<snapdata remixID="11953802"><project name="3.1 Drawing" 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="3.1 Drawing"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Draw Square" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="doWait"><l>0.2</l></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="Draw Triangle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="setHeading"><l>-90</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>35</l></block><block s="doWait"><l>0.2</l></block><block s="turn"><l>120</l></block></script></block></script></block-definition><block-definition s="Pi" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportQuotient"><l>22</l><l>7</l></block></block></script></block-definition><block-definition s="Find Circumference %&apos;diameter&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The circumference of your circle is </l><block s="reportVariadicProduct"><list><custom-block s="Pi"></custom-block><block var="diameter"/></list></block></list></block><l>2</l></block></script></block-definition><block-definition s="Right of Center?" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportGreaterThan"><block s="xPosition"></block><l>0</l></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="Draw a Pentagon" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="setHeading"><l>-90</l></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>35</l></block><block s="doWait"><l>0.2</l></block><block s="turn"><l>72</l></block></script></block></script></block-definition><block-definition s="Draw a Octagon" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="setHeading"><l>-90</l></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>35</l></block><block s="doWait"><l>0.2</l></block><block s="turn"><l>45</l></block></script></block></script></block-definition><block-definition s="Shape" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>255,22,3,1</color></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="forward"><l>35</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block s="getLastAnswer"></block></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>5</l></block></script></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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