<snapdata remixID="8806771"><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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</thumbnail><stage 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="setHeading"><l>90</l></block><block s="show"></block><block 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>2</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="572" y="370"><block s="receiveKey"><l><option>7</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>0,51,158,1</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 s="forward"><l>30</l></block></script></block><block s="hide"></block></script><script x="69" y="385"><block 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