<snapdata remixID="11848668"><project name="Lab 2.1 Squares and Triangles Redux&#xD;" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="Lab 2.1 Squares and Triangles Redux&#xD;"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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s="gotoXY"><l>-100</l><l>50</l></block><block s="setHeading"><l>270</l></block><block s="setColor"><color>28,189,0,1</color></block><block s="down"></block><block s="bubble"><l>Equilateral triangle</l></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block><block s="doWait"><l>.5</l></block></script></block><block s="hide"></block></script><script x="193.99999999999994" y="337.4166666666665"><block s="receiveKey"><l><option>5</option></l><list></list></block><block s="show"></block><block s="up"></block><block s="setSize"><l>3</l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>10</l><l>-150</l></block><block s="setColor"><color>10,255,237,1</color></block><block s="down"></block><block s="bubble"><l>Parallelogram</l></block><block s="doRepeat"><l>2</l><script><block s="turnLeft"><l>60</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block></script></block><block s="hide"></block></script><script x="22.666666666666657" y="346.9999999999998"><block s="receiveKey"><l><option>4</option></l><list></list></block><block s="show"></block><block s="up"></block><block s="setSize"><l>5</l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-200</l><l>-150</l></block><block s="setColor"><color>23,0,222,1</color></block><block s="down"></block><block s="bubble"><l>Pentagon</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>70</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>.5</l></block></script></block><block s="hide"></block></script><script x="24" y="677.6666666666667"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block></script><script x="410.33333333333326" y="366.33333333333314"><block s="receiveKey"><l><option>6</option></l><list></list></block><block s="show"></block><block s="up"></block><block s="changeSize"><l>4</l></block><block s="gotoXY"><l>90</l><l>-130</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,31,174,1</color></block><block s="down"></block><block s="bubble"><l>5-pointed star!!</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>324</l></block><block s="forward"><l>50</l></block><block s="turn"><l>252</l></block><block s="doWait"><l>.5</l></block></script></block><block s="hide"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 2.1 Squares and Triangles Redux
" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>