<snapdata remixID="9413874"><project name="U7L2 winter" app="Snap! 5.4, http://snap.berkeley.edu" 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</pentrails><costumes><list 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s="doIfElse"><block s="reportEquals"><block var="level"/><l>1</l></block><script><block s="forward"><block var="size"/></block></script><script><block s="turnLeft"><l>50</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>25</l></block><block s="changeSize"><l>.05</l></block><custom-block s="levy c curve level %s size %s"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportProduct"><block s="reportQuotient"><block var="size"/><l>2</l></block><block s="reportMonadic"><l><option>sqrt</option></l><l>2</l></block></block></custom-block><block s="turn"><l>65</l></block><custom-block s="levy c curve level %s size %s"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportProduct"><block s="reportQuotient"><block var="size"/><l>2</l></block><block s="reportMonadic"><l><option>sqrt</option></l><l>2</l></block></block></custom-block><block s="turnLeft"><l>50</l></block></script></block></script><scripts><script x="224.66015825" y="138.8333353333333"><block s="reportProduct"><l>.01</l><l></l></block></script><script x="299.33203425" y="116.8333373333333"><block var="level"/></script><script x="184.000001" y="327.8333343333333"><block s="changePenHSVA"><l><option>transparency</option></l><l>.1</l></block></script></scripts></block-definition><block-definition s="one side koch curve level %&apos;level&apos; size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="level"/><l>1</l></block><script><block s="forward"><block var="size"/></block></script><script><custom-block s="one side koch curve level %s size %s"><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="one side koch curve level %s size %s"><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="one side koch curve level %s size %s"><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="one side koch curve level %s size %s"><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><block-definition s="complete snowflake level size" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="whole snowflake level %&apos;level&apos; size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="one side koch curve level %s size %s"><block var="level"/><block var="size"/></custom-block><block s="turn"><l>120</l></block><custom-block s="one side koch curve level %s size %s"><block var="level"/><block var="size"/></custom-block><block s="turn"><l>120</l></block><custom-block s="one side koch curve level %s size %s"><block var="level"/><block var="size"/></custom-block></script></block-definition></blocks><variables></variables></project><media name="U7L2 winter" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>