<snapdata remixID="9260647"><project name="U7L1p5 Vary Your Tree" 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="161.52782236090593" y="113.04496107330138" heading="30" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="76,179,0,1" 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 Matthew Van Dyke on 02/11/2020&#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="417.3999999999999"><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>5</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>5</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="1106.1999999999998"><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="16" y="1291.2"><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="varied trees level: %n size: %n"><l>9</l><l>50</l></custom-block><block s="up"></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="52.00000399999995" 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;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; 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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="setColor"><color>97,72,0,1</color></block><block s="forward"><block var="size"/></block><block s="setColor"><color>49,179,0,1</color></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><custom-block s="return sprite %l"><block var="sprite state"/></custom-block></script></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="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="turn"><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="setSize"><l>10</l></block><block s="forward"><block var="size"/></block><block s="turnLeft"><l>15</l></block><block s="setSize"><l>5</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="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="setColor"><color>87,75,0,1</color></block><block s="forward"><block var="size"/></block><block s="turnLeft"><l>15</l></block><block s="setColor"><color>76,179,0,1</color></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="setColor"><color>87,75,0,1</color></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="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="tree 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="rightAngle"/></block><block s="turn"><block var="rightAngle"/></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"/><block var="rightSizeScale"/></block></custom-block><block s="turnLeft"><block var="leftAngle"/></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="brown trunk branches green leaves level: %n size: %n"><block var="level"/><block var="size"/></custom-block><block s="up"></block></script></custom-block></script><scripts><comment x="25.999999000000003" y="254.56" w="458.8" collapsed="false">This one is a challenge...</comment><script x="10" y="295.00000100000005"><custom-block s="randomness level: %n size: %n"><block var="level"/><block var="size"/></custom-block></script></scripts></block-definition></blocks><variables></variables></project><media name="U7L1p5 Vary Your Tree" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>