<snapdata remixID="13327082"><project name="U7L1- Tree" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U7L1- Tree"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="tree 1, size: %&apos;size #&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="forward"><block var="size #"/></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size #"/></list></block></block></script></block-definition><block-definition s="tree 2, size: %&apos;size #&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="forward"><block var="size #"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 1, size: %s"><block s="reportVariadicProduct"><list><block var="size #"/><l>0.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 1, size: %s"><block s="reportVariadicProduct"><list><block var="size #"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size #"/></list></block></block></script></block-definition><block-definition s="tree 3, size: %&apos;size #&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="forward"><block var="size #"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 2, size: %s"><block s="reportVariadicProduct"><list><block var="size #"/><l>0.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 2, size: %s"><block s="reportVariadicProduct"><list><block var="size #"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size #"/></list></block></block></script></block-definition><block-definition s="tree 4, size: %&apos;size #&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="forward"><block var="size #"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 3, size: %s"><block s="reportVariadicProduct"><list><block var="size #"/><l>0.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 3, size: %s"><block s="reportVariadicProduct"><list><block var="size #"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size #"/></list></block></block></script></block-definition><block-definition s="tree 5, size: %&apos;size #&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="forward"><block var="size #"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 4, size: %s"><block s="reportVariadicProduct"><list><block var="size #"/><l>0.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 4, size: %s"><block s="reportVariadicProduct"><list><block var="size #"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size #"/></list></block></block></script></block-definition><block-definition s="tree, level: %&apos;level #&apos; size: %&apos;size #&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></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><block s="forward"><block s="reportVariadicProduct"><list><block var="size #"/><l>-1</l></list></block></block></script><script><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>0.65</l></list></block></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</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>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size #"/></list></block></block></script></block></script></block-definition><block-definition s="tree (different thickness), level: %&apos;level #&apos; size: %&apos;size #&apos; thickness: %&apos;thickness&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="level #"/><l>1</l></list></block><script><block s="setSize"><block var="thickness"/></block><block s="forward"><block var="size #"/></block><block s="forward"><block s="reportVariadicProduct"><list><block var="size #"/><l>-1</l></list></block></block></script><script><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>0.65</l></list></block></custom-block><block s="setSize"><block s="reportDifference"><block var="thickness"/><l>1</l></block></block><block s="turn"><l>25</l></block><block s="turn"><l>35</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>0.85</l></list></block></custom-block><block s="setSize"><block s="reportDifference"><block var="thickness"/><l>1</l></block></block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size #"/></list></block></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" id="282"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="283"></list></costumes><sounds><list struct="atomic" id="284"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-17.000000000009322" y="-54.99999999999977" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="289"><costumes><list struct="atomic" id="290"></list></costumes><sounds><list struct="atomic" id="291"></list></sounds><blocks></blocks><variables></variables><scripts><script x="88" y="41.33333333333334"><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="tree 1, size: %s"><l>50</l></custom-block></script><script x="103" y="156"><custom-block s="tree 2, size: %s"><l>50</l></custom-block></script><script x="96" y="202"><custom-block s="tree 3, size: %s"><l>50</l></custom-block></script><script x="104" y="262"><custom-block s="tree 4, size: %s"><l></l></custom-block></script><script x="92" y="315"><custom-block s="tree 5, size: %s"><l>50</l></custom-block></script><script x="323" y="79.00000000000006"><custom-block s="tree, level: %s size: %s"><l>9</l><l>50</l></custom-block></script><script x="226" y="181.00000000000006"><custom-block s="tree (different thickness), level: %s size: %s thickness: %s"><l>9</l><l>50</l><l>5</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U7L1- Tree" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>