<snapdata remixID="9698861"><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" 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="-25" y="24.99999999999993" heading="135" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="141,0,194,1" 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="212" y="32.00000000000003"><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="23" y="26.00000000000003"><block s="receiveKey"><l><option>1</option></l></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="down"></block><block s="setColor"><color>187,0,160,1</color></block><block s="setSize"><l>2</l></block><block s="doRepeat"><l>4</l><script><block s="doSayFor"><l>Square</l><l>.5</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script><script x="28" y="267.66666666666663"><block s="receiveKey"><l><option>2</option></l></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="down"></block><block s="setColor"><color>31,77,255,1</color></block><block s="setSize"><l>4</l></block><block s="doRepeat"><l>3</l><script><block s="doSayFor"><l>Equalateral Triangle</l><l>.5</l></block><block s="forward"><l>75</l></block><block s="turn"><l>120</l></block></script></block></script><script x="36" y="516.6666666666666"><block s="receiveKey"><l><option>3</option></l></block><block s="turn"><l>45</l></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="down"></block><block s="setColor"><color>87,255,123,1</color></block><block s="setSize"><l>5</l></block><block s="doRepeat"><l>4</l><script><block s="doSayFor"><l>Diamond</l><l>.5</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script><script x="276" y="157.66666666666666"><block 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>194,0,14,1</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="278" y="450.66666666666663"><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>255,192,0,1</color></block><block s="setSize"><l>1</l></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="498" y="28"><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="bubble"><l>Decagon!</l></block><block s="down"></block><block s="setColor"><color>0,11,23,1</color></block><block s="setSize"><l>3</l></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>50</l></block><block s="turn"><l>36</l></block></script></block></script><script x="564" y="366.66666666666663"><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>141,0,194,1</color></block><block s="setSize"><l>4</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></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>