<snapdata remixID="8677781"><project name="Lab2.1Starter_yangna" 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="false" sublistIDs="false" scheduled="true" 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="17.398265213359537" y="100.53156507886987" heading="98" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,38,10,1" 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="97" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block></script><script x="97" y="123"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="97" y="193"><block s="receiveKey"><l><option>1</option></l></block><block s="show"></block><block s="bubble"><l>square</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="setSize"><l>1</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block></script></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="282" y="194.9999999999991"><block s="receiveKey"><l><option>2</option></l></block><block s="show"></block><block s="bubble"><l>triangle</l></block><block s="setColor"><color>44,250,0,1</color></block><block s="setSize"><l>2</l></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="474" y="193.99999999999955"><block s="receiveKey"><l><option>3</option></l></block><block s="setColor"><color>60,0,237,1</color></block><block s="setSize"><l>3</l></block><block s="show"></block><block s="bubble"><l>diamond</l></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>50</l></block><block s="turn"><l>50</l></block><block s="forward"><l>50</l></block><block s="turn"><l>130</l></block></script></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="665" y="193.00000000000387"><block s="receiveKey"><l><option>4</option></l></block><block s="show"></block><block s="bubble"><l>pentagon</l></block><block s="setColor"><color>255,48,247,1</color></block><block s="setSize"><l>4</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="turn"><l>72</l></block></script></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="84" y="486.000000000005"><block s="receiveKey"><l><option>5</option></l><comment w="90" collapsed="false">a parallelogram and a diamond are just about the same thing?</comment></block><block s="setColor"><color>223,255,25,1</color></block><block s="setSize"><l>5</l></block><block s="show"></block><block s="bubble"><l>parallelogram</l></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>50</l></block><block s="turn"><l>50</l></block><block s="forward"><l>50</l></block><block s="turn"><l>130</l></block></script></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="338" y="490.9999999999991"><block s="receiveKey"><l><option>6</option></l></block><block s="setColor"><color>172,81,255,1</color></block><block s="setSize"><l>6</l></block><block s="show"></block><block s="bubble"><l>star</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="forward"><l>50</l></block></script></block><block s="hide"></block><block s="bubble"><l></l></block></script><script x="484" y="557.9999999999991"><block s="up"></block><block s="down"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="689" y="490"><block s="receiveKey"><l><option>7</option></l></block><block s="show"></block><block s="bubble"><l>decagon</l></block><block s="setColor"><color>255,38,10,1</color></block><block s="setSize"><l>4</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><block s="bubble"><l></l></block><block s="hide"></block></script><script x="916" y="488"><block s="receiveKey"><l><option>8</option></l></block><block s="up"></block><block s="show"></block><block s="bubble"><l>circle</l></block><block s="setColor"><color>255,38,10,1</color></block><block s="setSize"><l>4</l></block><block s="gotoXY"><l>0</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>32</l><script><block s="forward"><l>25</l></block><block s="turn"><l>11.5</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="Lab2.1Starter_yangna" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>