<snapdata remixID="12010351"><project name="Unit 3 Day 27" 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="Unit 3 Day 27"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawPolygon %&apos;numSides #&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="numSides #"/><script><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides #"/></block></block></script></block></script></block-definition><block-definition s="TopLeft" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportAnd"><block s="reportLessThan"><block s="xPosition"></block><l>0</l></block><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block></block></block></script></block-definition><block-definition s="TopOrBottom" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportOr"><block s="reportGreaterThan"><block s="yPosition"></block><l>150</l></block><block s="reportLessThan"><block s="yPosition"></block><l>-150</l></block></block></block></script></block-definition></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" id="48"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="84" y="177.99999999999997" heading="54" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,154,76,1" pen="tip" id="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="80" y="25.333333333333343"><block s="receiveGo"></block><block s="clear"></block><block s="doAsk"><l>How many shapes do you want?</l></block><block s="doSetVar"><l>NumberOfShapes</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="NumberOfShapes"/><script><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><custom-block s="TopLeft"></custom-block><script><block s="down"></block><block s="setColor"><color>0,252,13,1</color></block><custom-block s="DrawPolygon %s"><l>5</l></custom-block></script><script><block s="down"></block><block s="setColor"><color>13,0,170,1</color></block><custom-block s="DrawPolygon %s"><l>4</l></custom-block></script></block><block s="doIf"><custom-block s="TopOrBottom"></custom-block><script><block s="down"></block><block s="setColor"><color>255,154,76,1</color></block><custom-block s="DrawPolygon %s"><l>8</l></custom-block></script></block></script></block></script></scripts></sprite><watcher var="NumberOfShapes" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="NumberOfShapes"><l>20</l></variable></variables></scene></scenes></project><media name="Unit 3 Day 27" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>