<snapdata remixID="9882829"><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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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="20" y="1179.833333333333"><block s="receiveKey"><l><option>1</option></l></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><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="20" y="1503.1666666666663"><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="20" y="1826.4999999999998"><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="230" y="11"><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>255,112,84,1</color></block><block s="setSize"><l>14</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="430" y="13.666666666666742"><block s="receiveKey"><l><option>8</option></l></block><block s="show"></block><block s="bubble"><l>Circle</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,20,193,1</color></block><block s="setSize"><l>16</l></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>1</l></block><block s="turnLeft"><l>1</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" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>