<snapdata remixID="9405773"><project name="Unit 7 Lab 1" app="Snap! 5.4, http://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="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="-1.1368683772161603e-12" y="-150" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="92,79,0,1" 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="40" y="216"><custom-block s="tree 1 size %s"><l>50</l></custom-block><custom-block s="tree 2 size %s"><l>50</l></custom-block><custom-block s="tree 3 size %s"><l>50</l></custom-block><custom-block s="tree 4 size %s"><l>50</l></custom-block></script><script x="39" y="102"><custom-block s="Clear and reset"></custom-block><block s="doSetVar"><l>count</l><l>0</l></block><custom-block s="tree level: %s size: %s"><l>7</l><l>100</l><comment w="90" collapsed="false">I changed the thickness, color, and scale.</comment></custom-block></script></scripts></sprite><watcher var="count" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><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="reportProduct"><l>-1</l><block var="size"/></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="reportProduct"><block var="size"/><l>0.65</l></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="reportProduct"><block var="size"/><l>0.85</l></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="size"/></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="setSize"><block var="level"/></block><block s="doSetVar"><l>count</l><block s="reportSum"><block var="count"/><l>1</l></block></block><block s="doIfElse"><block s="reportEquals"><block var="level"/><l>1</l></block><script><block s="setColor"><color>21,168,0,1</color></block><block s="forward"><block var="size"/></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="size"/></block></block></script><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>30</l></block><block s="changeSize"><l>-3</l></block><block s="setColor"><color>91,92,0,1</color></block><custom-block s="tree level: %s size: %s"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportProduct"><block var="size"/><l>0.60</l></block></custom-block><block s="turn"><l>30</l></block><block s="turn"><l>40</l></block><block s="setColor"><color>112,84,0,1</color></block><custom-block s="tree level: %s size: %s"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportProduct"><block var="size"/><l>0.75</l></block></custom-block><block s="turnLeft"><l>40</l></block><block s="setColor"><color>112,84,0,1</color></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="size"/></block></block></script></block><block s="doIfElse"><block s="reportLessThan"><l>2</l><block var="level"/></block><script><block s="setColor"><color>92,79,0,1</color></block></script><script><block s="setColor"><color>21,168,0,1</color></block></script></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="reportProduct"><block var="size"/><l>0.65</l></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="reportProduct"><block var="size"/><l>0.85</l></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportProduct"><l>-1</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>25</l></block><custom-block s="tree 3 size %s"><block s="reportProduct"><block var="size"/><l>0.65</l></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="reportProduct"><block var="size"/><l>0.85</l></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="size"/></block></block></script></block-definition><block-definition s="return sprite %&apos;sprite state&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>sprite state</l></list></block><block s="doSetVar"><l>sprite state</l><custom-block s="sprite pos and direction"></custom-block></block></script></block-definition><block-definition s="sprite pos and direction" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block><block s="direction"></block></list></block></block></script></block-definition><block-definition s="Clear and reset" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="gotoXY"><l>0</l><l>-150</l></block><block s="setHeading"><l>0</l></block><block s="down"></block></script></block-definition></blocks><variables><variable name="count"><l>127</l></variable></variables></project><media name="Unit 7 Lab 1" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>