<snapdata remixID="10379078"><project name="u1l4 - recursion 2" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="-79.99999999999977" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="126,255,36,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="184.203125" y="102.16666666666666"><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>-80</l></block><block s="setHeading"><l>90</l></block></script><script x="547" y="110.66666666666669"><block s="receiveGo"></block><block s="setHeading"><l>0</l></block><block s="setColor"><color>126,255,36,1</color></block><custom-block s="tree %s levels size %s"><l>5</l><l>30</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="tree size- %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="setHeading"><l>0</l></block><block s="forward"><block var="size"/></block><block s="turnLeft"><l>45</l></block><block s="forward"><block var="size"/></block><block s="turn"><l>225</l></block><block s="forward"><block var="size"/></block><block s="setHeading"><l>0</l></block><block s="turn"><l>45</l></block><block s="forward"><block var="size"/></block><block s="turnLeft"><l>225</l></block><block s="forward"><block var="size"/></block><block s="setHeading"><l>90</l></block><block s="up"></block></script></block-definition><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="down"></block><block s="forward"><block var="size"/></block><block s="forward"><block s="reportDifference"><l></l><block var="size"/></block></block></script></block-definition><block-definition s="tree 2a size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="setHeading"><l>0</l></block><block s="down"></block><block s="forward"><block var="size"/></block><block s="turnLeft"><l>15</l></block><block s="forward"><block s="reportProduct"><block var="size"/><l>0.75</l></block></block><block s="forward"><block s="reportDifference"><l></l><block s="reportProduct"><block var="size"/><l>0.75</l></block></block></block><block s="turn"><l>30</l></block><block s="forward"><block s="reportProduct"><block var="size"/><l>0.75</l></block></block><block s="forward"><block s="reportDifference"><l></l><block s="reportProduct"><block var="size"/><l>0.75</l></block></block></block><block s="turnLeft"><l>15</l></block><block s="forward"><block s="reportDifference"><l></l><block var="size"/></block></block></script></block-definition><block-definition s="tree 2 %&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>15</l></block><custom-block s="tree 1 size %s"><block s="reportProduct"><block var="size"/><l>0.75</l></block></custom-block><block s="turn"><l>30</l></block><custom-block s="tree 1 size %s"><block s="reportProduct"><block var="size"/><l>0.75</l></block></custom-block><block s="turnLeft"><l>15</l></block><block s="forward"><block s="reportDifference"><l></l><block var="size"/></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>15</l></block><custom-block s="tree 2 %s"><block s="reportProduct"><block var="size"/><l>0.75</l></block></custom-block><block s="turn"><l>30</l></block><custom-block s="tree 2 %s"><block s="reportProduct"><block var="size"/><l>0.75</l></block></custom-block><block s="turnLeft"><l>15</l></block><block s="forward"><block s="reportDifference"><l></l><block var="size"/></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>15</l></block><custom-block s="tree 3 size %s"><block s="reportProduct"><block var="size"/><l>0.75</l></block></custom-block><block s="turn"><l>30</l></block><custom-block s="tree 3 size %s"><block s="reportProduct"><block var="size"/><l>0.75</l></block></custom-block><block s="turnLeft"><l>15</l></block><block s="forward"><block s="reportDifference"><l></l><block var="size"/></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>15</l></block><custom-block s="tree 4 size %s"><block s="reportProduct"><block var="size"/><l>0.75</l></block></custom-block><block s="turn"><l>30</l></block><custom-block s="tree 4 size %s"><block s="reportProduct"><block var="size"/><l>0.75</l></block></custom-block><block s="turnLeft"><l>15</l></block><block s="forward"><block s="reportDifference"><l></l><block var="size"/></block></block></script></block-definition><block-definition s="tree %&apos;levels&apos; levels ; size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs></block-definition><block-definition s="tree %&apos;levels&apos; levels 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="down"></block><block s="doIfElse"><block s="reportEquals"><block var="levels"/><l>1</l></block><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportDifference"><l></l><block var="size"/></block></block></script><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>20</l></block><custom-block s="tree %s levels size %s"><block s="reportDifference"><block var="levels"/><l>1</l></block><block s="reportProduct"><block var="size"/><l>1.5</l></block></custom-block><block s="turn"><l>40</l></block><custom-block s="tree %s levels size %s"><block s="reportDifference"><block var="levels"/><l>1</l></block><block s="reportProduct"><block var="size"/><l>1.5</l></block></custom-block><block s="turnLeft"><l>20</l></block><block s="forward"><block s="reportDifference"><l></l><block var="size"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="u1l4 - recursion 2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>