<snapdata remixID="10147180"><project name="Lab 2.1" app="Snap! 6, https://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" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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s="receiveKey"><l><option>4</option></l></block><block s="gotoXY"><l>-25</l><l>25</l></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="down"></block><block s="setColor"><color>255,181,34,1</color></block><block s="setSize"><l>8</l></block><block s="doRepeat"><l>5</l><script><block s="doSayFor"><l>pentagon</l><l>.5</l></block><block s="forward"><l>75</l></block><block s="turn"><l>72</l></block></script></block></script><script x="234" y="13"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block></script><script x="204" y="440.0000000000013"><block s="receiveKey"><l><option>5</option></l></block><block s="gotoXY"><l>-25</l><l>25</l></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="down"></block><block s="setColor"><color>143,255,6,1</color></block><block s="doRepeat"><l>2</l><script><block s="doSayFor"><l>parallelogram</l><l>2</l></block><block s="forward"><l>100</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></script><script x="401" y="48.333333333333215"><block s="receiveKey"><l><option>7</option></l></block><block s="gotoXY"><l>-25</l><l>25</l></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="down"></block><block s="setColor"><color>255,46,12,1</color></block><block s="setSize"><l>6</l></block><block s="doRepeat"><l>10</l><script><block s="doSayFor"><l>decagon</l><l>2</l></block><block s="forward"><l>50</l></block><block s="turn"><l>36</l></block></script></block></script><script x="412" y="307"><block s="receiveKey"><l><option>8</option></l></block><block s="gotoXY"><l>-25</l><l>25</l></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="bubble"><l>circle</l></block><block s="down"></block><block s="setColor"><color>112,190,0,1</color></block><block s="setSize"><l>7</l></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="bubble"><l></l></block><block s="hide"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 2.1" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>