<snapdata remixID="9300964"><project name="Lab 2.1 - Squares and Triangles Redux" app="Snap! 5.4, http://snap.berkeley.edu" 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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" codify="true" inheritance="true" sublistIDs="false" scheduled="false" 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s="reportRandom"><l>-150</l><l>100</l></block></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="down"></block></script><script x="559" y="404"><block s="receiveKey"><l><option>7</option></l></block><block s="doWait"><l>0.1</l></block><block s="setColor"><color>0,212,229,1</color></block><block s="setSize"><l>6</l></block><block s="bubble"><l>Decagon</l></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>36</l></block></script></block><block s="doBroadcast"><l>drawFinished</l></block></script><script x="788" y="402"><block s="receiveKey"><l><option>8</option></l></block><block s="doWait"><l>0.1</l></block><block s="setColor"><color>179,40,0,1</color></block><block s="setSize"><l>8</l></block><block s="bubble"><l>Circle</l></block><block s="doRepeat"><l>100</l><script><block s="forward"><l>5</l></block><block s="turnLeft"><l>3.6</l></block></script></block><block s="doBroadcast"><l>drawFinished</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 2.1 - Squares and Triangles Redux" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>