<snapdata remixID="12752683"><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="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><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 shape, sides: %&apos;sides&apos; size: %&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="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><block s="up"></block><block s="doIf"><block s="reportVariadicLessThan"><list><block var="sides"/><l>3</l></list></block><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="up"></block><block s="clear"></block><block s="doSayFor"><l>Sorry that&apos;s not a shape I can draw</l><l>3</l></block></script><list></list></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="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turnLeft"><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="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>72</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Make an octagon %&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>8</l><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>45</l></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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</pentrails><costumes><list struct="atomic" id="108"></list></costumes><sounds><list struct="atomic" id="109"></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="114"><costumes><list struct="atomic" id="115"></list></costumes><sounds><list struct="atomic" id="116"></list></sounds><blocks></blocks><variables></variables><scripts><script x="336" y="23.333333333333343"><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 an octagon %s"><l>25</l></custom-block><custom-block s="Make a shape, sides: %s size: %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>