<snapdata remixID="9215990"><project name="1920 U7L1p4 Self-Check Tree Variations (starter file)" app="Snap! 5.4, http://snap.berkeley.edu" 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id="2"><item><costume name="XY Grid" center-x="240" center-y="180" 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" id="3"/></item><item><costume name="Desert" center-x="240" center-y="180" 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" id="4"/></item></list></costumes><sounds><list struct="atomic" id="5"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="99.99999999999994" y="-175" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="20" y="10" w="636" collapsed="false">Updated by Firstname Lastname on 02/11/2020&#xD;1920 U7L1p4 Self-Check Tree Variations (starter file)&#xD;Week 10B: Recursion I &gt; Unit 7 Lab 1: Trees in a Forest &gt; Self-Check: Tree Variations</comment><comment x="20" y="88" w="639" collapsed="false">We took this recursive tree version and changed it in different ways. Your goal is to figure out what we changed in the code. The original code and picture are shown below:</comment><script x="20" y="154"><block s="doIfElse"><block s="reportEquals"><block var="level"/><l>1</l></block><script><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>15</l></block><custom-block s="tree level: %n size %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportProduct"><l>.75</l><block var="size"/></block></custom-block><block s="turn"><l>15</l></block><block s="turn"><l>15</l></block><custom-block s="tree level: %n size %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportProduct"><l>.75</l><block var="size"/></block></custom-block><block s="turnLeft"><l>15</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="size"/></block></block></script></block></script><script x="20" y="464"><block s="gotoXY"><l>100</l><l>-175</l></block><block s="clear"></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="tree level: %n size %n"><l>5</l><l>50</l></custom-block></script><comment x="20" y="581" w="606" collapsed="false">Question 1&#xD;Answer:  We changed the turn amount between branches. </comment><script x="20" y="647"><block s="gotoXY"><l>100</l><l>-175</l></block><block s="clear"></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="Q1 tree level: %n size: %n"><l>5</l><l>50</l></custom-block></script><comment x="20" y="764" w="606" collapsed="false">Question 2&#xD;Answer:  We added additional recursive calls to the function and other angle stuff to make it all work out.</comment><script x="20" y="830"><block s="gotoXY"><l>100</l><l>-175</l></block><block s="clear"></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="Q2 tree level: %n size: %n"><l>5</l><l>50</l></custom-block></script><comment x="20" y="947" w="606" collapsed="false">Question 3&#xD;Answer:  We changed the scaling factor (how much the length decreases each time).</comment><script x="20" y="1013"><block s="gotoXY"><l>100</l><l>-175</l></block><block s="clear"></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="Q3 tree level: %n size: %n"><l>5</l><l>50</l></custom-block></script><comment x="20" y="1130" w="606" collapsed="false">Question 4&#xD;Answer:  We changed the scaling factor (how much the length decreases each time).</comment><script x="20" y="1196"><block s="gotoXY"><l>100</l><l>-175</l></block><block s="clear"></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="Q4 tree level: %n size: %n"><l>5</l><l>50</l></custom-block></script><comment x="20" y="1313" w="606" collapsed="false">Question 5&#xD;Answer:  We changed the turn amount between each branch.</comment><script x="20" y="1379"><block s="gotoXY"><l>0</l><l>-150</l></block><block s="clear"></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="Q5 tree level: %n size: %n"><l>5</l><l>50</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. 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