<snapdata remixID="11450361"><project name="Tree Recursion Unit 7 Lab 1" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="Tree Recursion Unit 7 Lab 1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="tree level:level size:size" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="tree 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="doIf"><block s="reportGreaterThan"><block var="level"/><l>0</l></block><script><block s="setSize"><block var="level"/></block><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree level: %s size: %s"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>.7</l></list></block></custom-block><block 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