<snapdata remixID="13172748"><project name=" Lab 3.1 Custom Shapes&#xD;" 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 Custom Shapes&#xD;"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="square." type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>72,255,55,1</color></block><block s="setSize"><l>3</l></block><block s="doRepeat"><l>4</l><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="triangle." type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setColor"><color>255,51,2,1</color></block><block s="setSize"><l>3</l></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script></block></script></block-definition><block-definition s="pentagon" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setColor"><color>82,234,255,1</color></block><block s="setSize"><l>4</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>25</l></block><block s="turnLeft"><l>72</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="octogon" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setColor"><color>17,8,0,1</color></block><block s="setSize"><l>4</l></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>75</l></block><block s="turnLeft"><l>45</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="polygons numsides %&apos;numsides&apos; length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">4</input><input type="%n">10</input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setColor"><color>0,37,39,1</color></block><block s="setSize"><l>3</l></block><block s="doAsk"><l>how many sides do you want  ?</l></block><block s="doSetVar"><l>numsides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>whats the length ?</l></block><block s="doSetVar"><l>length</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="numsides"/><script><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="numsides"/><l>3</l></list></block><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numsides"/></block></block></script><script><block s="doSayFor"><l>hey that was not a polygon it must have 3 or more sides</l><l>2</l></block></script></block></script></block><block s="up"></block></script><scripts><script x="325" y="190.66666666666669"><block s="doAsk"><l>what do you want the pen size to be ?</l></block></script></scripts></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" id="127"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="128"></list></costumes><sounds><list struct="atomic" id="129"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="8.526512829121202e-14" heading="231" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="72,255,55,1" pen="tip" id="134"><costumes><list struct="atomic" id="135"></list></costumes><sounds><list struct="atomic" id="136"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><custom-block s="pentagon"></custom-block></script><script x="20" y="55.833333333333314"><custom-block s="triangle."></custom-block></script><script x="20" y="91.66666666666669"><custom-block s="octogon"></custom-block></script><script x="20" y="127.5"><custom-block s="square."></custom-block></script><script x="20" y="163.33333333333337"><block s="clear"></block></script><script x="20" y="199.16666666666669"><block s="receiveGo"></block><custom-block s="polygons numsides %n length %n"><l></l><l></l></custom-block></script></scripts></sprite><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="10" color="4,148,220"/></sprites></stage><variables></variables></scene></scenes></project><media name=" Lab 3.1 Custom Shapes
" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>