<snapdata remixID="11501232"><project name="Training - Conditional Statments" 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="Training - Conditional Statments"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawPolygon %&apos;numSides&apos; %&apos;sideLength&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><block var="sideLength"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="Circle1" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setHeading"><l>0</l></block><block s="down"></block><block s="setSize"><l>5</l></block><block s="setColor"><color>220,22,0,1</color></block><block s="doRepeat"><l>90</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="setColor"><color>92,255,112,1</color></block><block s="doRepeat"><l>270</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="up"></block><block s="changeXPosition"><l>125</l></block></script></block-definition><block-definition s="Circle2" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setHeading"><l>0</l></block><block s="down"></block><block s="setSize"><l>5</l></block><block s="setColor"><color>220,22,0,1</color></block><block s="doRepeat"><l>180</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="setSize"><l>1</l></block><block s="doRepeat"><l>180</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="up"></block><block s="changeXPosition"><l>125</l></block></script></block-definition><block-definition s="circle3" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setHeading"><l>0</l></block><block s="down"></block><block s="setSize"><l>1</l></block><block s="setColor"><color>220,22,0,1</color></block><block s="doRepeat"><l>270</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="setSize"><l>5</l></block><block s="doRepeat"><l>90</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="up"></block><block s="changeXPosition"><l>125</l></block></script></block-definition><block-definition s="circle4" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setHeading"><l>0</l></block><block s="down"></block><block s="setSize"><l>5</l></block><block s="setColor"><color>220,22,0,1</color></block><block s="doRepeat"><l>180</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="setSize"><l>1</l></block><block s="doRepeat"><l>90</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="setSize"><l>5</l></block><block s="doRepeat"><l>90</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="up"></block><block s="changeXPosition"><l>125</l></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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