<snapdata remixID="11129538"><project name="Quinones 3.1 lab" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Quinones 3.1 lab"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Triangles" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="show"></block><block s="bubble"><l>Triangle</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>40,23,0,1</color></block><block s="down"></block><block s="setSize"><l>4</l></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="turnLeft"><l>60</l></block><block s="gotoXY"><l>50</l><l>100</l></block><block s="turnLeft"><l>60</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="up"></block><block s="doWait"><l>1</l></block><block s="hide"></block></script></block-definition><block-definition s="Square" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="show"></block><block s="bubble"><l>square</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>32,8,0,1</color></block><block s="setSize"><l>4</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="doWait"><l>1</l></block><block s="up"></block><block s="hide"></block></script></block-definition><block-definition s="Pentagon" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="show"></block><block s="bubble"><l>Pentagon</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>17,32,0,1</color></block><block s="down"></block><block s="setSize"><l>4</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block></script></block><block s="up"></block><block s="doWait"><l>1</l></block><block s="hide"></block></script></block-definition><block-definition s="Hexagon" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="show"></block><block s="bubble"><l>hexagon</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>18,33,0,1</color></block><block s="down"></block><block s="setSize"><l>4</l></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>60</l></block></script></block><block s="up"></block><block s="doWait"><l>1</l></block><block s="hide"></block></script></block-definition><block-definition s="j %&apos;side&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block 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inheritance="true" sublistIDs="false" 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