<snapdata remixID="10938181"><project name="2.1 Squares and Triangles Redux_JaylinRoss" 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="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="20" y="1489.8333333333326"><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="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>0.25</l></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="20" y="2043.1666666666656"><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="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><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><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="20" y="2531.499999999999"><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="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></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="2.1 Squares and Triangles Redux_JaylinRoss" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>