<snapdata remixID="9786283"><project name=" Lab 2.1 Triangles and Squares Redux" 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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s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="10" y="21.999999999999943"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="371" y="23.999999999999943"><block s="receiveKey"><l><option>2</option></l></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><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="547" y="20.999999999999943"><block s="receiveKey"><l><option>3</option></l></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></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="724" y="22.999999999999943"><block s="receiveKey"><l><option>4</option></l></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><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="905" y="21.999999999999943"><block s="receiveKey"><l><option>5</option></l></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><block s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="1081" y="18.999999999999943"><block s="receiveKey"><l><option>6</option></l></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><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="1240.48828125" y="12.999999999999972"><block s="receiveKey"><l><option>7</option></l></block><block s="show"></block><block s="bubble"><l>Decagon</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>0,206,37,1</color></block><block s="setSize"><l>5</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>36</l></block><block s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="1405" y="10"><block s="receiveKey"><l><option>8</option></l></block><block s="show"></block><block s="bubble"><l>Circlie</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,160,206,1</color></block><block s="setSize"><l>7</l></block><block s="down"></block><block s="doRepeat"><l>36</l><script><block s="forward"><l>15</l></block><block s="turnLeft"><l>10</l></block><block s="doWait"><l>0.05</l></block></script></block><block s="up"></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 Triangles and Squares Redux" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>