<snapdata remixID="9274620"><project name="1920 U7L1p5 Vary Your Tree (starter file)" app="Snap! 5.4, http://snap.berkeley.edu" 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</thumbnail><stage name="Stage" width="480" height="360" costume="2" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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="-86" y="-70.9999999998102" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="102,61,0,1" 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="16" y="10" w="636" collapsed="false">Updated by Cael Black on 03/04/2020&#xD;1920 U7L1p5 Vary Your Tree (starter file)&#xD;Week 10B: Recursion I Unit 7 Lab 1: Trees in a Forest Vary Your Tree</comment><comment x="16" y="85.20000000000005" w="627" collapsed="false">1. Experiment! Try varying your tree in the following ways:&#xD;     Change the turn angle.&#xD;     Change the scale factor.&#xD;     Change the number of branches at each level.&#xD;     Change the branching structure.&#xD;&#xD;You should revert to the original script after each experiment, so that you can always tell exactly what edit in your script relates to the</comment><script x="16" y="220.39999999999998"><block s="clear"></block><block s="gotoXY"><l>0</l><l>-100</l></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><block s="up"></block></script><comment x="16" y="354.2" w="650" collapsed="false">For example, trees can have branches along the trunk tree with two branches at different locations along trunk and three branches at top or even a bent trunk</comment><script x="16" y="417.4"><block s="clear"></block><block s="gotoXY"><l>0</l><l>-111</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="branches along the trunk level: %s size: %n"><l>10</l><l>50</l></custom-block><block s="up"></block></script><script x="16" y="551.2"><block s="clear"></block><block s="gotoXY"><l>0</l><l>-111</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="bent trunk level: %n size: %n"><l>8</l><l>50</l></custom-block><block s="up"></block></script><comment x="16" y="685" w="611" collapsed="false">2. Change the pen thickness between levels, so that the trunk is really thick and the leaves are thin.</comment><script x="16" y="736.2"><block s="clear"></block><block s="gotoXY"><l>0</l><l>-111</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="trunk thick level: %n size: %n"><l>5</l><l>50</l></custom-block><block s="up"></block></script><comment x="16" y="870" w="613" collapsed="false">3. Make a brown trunk and branches and green leaves.</comment><script x="16" y="921.2"><block s="clear"></block><block s="gotoXY"><l>0</l><l>-111</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="brown trunk branches green leaves level: %n size: %n"><l>9</l><l>50</l></custom-block><block s="up"></block></script><comment x="16" y="1055" w="605" collapsed="false">4. Put some randomness in the choice of angles and/or scaling factors. Here are some examples:</comment><script x="16" y="1106.2"><block s="gotoXY"><l>0</l><l>-111</l></block><block s="clear"></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="randomness level: %n size: %n"><l>9</l><l>50</l></custom-block><block s="up"></block></script><comment x="16" y="1240" w="611" collapsed="false">5. Make a forest by planting varied trees randomly on the stage.</comment><script x="29" y="1289"><block s="doWarp"><script><block s="gotoXY"><l>0</l><l>-111</l></block><block s="clear"></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="varied trees level: %n size: %n"><l>12</l><l>50</l></custom-block><block s="up"></block></script></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="direction" style="normal" x="10" y="52.00000399999996" color="74,108,212" hidden="true"/></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. The direction of the text is the direction the sprite is facing, and color will match the pen color.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#xD;context.textAlign = &apos;left&apos;;&#xD;context.textBaseline = &apos;alphabetic&apos;;&#xD;context.fillStyle = this.color.toString();&#xD;len = context.measureText(text).width;&#xD;trans = trans.multiplyBy(1 / stage.scale);&#xD;context.translate(trans.x, trans.y);&#xD;context.rotate(rotation);&#xD;context.fillText(text, 0, 0);&#xD;context.translate(-trans.x, -trans.y);&#xD;context.restore();&#xD;pos = new Point(&#xD; 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= %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="words"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="words"/></block><block s="reportCDR"><block s="reportCDR"><block var="words"/></block></block></block></custom-block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block></script><scripts><script x="229.00000300000002" y="196.77778077777774"><block s="reportJoinWords"><list><l></l><l></l></list></block></script></scripts></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></script></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="tell %&apos;sprite&apos; to %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">Sprite</input><input type="%cs"></input></inputs><script><block s="doRun"><block s="reportAttributeOf"><block var="action"/><block var="sprite"/></block><list></list></block></script></block-definition><block-definition s="ask %&apos;sprite&apos; for %&apos;expression&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%s">Sprite</input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportAttributeOf"><block var="expression"/><block var="sprite"/></block><list></list></block></block></script></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></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="%n"></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="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 1 size: %n"><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: %n"><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 3 size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 2 size: %n"><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: %n"><block s="reportProduct"><block var="size"/><l>0.65</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="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 3 size: %n"><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: %n"><block s="reportProduct"><block var="size"/><l>0.65</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 5 size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 4 size: %n"><l>50</l></custom-block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><custom-block s="tree 4 size: %n"><l>50</l></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="%n"></input><input type="%n"></input></inputs><script><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"><block var="size"/><l>0.75</l></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"><block var="size"/><l>0.75</l></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></block-definition><block-definition s="branches along the trunk 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="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>sprite state</l></list></block><block s="doSetVar"><l>sprite state</l><custom-block s="sprite position and direction"></custom-block></block><block s="setColor"><color>97,72,0,1</color></block><block s="doIfElse"><block s="reportEquals"><block var="level"/><l>1</l></block><script><custom-block s="green stick size: %n"><block var="size"/></custom-block></script><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>15</l></block><custom-block s="branches along the trunk level: %s size: %n"><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="turn"><l>15</l></block><block s="turn"><l>15</l></block><custom-block s="branches along the trunk level: %s size: %n"><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>15</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="size"/></block></block></script></block><custom-block s="return sprite %l"><block var="sprite state"/></custom-block></script><scripts><script x="233" y="153.20000000000005"><block s="reportDifference"><l></l><l>1</l></block></script></scripts></block-definition><block-definition s="green stick size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="setColor"><color>105,225,0,1</color></block><block s="forward"><block var="size"/></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="size"/></block></block><block s="setColor"><color>102,61,0,1</color></block></script></block-definition><block-definition s="sprite position and direction" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="bent trunk level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>sprite state</l></list></block><block s="doSetVar"><l>sprite state</l><custom-block s="sprite position and direction"></custom-block></block><block s="setColor"><color>97,72,0,1</color></block><block s="doIfElse"><block s="reportEquals"><block var="level"/><l>1</l></block><script><custom-block s="green stick size: %n"><block var="size"/></custom-block></script><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>45</l></block><custom-block s="bent trunk level: %n size: %n"><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="turn"><l>45</l></block><block s="turn"><l>-15</l></block><custom-block s="bent trunk level: %n size: %n"><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>-15</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="size"/></block></block></script></block><custom-block s="return sprite %l"><block var="sprite state"/></custom-block></script></block-definition><block-definition s="return sprite %&apos;state&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><scripts><comment x="8.8" y="267.36" w="406" collapsed="false">Build a block return sprite (sprite state) that returns the sprite to its original position.&#xD;Earlier you set a block that created a list of three values allowing you to return to a previous state.&#xD;     items of list will allow you to go to the location:&#xD;     make sure you are pointing in the right direction</comment></scripts></block-definition><block-definition s="trunk thick level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="setSize"><block var="level"/></block><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>30</l></block><custom-block s="trunk thick level: %n size: %n"><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="turn"><l>30</l></block><block s="turn"><l>30</l></block><custom-block s="trunk thick level: %n size: %n"><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>30</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="size"/></block></block></script></block></script></block-definition><block-definition s="brown trunk branches green leaves level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="setSize"><block var="level"/></block><block s="doIfElse"><block s="reportEquals"><block var="level"/><l>1</l></block><script><block s="setSize"><block var="level"/></block><custom-block s="green stick size: %n"><block var="size"/></custom-block></script><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>30</l></block><custom-block s="brown trunk branches green leaves level: %n size: %n"><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="turn"><l>30</l></block><block s="turn"><l>30</l></block><custom-block s="brown trunk branches green leaves level: %n size: %n"><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>30</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="size"/></block></block></script></block></script></block-definition><block-definition s="randomness level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>rightAngle</l><l>leftAngle</l><l>leftSizeScale</l><l>rightSizeScale</l></list></block><block s="doSetVar"><l>rightAngle</l><block s="reportRandom"><l>11</l><l>30</l></block></block><block s="doSetVar"><l>leftAngle</l><block s="reportRandom"><l>11</l><l>30</l></block></block><block s="doSetVar"><l>rightSizeScale</l><block s="reportQuotient"><block s="reportRandom"><l>1</l><l>10</l></block><l>10</l></block></block><block s="doSetVar"><l>leftSizeScale</l><block s="reportQuotient"><block s="reportRandom"><l>1</l><l>10</l></block><l>10</l></block></block><block s="doIfElse"><block s="reportEquals"><block var="level"/><l>1</l></block><script><block s="setSize"><l>3</l></block><custom-block s="green stick size: %n"><block var="size"/></custom-block></script><script><block s="forward"><block var="size"/></block><block s="turnLeft"><block var="leftAngle"/></block><custom-block s="randomness level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportProduct"><block var="size"/><block var="leftSizeScale"/></block></custom-block><block s="turn"><block var="leftAngle"/></block><block s="turn"><block var="rightAngle"/></block><custom-block s="randomness level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportProduct"><block var="size"/><block var="rightSizeScale"/></block></custom-block><block s="turnLeft"><block var="rightAngle"/></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="size"/></block></block></script></block></script></block-definition><block-definition s="varied trees level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><custom-block s="for %upvar = %n to %n %cs"><l>tree</l><l>1</l><block s="reportRandom"><l>1</l><block var="level"/></block><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-150</l><l>150</l></block><block s="reportRandom"><l>-144</l><l>-10</l></block></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="randomness level: %n size: %n"><block var="level"/><block var="size"/></custom-block><block s="up"></block></script></custom-block></script><scripts><comment x="12" y="254.56" w="458.8" collapsed="false">This one is a challenge...</comment></scripts></block-definition></blocks><variables></variables></project><media name="1920 U7L1p5 Vary Your Tree (starter file)" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>