<snapdata remixID="11177251"><project name="Angle Experiments 1" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="Angle Experiments 1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="not too small triangle %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="fancy triangle %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy triangle %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="not too small square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="not too small hexagon %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>60</l></block></script></block></script></block></script></block-definition><block-definition s="fancy square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy square %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="fancy hexagon %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy hexagon %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>60</l></block></script></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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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s="doWait"><l>.5</l></block></script><comment w="145.5000000000001" collapsed="true">D. Instead of clicking twice, you can use REPEAT to automate.</comment></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Angle Experiments 1" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>