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select="1"><scene name="Tree RecursionU7L1"><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="reportVariadicGreaterThan"><list><block var="level"/><l>0</l></list></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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