<snapdata remixID="8806954"><project name="Lab 2.1 Squares and Triangles Redux Starter Code" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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s="bubble"><l>Parallelogram!</l></block><block s="setColor"><color>255,66,102,1</color></block><block s="setSize"><l>5</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>200</l></block><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block><block s="turn"><l>60</l></block></script></block><block s="hide"></block></script><script x="48.000000000000256" y="430.9999999999998"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="848" y="10"><block s="receiveKey"><l><option>6</option></l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="bubble"><l>Decagon</l></block><block s="setColor"><color>255,239,0,1</color></block><block s="setSize"><l>5</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="turn"><l>36</l></block><block 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