<snapdata remixID="12753254"><project name="lab 3.1" app="Snap! 9.0, 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="make a square %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="make a triangle %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>70</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="make a pentagon %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="turn"><l>-72</l></block></script></block></script></block-definition><block-definition s="make a oxtegon %&apos;side&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><block var="side"/></block><block s="turn"><l>45</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="make a %&apos;sides&apos; sided shape of side %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="sides"/><l>2</l></list></block><script><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script><script><block s="doSayFor"><l>that not a shapes</l><l>2</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="make an octagon" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs></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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</pentrails><costumes><list struct="atomic" id="88"></list></costumes><sounds><list struct="atomic" id="89"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="94"><costumes><list struct="atomic" id="95"></list></costumes><sounds><list struct="atomic" id="96"></list></sounds><blocks></blocks><variables></variables><scripts><script x="422" y="143.33333333333334"><block s="receiveGo"></block><block s="clear"></block><custom-block s="make a square %s"><l>100</l></custom-block><custom-block s="make a triangle %s"><l>150</l></custom-block><custom-block s="make a pentagon %s"><l>50</l></custom-block><custom-block s="make a oxtegon %s"><l>25</l></custom-block><custom-block s="make a %s sided shape of side %s"><l>10</l><l>10</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="lab 3.1" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>