<snapdata remixID="10674144"><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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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 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s="gotoXY"><l>-40</l><l>-60</l></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="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="up"></block></script><script x="20" y="1612.833333333333"><block s="receiveKey"><l><option>6</option></l></block><block s="show"></block><block s="gotoXY"><l>0</l><l>0</l></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>10</l><script><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block></script></block><block s="up"></block><block s="doSayFor"><l>Star</l><l>2</l></block><block s="hide"></block></script><script x="321" y="1576.166666666667"><block s="receiveKey"><l><option>7</option></l></block><block s="show"></block><block s="gotoXY"><l>100</l><l>5</l></block><block s="bubble"><l>Circle</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>20</l><script><block s="forward"><l>20</l></block><block s="turn"><l>20</l></block></script></block><block s="up"></block><block s="doSayFor"><l>Circle</l><l>2</l></block><block s="hide"></block></script><script x="194" y="1894.166666666667"><block s="receiveKey"><l><option>8</option></l></block><block s="show"></block><block s="gotoXY"><l>100</l><l>160</l></block><block s="bubble"><l>Decagon</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>10</l><script><block s="forward"><l>50</l></block><block s="turn"><l>36</l></block></script></block><block s="up"></block><block s="doSayFor"><l>Decagon</l><l>2</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>