<snapdata remixID="10289013"><project name="Tree" 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="-180" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,7.0000000000000036,7.0000000000000036,1" 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="22" y="10.166666666666515"><block s="receiveGo"></block><block s="hide"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-180</l></block><block s="setHeading"><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doAsk"><l>A Rainbow colored Tree or a normal Tree? (Rainbow / Normal)</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Normal</l></block><script><block s="setColor"><color>5,5,0,1</color></block><custom-block s="Tree with size %s , depth %s"><l>100</l><l>6</l></custom-block></script><script><block s="setColor"><color>255,26,7,1</color></block><block s="doAsk"><l>Rainbow by Height or Width or Funny? (Height (or y) / Width (or x) / Funny)</l></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>y</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>Height</l></block></block><script><custom-block s="Tree with size %s , depth %s in rainbow color (height)"><l>100</l><l>6</l></custom-block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>x</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>Width</l></block></block><script><custom-block s="Tree with size %s , depth %s in rainbow color (Width)"><l>100</l><l>6</l></custom-block></script><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Funny</l></block><script><custom-block s="Tree with size %s , depth %s in Rainbow (Funny)"><l>100</l><l>6</l></custom-block></script></block></script></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Tree with size %&apos;size&apos; , depth %&apos;depth&apos;" type="command" category="pen"><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="depth"/><l>0</l></block><script><block s="doWait"><l>0.01</l></block><block s="forward"><block var="size"/></block><block s="turnLeft"><l>15</l></block><custom-block s="Tree with size %s , depth %s"><block s="reportProduct"><l>0.7</l><block var="size"/></block><block s="reportDifference"><block var="depth"/><l>1</l></block></custom-block><block s="turn"><l>40</l></block><custom-block s="Tree with size %s , depth %s"><block s="reportProduct"><l>0.7</l><block var="size"/></block><block s="reportDifference"><block var="depth"/><l>1</l></block></custom-block><block s="turnLeft"><l>25</l></block><block s="forward"><block s="reportDifference"><l></l><block var="size"/></block></block></script></block></script></block-definition><block-definition s="Tree with size %&apos;size&apos; , depth %&apos;depth&apos; in rainbow color (height)" type="command" category="pen"><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="depth"/><l>0</l></block><script><block s="doWait"><l>0.01</l></block><block s="doWarp"><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>1</l></block><block s="setPenHSVA"><l><option>hue</option></l><block s="yPosition"></block></block></script></block></script></block><block s="turnLeft"><l>15</l></block><custom-block s="Tree with size %s , depth %s in rainbow color (height)"><block s="reportProduct"><l>0.7</l><block var="size"/></block><block s="reportDifference"><block var="depth"/><l>1</l></block></custom-block><block s="turn"><l>40</l></block><custom-block s="Tree with size %s , depth %s in rainbow color (height)"><block s="reportProduct"><l>0.7</l><block var="size"/></block><block s="reportDifference"><block var="depth"/><l>1</l></block></custom-block><block s="turnLeft"><l>25</l></block><block s="doWarp"><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>-1</l></block><block s="setPenHSVA"><l><option>hue</option></l><block s="yPosition"></block></block></script></block></script></block></script></block></script></block-definition><block-definition s="Tree with size %&apos;size&apos; , depth %&apos;depth&apos; in rainbow color (Width)" type="command" category="pen"><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="depth"/><l>0</l></block><script><block s="doWait"><l>0.01</l></block><block s="doWarp"><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>1</l></block><block s="setPenHSVA"><l><option>hue</option></l><block s="xPosition"></block></block></script></block></script></block><block s="turnLeft"><l>15</l></block><custom-block s="Tree with size %s , depth %s in rainbow color (Width)"><block s="reportProduct"><l>0.7</l><block var="size"/></block><block s="reportDifference"><block var="depth"/><l>1</l></block></custom-block><block s="turn"><l>40</l></block><custom-block s="Tree with size %s , depth %s in rainbow color (Width)"><block s="reportProduct"><l>0.7</l><block var="size"/></block><block s="reportDifference"><block var="depth"/><l>1</l></block></custom-block><block s="turnLeft"><l>25</l></block><block s="doWarp"><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>-1</l></block><block s="setPenHSVA"><l><option>hue</option></l><block s="xPosition"></block></block></script></block></script></block></script></block></script></block-definition><block-definition s="Tree with size %&apos;size&apos; , depth %&apos;depth&apos; in Rainbow (Funny)" type="command" category="pen"><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="depth"/><l>0</l></block><script><block s="doWait"><l>0.01</l></block><block s="setPenHSVA"><l><option>hue</option></l><block s="direction"></block></block><block s="forward"><block var="size"/></block><block s="turnLeft"><l>15</l></block><block s="setPenHSVA"><l><option>hue</option></l><block s="direction"></block></block><custom-block s="Tree with size %s , depth %s in Rainbow (Funny)"><block s="reportProduct"><l>0.7</l><block var="size"/></block><block s="reportDifference"><block var="depth"/><l>1</l></block></custom-block><block s="turn"><l>40</l></block><block s="setPenHSVA"><l><option>hue</option></l><block s="direction"></block></block><custom-block s="Tree with size %s , depth %s in Rainbow (Funny)"><block s="reportProduct"><l>0.7</l><block var="size"/></block><block s="reportDifference"><block var="depth"/><l>1</l></block></custom-block><block s="turnLeft"><l>25</l></block><block s="setPenHSVA"><l><option>hue</option></l><block s="direction"></block></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="Tree" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>