<snapdata remixID="13492606"><project name="U7L2-KochSnowflake" app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="U7L2-KochSnowflake"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Koch curve level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="level"/><l>1</l></list></block><script><block s="forward"><block var="size"/></block></script><script><custom-block s="Koch curve level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>3</l></block></custom-block><block s="turnLeft"><l>60</l></block><custom-block s="Koch curve level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>3</l></block></custom-block><block s="turn"><l>120</l></block><custom-block s="Koch curve level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>3</l></block></custom-block><block s="turnLeft"><l>60</l></block><custom-block s="Koch curve level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>3</l></block></custom-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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