<snapdata remixID="10661612"><project name="Lab 2.1 Starter Code" 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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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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="14.4440533963068" y="-3.2804221694108833" heading="10" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="61,88,0,1" 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="193.7314453125" y="11"><block s="receiveKey"><l><option>1</option></l><comment w="90" collapsed="false">Draws a square</comment></block><block s="show"></block><block s="bubble"><l>Square</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>189,6,0,1</color></block><block s="setSize"><l>12</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>0.25</l></block></script></block></script><script x="13.7314453125" y="10"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"><comment w="90" collapsed="false">Clears all pen marks on the Stage</comment></block></script><script x="462.7314453125" y="10"><block s="receiveKey"><l><option>2</option></l><comment w="90" collapsed="false">Draws a triangle</comment></block><block s="show"></block><block s="bubble"><l>Triangle</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>15,153,0,1</color></block><block s="setSize"><l>10</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block></script></block></script><script x="730.7314453125" y="17"><block s="receiveKey"><l><option>3</option></l><comment w="90" collapsed="false">Draws a diamond</comment></block><block s="show"></block><block s="bubble"><l>Diamond</l></block><block s="setHeading"><l>30</l></block><block s="setColor"><color>0,8,245,1</color></block><block s="setSize"><l>8</l></block><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l><comment w="90" collapsed="false">Hint: Notice there are two blocks that tell the sprite to turn 60 degrees and two blocks that tell the sprite to turn 120 degrees!</comment></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block></script></block></script><script x="100.7314453125" y="371"><block s="receiveKey"><l><option>4</option></l><comment w="90" collapsed="false">Draws a pentagon</comment></block><block s="show"></block><block s="bubble"><l>Pentagon</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>140,0,143,1</color></block><block s="setSize"><l>6</l></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>0.25</l></block></script></block></script><script x="426.7314453125" y="378"><block s="receiveKey"><l><option>5</option></l><comment w="90" collapsed="false">Draws a parallelogram</comment></block><block s="show"></block><block s="bubble"><l>Parallelogram</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>76,255,241,1</color></block><block s="setSize"><l>4</l></block><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block></script></block></script><script x="778.7314453125" y="375"><block s="receiveKey"><l><option>6</option></l><comment w="90" collapsed="false">Draws a star</comment></block><block s="show"></block><block s="bubble"><l>Star</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,219,10,1</color></block><block s="setSize"><l>2</l></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block></script></block></script><script x="215" y="622"><block s="receiveKey"><l><option>7</option></l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="setSize"><l>2</l></block><block s="doRepeat"><l>100</l><script><block s="turn"><l>41</l></block><block s="forward"><l>35</l></block></script></block></script><script x="735" y="674"><block s="receiveKey"><l><option>8</option></l></block><block s="down"></block><block s="setColor"><color>61,88,0,1</color></block><block s="setSize"><l>3</l></block><block s="doRepeat"><l>10</l><script><block s="turn"><l>36</l></block><block s="forward"><l>60</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 Starter Code" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>