Xju3EznbLz66xmYLiO1V4krfSrx7eXef0/HAeUbk4ZWqc8JCnkGRe8Bw1aH7Sowas8BXmWfGH5Qv1T+oFpIgi7BkLzREAZoXMt/vv+zr1ro+/DDYvnOq0mZgheN0G4nZR2wPAJtdSsxqFNPiJd5zVQMvtptLHzZocnM+Asp7dCyA1Jh5SkQuAdNZJ25EHF/MSN3nq3Ozu4fHfIlOUX6zSGv3Q4cpQPNDLfaXn88l3vt7H8e9q1o7lLiN5NweEnNYsWf7zDY1JN6dD0uD5137A7ZP7Qs/0Wd0fBWBdegmwcltK+68AJ1khrOm7m4Gbvrp1l8UWjqLu3TPP1oBmue31XM/6U+d/qF+3VVqaY1bZZUw9pOkbyvJjqBLtnuJdw8cLwfSkD5suGu+wS3w9FG+kiAvIzBeS2eWgR8wyzfW8klhd9Ik2aV6MvXkP396PymkD597WRbtwQI0i2bKPx5oaAjU/5YMRJ0buQNFbwVx75A1g8heGiTrJTCBP1i8u+aDAj66FkYliOKWHETWWWC2TsAl4mDSAV9D5hOW3e9Y3LmZpxMPBz69Xy/Yb5ZwEf/E0AVoXoK9PXiGegdLPWLWKnDvKEg/VLb2juL6KuIs9JyEigga0ochxKUK6I5u8E1unKRgTQIgHj1cE+Y7wPI1O/lnQTkepY/vrfuHu0kBnJewkAuvKEDz8mwNJwcGgunD7SsCZQ6FmPwEbO2vyNY3AKctCKwIvTxo464TxxG0dK0GpzRoXyjN+anjhUMzsfzYipxywv9VDP5u3pibU2fOzH1wDFwRIFj6BS1As/Q2/u4b8L/8fGtYKq3rjZL0LczSv0JJj6Crb8VGZ2gJkZRX/vAV06VSK0SlSq5q4MV2PY2HiGsAh924dTIKjL9VCr5ykl6pB+lE/+hYHYaBi5Nn6Ra2AM3S2fZPjuwrpv/xp5uibbS2iyLepiAbAE4OgUt3AZs1BD66JiEQUxDEEEURhL5a2hd+5oSF4mPNIsJGmCfZiRehOinEx0lgNBZ7L3kwObtpU5EMXaqlLUCzVJb9C+N64Hz+8w/DLso6jJ3fpNC+Ra5+AJ19S9iLUJkeAC55BapAKQhzEaoFsd2cJlfl/W0sYsXxLIu7IwznvewhajiXsNzszoInF47/rj54zBMbFjmdxVzmAjSLac0fMJYHznC1P9g4vro1wdoaDcl2ZLuP2OwDl24XZ9Yq9J2hpJT2IlTfLfr0yVCdd4YignXMNQR+yAyXWeSMgDsTSHipnj55SBnPFjmdH7Awz/FoAZrnMNISPpL36GwBKJejqEc42xKIeUvYHWBnvGL1ag3cRsABEeWaob70xudyfDUB6Zxf2neHOhBJhHlC2N0UgPPAcgZQxrRJb2uGyZW3diQ4POwDBcXnBS1QgOYFDbgYX/e1a+3x3lhXKh2lANaCczsB7GF09V3k5UHYdvtWA0JP7KkbStULCVFfguNVDbwIlQBkwG5aWO4x8CVgOcvC5yMwV59O8Xi2P5wb+GjEFg1uL7ZqBWhezH6L9u28du3nW4Pttd5KS0i9CnE74HxO5oGc7kBnVhNyS+PUUbn0oT9tctnDwLN9Bp4+yscIDAjPA7txZr4OwPmpYwx8gxVzt69r7fQnTz83hQjVj1+6AjQ/3nZL8U2sDoJ6d/3eqLXS0+FUbV0Adp+45DCJ2Y0u24hgO1A40uS52VWuVJ1r6Sy0G5DyStXiRDgFZ6d8MpSBcy2dzLjzpPWN+TR9uvfWuQSH87xO8fmBFihA8wMN9jIef1a7trqnq8LKrdO5CJU7CGL2I2d95HxnqCt7Ig8PnFwz1AMnXpAEadDkMuRhaTvHLA9F+BILnxaB02EolxKYeXwX1tUKzdAfvqIFaH64zV7aN/xdZ8OqtyspwsoIYJuz5oDi9ABxugOcWUNiWwhZI/ogwQI5e+xpcksNpWov8c7sT526sH3CwtdB4IyIjGTWjTEFd3Mij+qYKcLSz7+sBWie31av5MlGkOAnMXXOd5d9awH4VoPsILnsLbDZRmQv8e5CJCRf9OnvOKGvlvbk7HlbtSctFAfOps7ZGWC5zSIXGOWkceocOHXjqeHJd9u/TAs+gudb4gI0z2enV/qUJ/J4HzaF4dyaNkxlLULaD84MoMkOEGd9yKYbwcboa3AWWg08aAJfLR01SnB8KhTY+SDBHIvzOZ1LzsEIEI7UrL2sZuYfj46P1Y8W95zvXesCNN9rotfjAU/kMfLpgIbrnWVbn13hxG5HawcUG0+TuwtctorYlhBF+R4d30YdhGUISuVc2aCR0/GUhezAuYTBTQjzdefvOUzHhdyFuVlzb+pMx9wHx44VhZ9/YdkL0LwemHjuXyHVKn05PRqxud+pIN2MxPvFmHfApfvIJeuQTSuKaF8ynYvtRp5fugLaF36Gkc/nAOZqIC4TcTPC7q44OQfovsoyOJ3MZDfv3apN/83nV7OiYvpPL0sBmuferq/Pg89OnfqNUgvVeC2K3SM2fVdxeghc0kcu6yBxAXp/LWfAiUB7d8336XgFt5ztk0XYWXG2jsIPPQeBYz4ugsdF1S89rk09ebfo0/mTi16A5vXBwg/+Jf7UGbk/Ek8H870B1ncqrr9Dkr1DJtkFLl2BYmOERo9OgzqqDGGpAkFcynnXfNGnsGNhm/mKaWG+igAnGOAr0XKu9fHc/d4VY7UiQPCHS1OA5gdv1dfrCyKCw58cDdb/RugAABMRSURBVFom5tpb9NRmnaWHyaXvgcv2i0vXKc7KjQY3z0UQ5NzSYVyBoNRQqm6orTivCGLE5UGCO47hLIh8ATo8OaXqt/7z6MhMdRi8u1Z8Cn2a5bEHPHCOHftElX7zdTmbmFunXboPXPYeSnqIXG0TctYJ7AJCzClyc3l3765FPiy90GrgW3TEnzpcdyyPQfiCMH4FAMcFg8tRzTxZ9w9fFm3VBWiWB2j8LDxw/HqO/OzfxGkw0YsiuwTSt8nVj4hNdilJu0FcGdnXe/pq6SCvIPA5HX/6+FaDnEhNXK4ZCsAT4viqc3JSGL/OhMbKaXBv0z8dq+FYc586hXu2fHDzLXA+/9u/DcSd7+wIa5slSQeUmLeRk7e8qgGIbVMigWfyyCXeF8R2G8lQf+rkvGs5fxQ7NyvMt63wWUA6YY0+i6Xo5hUYnaqP3k+bNadTgGYZgeb3J84nOPLpffXkm/Ot5YTXkaR7NJjD4tJ9yHaTT4YSuBi91q5vNfCcayWfDK3k/TqolfhcKDA759w8AD9wLN+wwIgVdTqT9IpE5cdu9ez8wM9GbLOV4BSgWWagaQAH8JNPqn5t6X+8/V9LLrCrSJmdSnztmtkPLlc4WAXiWhWC9q0GgafI9XqhcSXnI/DumtcBFfYfmzh2EyJwzbN8+rZqE0QXQ9B3FWQzzaalU4BmGYJmYUooIjA8fJS2/LfrUdChu+ZS3oIm2ev5pcWlXjN0PbLrQJBIkS9da0TXGiU45Tw5uuCusXXOCrspZq+lAxcA6VSAcI4pulHpo4mVcXuCR5ujM7QAzfIFTT4zf+rAJ1W8OvF18NhMt5NK1zGn/QvE7HuBbR+y7SEvQoVehEpjLkAVl/Lomu/V8T06nHcaiGFn553IQwS4BICnUeEZE8aXU6w92tNVn4MmcNcK0Cxz0OTAaaQxYfiT3cG2qbBsU72SxWxjyfaD2APIZgewW03ivKpBkDe3hWFOkeuToSr0ydCF2jV/z2GbgMgTJ3wDCM8J6tMowShmfAdDN73c3bUCNE0AmmdT9KfOsQ8GFfRD3KpnuzLDm0HsHuTsILDZjWw3AJsOhRLmRB6+ds2fOD5A4Pt0dJjfc9j7feJSZp5m5ntINMpAp4XlLDl1vR7wxGh/b33o6PCyJC0sQNNEoPn21KlW8RgcC93dJ+2ViNYycz94HR1n9hObPgLbDZK7a/6is+CuVSD095ww9lwEjcwQixGx8yL8iBmuCNApBjnNpC6FAA8n7s/OD/xy+RF5FKBpMtA8m67v0fnX9wfUbOYquiIriHEb5F2h9iA4s4vArkKxFQTQpHxYOoTIN7flRZ8+uuZbqvPomhN2CYt7ygw3mOWcIzWihC+A4jvS1T699ef/JfPPLhdTF6BZLiv54+aBnw0BtW/cG4dpqVM7uylwZq9Adhi89KHL1oO4NhQOSXnCwhCCOM5r1zxwfGcokQ/S+VPHZezcjHfXBGSUHZ5CgDOA6upU0D5xfTROh4aXh7tWgObHbbZl9S1/6hyZ2Bp0c1eLMK5lzHYjZ4fB+btO1ofOdBNyRICoggB9q0EjGerdtUZOp+GuWcvW1VjcODJcdiCnHchJAbqotH1wF0q1wY+PuTedd60AzbLa/i80mVypOrhtSlGU9Rp0233BJ1p7CDjrB8m8xHuJAHxKB3UYNLgISi05eL7tDHU+GWpSZjclwjd9MlQQjgvIWWvd7Z2b9s/AR7+0vhnuTW1yK0DzQvts+X1ZqkDHbg6GlfJ8R6bcJmXdfpDsHfE0uS5dT+xaETjwIlRKB5hH10o+SLAgCeI7Q/MyAmvZ2Tkn7j4wjzqh45ZlpBK1XLk73TH5bvvuFKpVX2X6xt11CtAsv33/wjPyeZ1PPxrQ28uuUqrjGtH8Flj7tnB2GF3Wh2I6PWFhLkKlAwzz2rUKhKXW/K6T0+R6HR1nWZypO3FP2MllZjwJoL/GiMZsre3RjkNRDYaG+U1z1wrQvPAWW74D+FNnZGQgrq+u9zgMdwTIR4TrbxPbXcRmBTKXEETnYrtRhL6CICy35jkdRV5slwHY+2vGV0z7nM5NBnXaAnxNWp92Ye3O+Wzj7NDHn5k3KbpWgGb57vlFmVkuCTIEQXu8t6Ncgs2o8ADY7F0lZg9xus5H1zy/tCLPR+DdNd9S3doITfuK6VxIx/MVWsts55nlgYhcIMCvDOAIs706UYOn77b/9RvjrhWgWZSttfwH+fUgaLt9SyXC9rWkcA/Z9G0UH11L+0hsF3LurpGPrvl6NX/HCctepboERNqTEYA4ywCm7hxPAMtlJ3yCRX/tkL95k6JrBWiW/35ftBl6jukt/25vaX2FekFoZyDmMEk2gJztQjErUWzZM0cRkQcO+gqCyN9zfHRNhXn1qBdv8zkdEV8xbW+B8xUE+LUInZuvz9wpp7Xprf/xavY633MK0CzalmqOgXLpww+3hrQ+6Crpls0azH6xyRHF5i1wZj2C8e5aqJB8XzXmPTq5u9aykAz1bJ95kMCKM/MsfF/AXRCmE4J0Gl1w1deu9Y/21uE1TYYWoGmOvb7oszz5EQQu2NkG1LbO2Ww3uPSQ+No1ybagmG4FHJNnkva1awvNbTl4fJDA8xEwe6VqJy7z0bVxFLmcMZ9RFJ50Di9mc8mD/p3ZLLyGIlQFaBZ9OzXPgP6eU9rzdtmrGiiXbhNrDirODhKbHQh2NbJtIfG1az4ZGuWA8dG1vDu0UTGd33OYTSZiJ5nhFrOcB5GTzvJ55/BWxfDkuteMnL0ATfPs8SWZ6TPpw7CjUbtGzuwlSQ+B2LeIzXpg2+HdtWdyIKFnwMmrCDw5u8/pUB5dY2csODsr4u4Ly0VgGWGWM5bwqmvFxw/qQf110dIpQLMkW6m5Bn12z2lZ1doWtcAaZ+1uZDcgLtuPbPoQTLcSjsl3hiqNYRRBGLdA4HM6vmKaAhBgQJ8NZVNnZ8dB3FXHcAaYT6UiF1ta5N50Njfb//GYedVBggI0zbW/l3K2+OsqqNLE22XAdKUzsB3Y+K7Qg8jZTgS7ithrhopWvmLa6+h4ps9yBYKoArSQ00HxBDhZJs5OCrvbzHLBCJ9ChHPzqdwyZft0AEaSV0mVW4BmKbdRE47t3bUtnQPRbKS7Gu5aspfEF33at4DtRgW2jYQj9GFpLwcSxxB5V82HpoOFBre8ds1YYDPrnHsIzN84htMC7nSawpWgAo/yiunqMfcqatcK0DThxl7qKft8zpGfbw1KaXurxmStAugXAA+cA1qyPmDTg95dy9XbFIS+1SBuWUiGlj0bW05qIM44Ybsgfei8ls5ZYRyxmRoFW79nb9dnhofHbDWv13l5nwI0L8/WzfYm/PUgqNKerWUH7b1ieTuiO4jOHAKX7lJsVwK4lmdiu16l2oemGyU4nj6qoaUD4MPSJvPSh+LsHctygUVOkvBZC3RjdvzW5MCa+y/VXStA02xb+SXP17tr69a9G7JJOhnUZiVuL9jUV0vvyd01se05Aw75A6ZBk+uja/5fTlpICgQWkqHWzLOzD4X5GxF3SlhOCatLT+Lxx2/3X53Hoy9H4r0AzUveRM34ukbRZ3+wsdTSmrS5NQpsv1h3mJz1QYJtSkwXgosJPPWAyuXd/WmTnzpxBVD7imkvG2p9MjRx1k4A2xvIciYTHMkou9Bu6fb01bnZ3cNjZqmb2wrQNOMufjVzRhkaov+79X65qz3rFeO2UcYDINkRLWYncLaawJQb0ocqVzX4Nhlaas1ZcLyUjrD1d52MrZn10ofOyRgAH8+cPqNddi02NLHUydACNK9mAzXtW3Ol6pubQujt7QgS2sTGHlCQHCGXebrc9SimDZlD8kkdL32YJ0Nb80qCZ+6ap/pkmzl2tibOjVt2vmL6lHXqJCm+qHTbg7tQr31QPWaXwtAFaJbCqsWY32cB/OVHA7pflVqsJGuVgrcUp4fRl+GI2QKc+ehahF5rVynIczq+M7Tclrtrno+gwVdoGSRLrWk0uFngs8x0AjE4p5S6JRNqeusvPs8WOyxdgOb7lrf4+5JZwAcJoHewtJK4l6i+gzIzgGIPkUt9q8EqEFNRIiqnj/LRtWe1a95dy3M6CMCel91Y58ycsNx3DBdZ6KRR8SlT7r6qy33jo7399aNHj3qZ90X5FKBZFDMWg/xYC/ggwT9WB6PV92c740BtIjD7A2sPA2f7iLP1JLYNIVeqJl8dnVdM+6JP/y/yfTqej0BA2DjnTOIb3Cyqq6luO52WV57keOVo2NJ3d8+aNbP4wQeL4q4VoPmxq118bzEtgCc/GtB1VWqhIFnrnHuLnD1CbA6SmD5k04XsYvSdod5dCxbctUpbIzSdl+AAOH/qsMuMqJk0aL+dlFaed5WVx63uPO04uh711ycPHfqZj6690KcAzQuZr/jyYlrAu2u9vf0lLZUVqGSHEjMAzhwGZ3eiy3J3jVCUWlCq9u5aVG6DsNKekxYCETgRMRDYLGidr0crHmVRx0WIWr5QuvJlqvHyhfH65M9+9mLAKUCzmKtejPXCFvAMODdhMLwzNdupM9oswPuJs8PC2V502QZ0pk2h07m75qNrngGn0gZBuRMgbgXRMVgKwegWl4YdqQ1aHkNYPk9KH8tI/9aVS1f+6n/+X2cQ8UffcQrQvPAyFwMstgWeJUPXtbW3mBKsJTZ5dE1c5pOhfcSmi8RFmLcaKNBRBXSlC6BtFUi5GyQsg9NlcKrEVkUp6OCBkD7lMPgVK/yiRFM3r8PI3NEfqdxWgGaxV7wYb7EsgNVBUAe2vFfqirJetLJDKB0gzjxN7i4ldiWK86oGilSIWO4C7lgH0LYGMG4HCGIQz4KDxEyqJqTvCqoTgupXdYLjKlS3fzM2XqtWqz+42LMAzWItcTHOkljAJ0P/d9gUTkx1d84kuCXgdD+COUzsedfsOgRuR6LARR3k2tbnoKFyRx4cAF+35os+kRyQmmNQt5j0l07wV1bpkdrNpw9GAJIfCpwCNEuy1MWgi2mBZ+5aqbPUVkFeG5PsBmcOIdj9LLZPQHVz1Ba7ltUkLSuRSm05B4Hnm/bt1KhIRMgxqRmH6ioL/Q6U+rVL8NxERo+H/u7vkh/C8FmAZjFXtxhrKS2QtxrU124tl9rbVhDydmJ3EIAGLIS7XNS20lW6yxB3aArjPKejFHnfrSFARUoYlGXASUB9SZT+rSP871HQer691D3eP3T0uduoC9As5TIXYy+6BXyD20/+bl1Ur3d3Bbq0yZHen1H5sItad0PYsgaCqA1VEJMPERD5SAH4KJvP7wApEdSZID0V1BdJ698Q6d+Qo2/0gdLTgUM/s89TclOAZtGXtRhwqS3g3bWxof7gwYrVrWkQrYeo0s9Bab+oaBcSbULCXiRqUYQhIWqvG6qVzntzUGkRVBmq4DFRcA40HRMJfpdZdwUezE19UK1+b9VAAZqlXuFi/KWyAP56cFDV95TK0L6i15He5EDtRKKdQLKVCNehYI8ibCGiSBHl4PFlN0ppRqUTUOFDVMEZUeoYI3xhRV0b/On0DOJfjqgVoFmqJS3GfSkWyFsN4KdhPcXWmtYrSAXrSUkfgmxDwD4E2IAgKxRRqyIV+bJp7TkIKBAKgjoG0T0gdcoh/XOd8auwbf7mb8bgL4aiC9C8lKUtXrLEFshPnbnB7aGptLXQfNqDyGuRZAsw7wCEbQSwkYh6lVKt1ACPVzjwwKkBBXecCr5iwH+et3Tim9nH9//9v/8PtT/XAVqAZolXsxj+5VnA33U+qQ6q1bA97EyjStRhu8jSOseylYB3IOA2UrQREXs1UgtpFVEQAKho3qngRsrqyxlDv5qYnT814fSDarWa/ingFKB5eWtavOnlWQCr1UHV33Yg6Eri8ryb6mGmdQq5D4l2CMg2QljvTx7UQSvrUGcS1Gatuj6VwW8nZ82vprL6mbt3744PDw9n//+fXYDm5S1k8aaXbIE8KfrZEPWO7Q4mw/EKZNANCtdpBZtZZBsi9AGojRmoFTNOlSdTTOdSuDKXuv+eZNmxxCYXiejpp59++gftBAVoXvJCFq97JRbAzz4bovmx3UGlbboczNtOsW41BLARSPXNGtz6pM4bnsxzd82iNRZuWGe+dM59USa+nAbB1HeBU4Dmlaxh8dJXZAEUqeLnv5gIgloaT9ah3QXhitk6rX8wl2x5Mm831y2tFqAA2D1C5lMqDE9QQtc+ME9mjg4P5+0EBWhe0eoVr321FqhWqwSjo3r9odZo4klceTA1313LYFWSwQZEXAcAHahkWgfhqM7chZVt8T1YsSIPRRegebVrV7z91VuAqtVBGh3tDdoAShlAO6h4BYhbG4dhm1ZqHsHdzLS+PT09PTk8PGwK0Lz6RSt+wetjARrq79fhxo1xa0tvq4ml0zOvIZiERSYm03Tqs88+SwrQvD4LVvyS18cCODAwoD/o7g4n16+PmFnNzc1lMDpa/2xsrDhpXp91Kn7Ja2gBHBoaouvXr1Nra6sMHjvGVQApTprXcKWKn/RaWsBjRfwv+/8AkxX/FDH8JMUAAAAASUVORK5CYII=" id="14"/></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks><block-definition s="Shape" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><block var="Sides"/><script><block s="forward"><block var="size of sides"/></block><block s="turn"><block var="degrees"/></block></script></block></script></block-definition></blocks><variables></variables><scripts><script x="964" y="39"><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>20</l></block><block s="turn"><l>120</l></block></script></block></script><script x="965" y="179"><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>20</l></block><block s="turn"><l>90</l></block></script></block></script><script x="965" y="319"><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>20</l></block><block s="turn"><l>72</l></block></script></block></script><script x="966" y="458"><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>20</l></block><block s="turn"><l>60</l></block></script></block></script><script x="966" y="597"><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>7</l><script><block s="forward"><l>20</l></block><block s="turn"><l>50</l></block></script></block></script><script x="966" y="735"><block s="setHeading"><l>-90</l></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>20</l></block><block s="turn"><l>45</l></block></script></block></script><script x="270" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doAsk"><l>Choose a number that will determine a polygon&apos;s size.</l></block><block s="doSetVar"><l>size of sides</l><block s="reportProduct"><block s="getLastAnswer"></block><l>10</l></block></block><block s="doAsk"><l>Tell me a number and I will show you a polygon that has the same number of sides as the number.</l></block><block s="doIfElse"><block s="reportLessThan"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>Sorry, a shape has to be at least 3 sides.</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>7</l></block><script><block s="doSetVar"><l>Sides</l><l>7</l></block><block s="doSetVar"><l>degrees</l><l>50</l></block><custom-block s="Shape" scope="local"></custom-block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSetVar"><l>Sides</l><l>6</l></block><block s="doSetVar"><l>degrees</l><l>60</l></block><custom-block s="Shape" scope="local"></custom-block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSetVar"><l>Sides</l><l>3</l></block><block s="doSetVar"><l>degrees</l><l>120</l></block><custom-block s="Shape" scope="local"></custom-block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doSetVar"><l>Sides</l><l>4</l></block><block s="doSetVar"><l>degrees</l><l>90</l></block><custom-block s="Shape" scope="local"></custom-block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>8</l></block><script><block s="doSetVar"><l>Sides</l><l>8</l></block><block s="doSetVar"><l>degrees</l><l>45</l></block><custom-block s="Shape" scope="local"></custom-block></script><script><block s="doSayFor"><l>Sorry, I can only go up to 8 sides.</l><l>3</l></block></script></block></script></block></script></block></script></block></script></block></script></block></script><script x="585" y="227"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="Sides"><l>3</l></variable><variable name="degrees"><l>120</l></variable><variable name="size of sides"><l>20</l></variable></variables></project><media name="Lab 3.2" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>