<snapdata remixID="9057511"><project name="Lab 3.2 Drawing Shapes(Again)" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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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="150" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="30"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>150</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doAsk"><l>Number of Sides?</l></block><block s="doSetVar"><l>Number of Sides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How Big are These Sides?</l></block><block s="doSetVar"><l>Size</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportLessThan"><block var="Number of Sides"/><l>2</l></block><script><block s="doSayFor"><l>ERROR</l><l>2</l></block></script><script><custom-block s="Polygon"></custom-block></script></block></script></scripts></sprite><watcher var="Number of Sides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="Size" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DRAW A SQUARE" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><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-definition><block-definition s="DRAW A TRIANGLE" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>3</l><script><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block></script></block></script></block-definition><block-definition s="DRAW A PENTAGON" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="turn"><l>72</l></block><block s="forward"><l>100</l></block></script></block></script></block-definition><block-definition s="DRAW A HEXAGON" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>6</l><script><block s="turn"><l>60</l></block><block s="forward"><l>100</l></block></script></block></script></block-definition><block-definition s="Polygon" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block var="Number of Sides"/><script><block s="turn"><block s="reportQuotient"><l>360</l><block var="Number of Sides"/></block></block><block s="forward"><block var="Size"/></block></script></block></script></block-definition></blocks><variables><variable name="Number of Sides"><l>5</l></variable><variable name="Size"><l>200</l></variable></variables></project><media name="Lab 3.2 Drawing Shapes(Again)" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>