<snapdata remixID="10674267"><project name="3.3 Polygons " app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAACVZJREFUeF7tnXt0FdUVxn+BPAwEkSQCSYXQShHaZVtUDKWFykIttb6QUIlSLFRZgApKeTSNPEMaBYpCNbDQhkrRaEVQtBVFhGpBNAq0tKXS2IZGQoAERGJjyON2XSWuREIyc+dx5szs/Hv33t853/dbs27uPXcmKhQKhZA/cUCRA1ECoCLnRfZTBwRAAUGpAwKgUvtFXAAUBpQ6IAAqtV/EBUBhQKkDAqBS+0VcABQGlDogACq1X8QFQGFAqQMCoFL7RVwAFAaUOiAAKrVfxAVAYUCpAwKgUvtFXAAUBpQ6IAAqtV/EBUBhQKkDAqBS+0VcABQGlDogACq1X8QFQGFAqQMCoFL7RVwAFAaUOiAAKrVfxAVAYUCpAwKgUvtFXAAUBpQ6IAAqtV/EBUBhQKkDAqBS+0VcABQGlDogACq1X8QFQGFAqQMCoFL7RVwAFAaUOiAAKrVfxAVAYUCpAwKgUvtFXAAUBpQ6oCWAjc/WiYqKUmqeiFt3QEsAw9tOyaihtiGO6n/O57XVw0lPT7fuhkxw3QFtAQw7lXzTmX6lHJvJni330759O9fNFEHzDmgN4MSpOawrnd3CrkPEn3yZ1/IvpLrqXF7aWGzImXa9YgzVNS0K1ZUS6jjSdF/ThlmjLbVr3awtgHv37mXo3Is/Nz+hXRlDEvNZs2phxIGcyjxIbOGXzPVXrYOEDHM9X6i+Yyk8Os3SCG2btQQw/E9It4wQyUez2L15AXFxcWcEMHlGEfmLB5gKpi7/ONGTu5jqsaO4YBOMH27HJP1maAmgEZtXPLCDSbMGGSm1XlM5G5JyrM8J4ATfAhhplqfuLCf2ke7m2k88Bp1vN9fzheqZq2DRBEsjtGz2JYDZ2W+Sm/vtiAKpzakgZnZyRL1WmpY8A9NHWZmgZ68vAcydu53s+d9xN5FjSyBxuruaPlDzJYBWc6mdc5SYBeebG3N8CXSxBmDek5B1izlZ3at9B+DiBduZMcfa1a/23sPEPNjN9WzvK4CF412XVSroOwBnZL3J4rzI3v9ZTuLEb6DzTy2PCdIA3wFoV3h1Dx0j+p5Ec+Ns+Dhm5Ysw8VpzsjpX+wrAgt+9zfgfX25LHtXJ+4mv6GPLLDND7lwOj0wx06F3ra8AvCNvN49m9ac2r5KYrKSIk6kv/Ij2medG1n9yHXSy9tVcZMJ6dvkKwKYRVPcuJr64t6lUaqcfIWZJV1M9ZxQfuRu6/trSjKe3wc1XWBqhTbNvANywZQ8jhn2rmfENuz6hXd9Y6ND20ayagSXE7ezlieAyc6Ew2xNLcXwRvgEwI/sfrMv9WouG1VxXStwLPVp8LVRaBw0hotLMH8U6azr/exU6XOl4eH4Q8A2AbYVRM7aMuDWpzcpqBpUQt8OBq175WOi+pq0ltfr6K+/A1ZdZGqFFsy8A3Pr23xl6+dcNGV7/6se0v7IjtdMOE7PU/Q+bDS0S+EEWvJRntFrfOl8AOGzqv9my7CveSuGTIjjH3HlEb23AndX4AkB3rDKpUnYDpD5vsql5edF7MOAiSyM836w9gH/Z9z7f7Heh542OZIHpd8FbD0fSqU+P9gBecns5ux4zeYDUrXxO7YdY979NcWt7duhoD6AdJjg2o/R70ONPlsYXH4TeJn8nZUnQ5WatATxQVk5aqkevfjYFedFP4L3f2jTMg2O0BvDLY+A/K5+DhBs9aC1woD+k7fbm2jyyKq0BrK2DmGiPBl21ARJG2BJz5UeQFOHZCFsW4OAQbQE8WQ2d4ps4U70N4j3wDf7xB6HLvbZG1nUkHHnW1pGeGaYtgN1HQfkzLfhYOReS5qsxuGwEpG6wXfvDKjgvwfaxnhioLYBHP4TzzzuLh+XjoPtq9wyur4RQFUSnOabZEIJ2PrwbnbYAtpl0wwmor4AYhz+ktuHgQZt7AXqPhWJr5xuMyLheoyWA/cbDvgKDXpVdD6kbDRabLKtcAElzTDZFVl5SDr18+ImTlgDu/wD6XGAiyOPLoYuNP7SQ834mzG+9VEsAI969DbdSo+Ri6LU34iVYabxsMryTb2WC93q1A3DQFNix3IKR/x0APYsiG1D1AiRcF1mvDV27/gWXfNWGQR4aoR2AO/fBwH4WHaz+M8R/1/iQY4shcYbxeqk07IB2ABremZHCimxIzm298tCPIOX3Rqa5UnPVTNi8yBUpV0S0AvDabHixDV5Mu3Z4AnRbdWZbXTlQD9HeOoqyZTcM6296l55t0ArATUUw3IlT7g0fQ10pxPb9LKhDt0DKk54NzU8L0wpAx40/eA3ED4bELMelrAjcnANPt/RwACtDFfVqA+CYPFjrbS5ci/DZN2DkYNfkHBXSBsCwC8vWw9QWHk7jqEMeHC4AKgzl0knw7gqFC1AoPfdxmH+bwgU4IK3VFbBx/3uKoW9POCfWAUc8OvLqWfDKAx5dnIVlaQlg435vzYMnfP6+sKwS6uqhp8WbdllgxNFWrQEMOzNpGayY6qhHyoYH4fYc2gPYSMfrf4Uh31DGiu3C962GheNsH+u5gb4BMOxsn9tg/+Oe89jUgp7bDjdau8m/KT3Vxb4CMGzm6k0wTtMH/4Wff1yxXjUS7ur7DsBG+3R79NXzO+AGl56t6C5irav5FsDwtgfeDTut3a7Z8ayyCyA3YA+naWqqrwEMb/RvJZDWFTp1cJwl0wI//AX84Zem23zV4HsAG9Py0hf4B45AbDSkmHwOjq/IO72ZwAAY3u+Uh2H5XWpj9NuBUqtuBgrARrNUHeqctwbmjbUamb/6AwlgOMJP76y11p0w170OGUPc0dJNJbAAhoNauwXGDHM2spRRcKile9g4K6vN9EAD2JjS/YXw80z7M/vjW3BNuv1z/TRRADyd5uB74I2H7Il25ipYNMGeWX6fIgA2STh8y4/kzpDYKfLYr58NG3Mi7w9apwDYQuI3zYP188yh8H4ZdO74GcDyZ9wBAfAsXk1bCUsnGjPyip/Btl8Zq5Wq5g4IgG0Q8XIRfL+V3yLnPgHZtwpWkTogABpw7oLR8MFTzQsLt0LmUAPNUtKqAwKgQUCe2gqjTwPXIxNKCw02SpkAaCcDm9+Fqy61c2KwZ8kVMNj5K9+9AKg8gmAvQAAMdv7Kdy8AKo8g2AsQAIOdv/LdC4DKIwj2AgTAYOevfPcCoPIIgr0AATDY+SvfvQCoPIJgL0AADHb+ynf/f8nsisYGIWOJAAAAAElFTkSuQmCC</thumbnail><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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-73.99999999999909" y="46.99999999999994" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="19,81,255,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="14" y="23"><block s="clear"></block></script><script x="37" y="74.83333333333331"><block s="receiveGo"></block><block s="down"></block><block s="setColor"><color>245,0,214,1</color></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>35</l></block><block s="turn"><l>72</l></block></script></block></script><script x="224" y="78"><block s="receiveKey"><l><option>up arrow</option></l></block><block s="down"></block><block s="setColor"><color>19,81,255,1</color></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>125</l></block><block s="turn"><l>72</l></block></script></block></script><script x="462" y="83.66666666666666"><block s="receiveKey"><l><option>space</option></l></block><block s="down"></block><block s="setColor"><color>255,223,40,1</color></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>75</l></block><block s="turn"><l>72</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="3.3 Polygons " app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>