<snapdata remixID="10918917"><project name="2.1 Squares and Triangles Redux_Jayfrank Gil" 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>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="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><block s="down"></block></script><script x="20" y="1491.8333333333321"><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="174" y="73.66666666666666"><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>189,6,0,1</color></block><block s="setSize"><l>12</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></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="2.1 Squares and Triangles Redux_Jayfrank Gil" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>