<snapdata remixID="8824175"><project name="Re-Drawing Shapes" 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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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="219.29999999999998,0,171.05400000000003,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="anna04" center-x="70.5" center-y="86" 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" id="10"/></item><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="53" y="52"><block s="receiveGo"></block><custom-block s="Question"></custom-block><custom-block s="Draw Square"></custom-block><custom-block s="Draw Triangle"></custom-block><custom-block s="Draw Pentagon"></custom-block><custom-block s="Draw Octagon"></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Side Length %&apos;Length&apos; Sides %&apos;Sides&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs></block-definition><block-definition s="Draw Shape Side Length %&apos;Length&apos; Sides %&apos;Sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><block var="Sides"/><script><block s="forward"><block var="Length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Sides"/></block></block></script></block></script></block-definition><block-definition s="Draw Square" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Square</l></block><script><custom-block s="Draw Shape Side Length %s Sides %s"><l>60</l><l>4</l></custom-block></script></block></script></block-definition><block-definition s="Draw Triangle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Triangle</l></block><script><custom-block s="Draw Shape Side Length %s Sides %s"><l>60</l><l>3</l></custom-block></script></block></script></block-definition><block-definition s="Draw Pentagon" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Pentagon</l></block><script><custom-block s="Draw Shape Side Length %s Sides %s"><l>60</l><l>5</l></custom-block></script></block></script></block-definition><block-definition s="Draw Octagon" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Octagon</l></block><script><custom-block s="Draw Shape Side Length %s Sides %s"><l>60</l><l>9</l></custom-block></script></block></script></block-definition><block-definition s="Question" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="doAsk"><l>Draw a Square, Triangle, Pentagon, or an Octagon?</l></block></script></block-definition></blocks><variables></variables></project><media name="Re-Drawing Shapes" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>