<snapdata remixID="11944249"><project name="lab 3.1" 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="lab 3.1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Draw a square" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>255,53,88,1</color></block><block s="setSize"><l>2</l></block><block s="doSetVar"><l>sides</l><l>0</l></block><block s="doUntil"><block s="reportEquals"><block var="sides"/><l>4</l></block><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="doChangeVar"><l>sides</l><l>1</l></block></script></block></script><scripts><script x="170" y="110.46412150065112"><block s="up"></block></script></scripts></block-definition><block-definition s="Draw a triangle" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>255,145,49,1</color></block><block s="setSize"><l>4</l></block><block s="doSetVar"><l>sides</l><l>0</l></block><block s="doUntil"><block s="reportEquals"><block var="sides"/><l>3</l></block><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block><block s="doChangeVar"><l>sides</l><l>1</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Draw a pentagon" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>253,241,0,1</color></block><block s="setSize"><l>6</l></block><block s="doSetVar"><l>sides</l><l>0</l></block><block s="doUntil"><block s="reportEquals"><block var="sides"/><l>5</l></block><script><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block><block s="doChangeVar"><l>sides</l><l>1</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Draw a octagon" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>122,71,0,1</color></block><block s="setSize"><l>5</l></block><block s="doSetVar"><l>sides</l><l>0</l></block><block s="doUntil"><block s="reportEquals"><block var="sides"/><l>8</l></block><script><block s="forward"><l>100</l></block><block s="turn"><l>45</l></block><block s="doChangeVar"><l>sides</l><l>1</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw a polygon" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><scripts><script x="15" y="26"><custom-block s="draw a polygon"></custom-block></script></scripts></block-definition><block-definition s="Draw a polygon %&apos;NumberOfSides&apos; %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="NumberOfSides"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="NumberOfSides"/></block></block></script></block><block s="up"></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" 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