<snapdata remixID="8850016"><project name="Lab 3.2 Drawing Shapes Again - MICHELLE FAST" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="83" y="38"><block s="receiveGo"></block><custom-block s="Pen"></custom-block><block s="doAsk"><l>How many sides do you want your shape to have?</l></block><block s="doIfElse"><block s="reportLessThan"><l>2</l><block s="getLastAnswer"></block></block><script><block s="doSetVar"><l>Sides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Side length?</l></block><block s="doSetVar"><l>Size</l><block s="getLastAnswer"></block></block><custom-block s="Shape"></custom-block></script><script><block s="doSayFor"><l>Error! That number cannot create a shape.</l><l>2</l></block><block s="bubble"><l>Click the green flag to restart.</l></block></script></block></script></scripts></sprite><watcher var="Sides" style="normal" x="9.4375" y="9.437499999999972" color="243,118,29" hidden="true"/><watcher var="Size" style="normal" x="9.4375" y="29.256251887500014" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Shape" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block var="Sides"/><script><block s="forward"><block var="Size"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="Sides"/></block></block><block s="doWait"><l>0.2</l></block></script></block></script></block-definition><block-definition s="Pen" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setSize"><l>3</l></block><block s="setColor"><color>153,0,138,1</color></block></script></block-definition></blocks><variables><variable name="Sides"><l>5</l></variable><variable name="Size"><l>67</l></variable></variables></project><media name="Lab 3.2 Drawing Shapes Again - MICHELLE FAST" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>