<snapdata remixID="10437752"><project name="Ragoobeer U1L3Page3.2-6" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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var="length"/><l>0</l></custom-block></script></block-definition><block-definition s="simpler polygon, number of sides: %&apos;sides&apos; side length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition><block-definition s="circle, size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>120</l><block var="size"/><l>0</l></custom-block></script><scripts><script x="14.333333333333343" y="111.46666666666664"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>120</l><block s="reportQuotient"><block var="size"/><l>120</l></block><l>0</l></custom-block></script><script x="10" y="165.13333333333327"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>120</l><block s="reportQuotient"><block s="reportProduct"><block s="reportProduct"><l>2</l><l>3.141592654</l></block><block var="size"/></block><l>120</l></block><l>0</l></custom-block></script></scripts></block-definition><block-definition s="circle, radius: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>120</l><block s="reportQuotient"><block s="reportProduct"><block s="reportProduct"><l>2</l><l>3.14159</l></block><block var="size"/></block><l>120</l></block><l>0</l></custom-block></script></block-definition><block-definition s="nest squares, number: %&apos;number&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="number"/><script><custom-block s="polygon number of sides: %s side length: %s"><l>4</l><block s="reportProduct"><l>10</l><block var="i"/></block></custom-block></script></block></script></block-definition><block-definition s="polygon number of sides: %&apos;sides&apos; side length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doUntil"><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="Ragoobeer U1L3Page3.2-6" app="Snap! 6, https://snap.berkeley.edu" 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