<snapdata remixID="14360062"><project name="Lab 3.2" app="Snap! 10.7.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 3.2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw_square" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="setYPosition"><l>0</l></block><block s="setXPosition"><l>0</l></block><block s="setScale"><l>500</l></block><block s="doThink"><l>HELP!!!</l></block><block s="doPlaySoundUntilDone"><l>soundbits_CreaksnSqueaks_Fork_Plate_Squeak_07</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="draw_line" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><block s="forward"><l>100</l></block></script></block-definition><block-definition s="Draw Square" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><l>Lets make a shape!</l><l>2</l></block><block s="doAsk"><l>How many sides shall it have?</l></block><block s="doSetVar"><l>Number of Sides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Now, how long should the sides be?</l></block><block s="doSetVar"><l>Side Length</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>Angle</l><block s="reportQuotient"><l>360</l><block var="Number of Sides"/></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="Number of Sides"/><l>2</l></list></block><script><block s="doSayFor"><l>Sorry. I don&apos;t know this shape!</l><l>2</l></block></script><list><block s="reportVariadicGreaterThan"><list><block var="Number of Sides"/><l>2</l></list></block><script><block s="down"></block><block s="doRepeat"><block var="Number of Sides"/><script><block s="forward"><block var="Side Length"/></block><block s="turnLeft"><block var="Angle"/></block><block s="doWait"><l>0.2</l></block></script></block></script></list></block></script></block-definition></blocks><primitives></primitives><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" id="94"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="95"></list></costumes><sounds><list struct="atomic" id="96"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="101"><costumes><list struct="atomic" id="102"></list></costumes><sounds><list id="103"><item><ref mediaID="Lab 3.2_Sprite_snd_soundbits_CreaksnSqueaks_Fork_Plate_Squeak_07"></ref></item></list></sounds><blocks></blocks><variables></variables><scripts><script x="52" y="30.333333333333343"><block s="receiveGo"></block><custom-block s="Draw Square"></custom-block></script><script x="215" y="30.33333333333337"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>180</l></block><block s="up"></block><block s="clear"></block></script></scripts></sprite><watcher var="Side Length" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="Number of Sides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="Angle" style="normal" x="11" y="51.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="Side Length"><l>80</l></variable><variable name="Number of Sides"><l>10</l></variable><variable name="Angle"><l>36</l></variable></variables></scene></scenes></project><media name="Lab 3.2" app="Snap! 10.7.1, https://snap.berkeley.edu" version="2"><sound name="soundbits_CreaksnSqueaks_Fork_Plate_Squeak_07" 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" mediaID="Lab 3.2_Sprite_snd_soundbits_CreaksnSqueaks_Fork_Plate_Squeak_07"/></media></snapdata>