<snapdata remixID="9382281"><project name="3.1 Drawing Shapes (Again) - Starter" app="Snap! 5.4, 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" penlog="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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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="1.0047846889957375" y="-0.7177033492817092" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="37,47,255,1" 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="48" y="10"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="46" y="66.79999999999995"><block s="receiveGo"></block><custom-block s="Ask how many sides"></custom-block><block s="doForever"><script><block s="doIfElse"><custom-block s="4 sides"></custom-block><script><custom-block s="Square"></custom-block></script><script><block s="doIfElse"><custom-block s="3 sides"></custom-block><script><custom-block s="equilateral triangle"></custom-block></script><script><block s="doIfElse"><custom-block s="5 sides"></custom-block><script><custom-block s="regular pentagon"></custom-block></script><script><block s="doIfElse"><custom-block s="8 sides"></custom-block><script><custom-block s="regular octogon"></custom-block></script><script><custom-block s="Error code"></custom-block></script></block></script></block></script></block></script></block></script></block></script></scripts></sprite><watcher var="sides" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Ask how many sides" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="hide"></block><block s="doAsk"><l>what is the number of sides</l></block><block s="doSetVar"><l>sides</l><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="Square" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"><comment w="92" collapsed="false">Square</comment></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="equilateral triangle" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"><comment w="107" collapsed="false">Equilateral Triangle</comment></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="regular pentagon" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><l>50</l></block><block s="turn"><l>72</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="regular octogon" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"><comment w="90" collapsed="false">Regular Octagon</comment></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><l>50</l></block><block s="turn"><l>45</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="4 sides" type="predicate" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportEquals"><block var="sides"/><l>4</l></block></block></script></block-definition><block-definition s="3 sides" type="predicate" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportEquals"><block var="sides"/><l>3</l></block></block></script></block-definition><block-definition s="5 sides" type="predicate" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportEquals"><block var="sides"/><l>5</l></block></block></script></block-definition><block-definition s="8 sides" type="predicate" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportEquals"><block var="sides"/><l>8</l></block></block></script></block-definition><block-definition s="Error code" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="show"></block><block s="doSayFor"><l>I cannot recognize your polygon</l><l>2</l></block><block s="hide"></block></script></block-definition><block-definition s="are sides less than 3" type="predicate" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportLessThan"><block var="sides"/><l>3</l></block></block></script></block-definition><block-definition s="error" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><l>polygons have at least 3 sides</l><l>2</l></block></script></block-definition></blocks><variables><variable name="sides"><l>0</l></variable></variables></project><media name="3.1 Drawing Shapes (Again) - Starter" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>