<snapdata remixID="9265546"><project name="1920 U7L2p1 Triangle Fractal" app="Snap! 5.4, http://snap.berkeley.edu" 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</thumbnail><stage name="Stage" width="480" height="360" costume="1" 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="Untitled" center-x="240" center-y="180" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAARkElEQVR4Xu3cMaumVxUF4P1GAhYGVCwEBa0EsYlgJ3b+bDuxE0wjopWCgoWoEAslmFfMxMw4EWcmmTtr3X2edIHvfvvsZ21YDHOT6/71P+7xDwECBAgQIPBGBS4F/Ea9DSNAgAABAh8JKGCHQIAAAQIEAgIKOIBuJAECBAgQUMBugAABAgQIBAQUcADdSAIECBAgoIDdAAECBAgQCAgo4AC6kQQIECBAQAG7AQIECBAgEBBQwAF0IwkQIECAgAJ2AwQIECBAICCggAPoRhIgQIAAAQXsBggQIECAQEBAAQfQjSRAgAABAgrYDRAgQIAAgYCAAg6gG0mAAAECBBSwGyBAgAABAgEBBRxAN5IAAQIECChgN0CAAAECBAICCjiAbiQBAgQIEFDAboAAAQIECAQEFHAA3UgCBAgQIKCA3QABAgQIEAgIKOAAupEECBAgQEABuwECBAgQIBAQUMABdCMJECBAgIACdgMECBAgQCAgoIAD6EYSIECAAAEF7AYIECBAgEBAQAEH0I0kQIAAAQIK2A0QIECAAIGAgAIOoBtJgAABAgQUsBsgQIAAAQIBAQUcQDeSAAECBAgoYDdAgAABAgQCAgo4gG4kAQIECBBQwG6AAAECBAgEBBRwAN1IAgQIECCggN0AAQIECBAICCjgALqRBAgQIEBAAbsBAgQIECAQEFDAAXQjCRAgQICAAnYDBAgQIEAgIKCAA+hGEiBAgAABBewGCBAgQIBAQEABB9CNJECAAAECCtgNECBAgACBgIACDqAbSYAAAQIEFLAbIECAAAECAQEFHEA3kgABAgQIKGA3QIAAAQIEAgIKOIBuJAECBAgQUMBugAABAgQIBAQUcADdSAIECBAgoIDdAAECBAgQCAgo4AC6kQQIECBAQAG7AQIECBAgEBBQwAF0IwkQIECAgAJ2AwQIECBAICCggAPoRhIgQIAAAQXsBggQIECAQEBAAQfQjSRAgAABAgrYDRAgQIAAgYCAAg6gG0mAAAECBBSwGyBAgAABAgEBBRxAN5IAAQIECChgN0CAAAECBAICCjiAbiQBAgQIEFDAboAAAQIECAQEFHAA3UgCBAgQIKCA3QABAgQIEAgIKOAAupEECBAgQEABuwECBAgQIBAQUMABdCMJECBAgIACdgMECBAgQCAgoIAD6EYSIECAAAEF7AYIECBAgEBAQAEH0I0kQIAAAQIK2A0QIECAAIGAgAIOoBtJgAABAgQUsBsgQIAAAQIBAQUcQDeSAAECBAgoYDdAgAABAgQCAgo4gG4kAQIECBBQwG6AAAECBAgEBBRwAN1IAgQIECCggN0AAQIECBAICCjgALqRBAgQIEBAAbsBAgQIECAQEFDAAXQjCRAgQICAAnYDBAgQIEAgIKCAA+hGEiBAgAABBewGCBAgQIBAQEABB9CNJECAAAECCtgNECBAgACBgIACDqAbSYAAAQIEFLAbIECAAAECAQEFHEA3kgABAgQIKGA3QIAAAQIEAgIKOIBuJAECBAgQUMBugAABAgQIBAQUcADdSAIECBAgoIDdAAECBAgQCAgo4AC6kQQIECBAQAG7AQIECBAgEBBQwAF0IwkQIECAgAJ2AwQIECBAICCggAPoRhIgQIAAAQXsBggQIECAQEBAAQfQjSRAgAABAgrYDRAgQIAAgYCAAg6gG0mAAAECBBSwGyBAgAABAgEBBRxAN5IAAQIECChgN0CAAAECBAICCjiAbiQBAgQIEFDAboAAAQIECAQEFHAA3UgCBAgQIKCA3QABAgQIEAgIKOAAupEECBAgQEABuwECBAgQIBAQUMABdCMJECBAgIACdgMECBAgQCAgoIAD6EYSIECAAAEF7AYIECBAgEBAQAEH0I0kQIAAAQIK2A0QIECAAIGAgAIOoBtJgAABAgQUsBsgQIAAAQIBAQUcQDeSAAECBAgoYDdAgAABAgQCAgo4gG4kAQIECBBQwG6AAAECBAgEBBRwAN1IAgQIECCwp4DveX+ueUekBAgQIEDgMQjsKeD/aN/z87nmB48B3xsJECBA4FyBLQX83sy8+0yM/5yZL5wbq80JECBAoF1gSwE/cb7nb3PNl56i37+fub7ZHoL3ESBAgMB5ArsK+Lz8bEyAAAECj1RgcQE/96dfv6T1SE/UswkQILBTYHEBfxLY838f/PzfF+9M1lYECBAgUC1wQgH/OwC/pFV9hh5HgACB8wROKeAnyfolrfMu3MYECBAoFTirgEtD8CwCBAgQOE/g4AK+/zBzfeO8yG1MgAABAg0CBxfwJ/z//Utaflu64S69gQABAusFFPDTiD+cmbee/uv9p5nra+svwIIECBAgEBFQwC9k93/TeiGRDxAgQIDAKwso4Jclu+c3c813XvbjPkeAAAECBP6fgAJ+9fv4xcx8/9V/zE8QIECAAIGnAgr45a7hlzPzvZf7qE8RIECAAIEXCyjgFxs9/cR9/3au69uv8iM+S4AAAQIE/peAAv4sd3Hff5zr+vozP3rPzPVZvsrPECBAgMCZAgr48+X+15n58uf7Cj9NgAABAicKKODXk/rfZ+aLr+erfAsBAgQInCCggB8u5V/NzHcf7ut9MwECBAg8ZgEF/LrTu+fPc81XP/raT/9d8eue5vsIECBA4JEKKOCHCO6+fzfX9a0nJTzvzzXvPMQY30mAAAECj1dAAT9cdu/NzLsfl/AHc83bDzfKNxMgQIDAYxNQwA+a2P2TmevHH4/wnyo9qLUvJ0CAwOMSUMCPKy+vJUCAAIElAgp4SZDWIECAAIHHJaCAU3nd98/mun6YGm8uAQIECGQFFHDU//7pzPWj6BMMJ0CAAIGIgAKOsD8z1J+E0wmYT4AAgYiAAo6wG0qAAAECpwso4NMvwP4ECBAgEBFQwBF2QwkQIEDgdAEFfPoF2J8AAQIEIgIKOMJuKAECBAicLqCAT78A+xMgQIBAREABR9gNJUCAAIHTBRTw6RdgfwIECBCICCjgCLuhBAgQIHC6gAI+/QLsT4AAAQIRAQUcYTeUAAECBE4XUMCnX4D9CRAgQCAioIAj7IYSIECAwOkCCvj0C7A/AQIECEQEFHCE3VACBAgQOF1AAZ9+AfYnQIAAgYiAAo6wG0qAAAECpwso4NMvwP4ECBAgEBFQwBF2QwkQIEDgdAEFfPoF2J8AAQIEIgIKOMJuKAECBAicLqCAT78A+xMgQIBAREABR9gNJUCAAIHTBRTw6RdgfwIECBCICCjgCLuhBAgQIHC6gAI+/QLsT4AAAQIRAQUcYTeUAAECBE4XUMCnX4D9CRAgQCAioIAj7IYSIECAwOkCCvj0C7A/AQIECEQEFHCE3VACBAgQOF1AAZ9+AfYnQIAAgYiAAo6wG0qAAAECpwso4Dd9Aff8Za75ypseax4BAgQIdAko4K48vIYAAQIEDhFQwIcEbU0CBAgQ6BJQwJk8PpyZtzKjTSVAgACBBgEF3JCCNxAgQIDAcQIK+LjILUyAAAECDQIKuCEFbyBAgACB4wQU8HGRW5gAAQIEGgQU8JtK4Z4P5pq339Q4cwgQIECgW0ABd+fjdQQIECCwVEABLw3WWgQIECDQLaCAu/PxOgIECBBYKqCAlwZrLQIECBDoFlDA3fl4HQECBAgsFVDAS4O1FgECBAh0Cyjg7ny8jgABAgSWCijgpcFaiwABAgS6BRRwdz5eR4AAAQJLBRTw0mCtRYAAAQLdAgq4Ox+vI0CAAIGlAgp4abDWIkCAAIFuAQXcnY/XESBAgMBSAQW8NFhrESBAgEC3gALuzsfrCBAgQGCpgAJeGqy1CBAgQKBbQAF35+N1BAgQILBUQAEvDdZaBAgQINAtoIC78/E6AgQIEFgqoICXBmstAgQIEOgWUMDd+XgdAQIECCwVUMBLg7UWAQIECHQLKODufLyOAAECBJYKKOClwVqLAAECBLoFFHB3Pl5HgAABAksFFPDSYK1FgAABAt0CCrg7H68jQIAAgaUCCnhpsNYiQIAAgW4BBdydj9cRIECAwFIBBbw0WGsRIECAQLeAAu7Ox+sIECBAYKmAAl4arLUIECBAoFtAAXfn43UECBAgsFRAAS8N1loECBAg0C2ggLvz8ToCBAgQWCqggJcGay0CBAgQ6BZQwN35eB0BAgQILBVQwEuDtRYBAgQIdAso4O58vI4AAQIElgoo4KXBWosAAQIEugUUcHc+XkeAAAECSwUU8NJgrUWAAAEC3QIKuDsfryNAgACBpQIKeGmw1iJAgACBbgEF3J2P1xEgQIDAUgEFvDRYaxEgQIBAt4AC7s7H6wgQIEBgqYACXhqstQgQIECgW0ABd+fjdQQIECCwVEABLw3WWgQIECDQLaCAu/PxOgIECBBYKqCAlwZrLQIECBDoFlDA3fl4HQECBAgsFVDAS4O1FgECBAh0Cyjg7ny8jgABAgSWCijgpcFaiwABAgS6BRRwdz5eR4AAAQJLBRTw0mCtRYAAAQLdAgq4Ox+vI0CAAIGlAgp4abDWIkCAAIFuAQXcnY/XESBAgMBSAQW8NFhrESBAgEC3gALuzsfrCBAgQGCpgAJeGqy1CBAgQKBbQAF35+N1BAgQILBUQAEvDdZaBAgQINAtoIC78/E6AgQIEFgqoICXBmstAgQIEOgWUMDd+XgdAQIECCwVUMBLg7UWAQIECHQLKODufLyOAAECBJYKKOClwVqLAAECBLoFFHB3Pl5HgAABAksFFPDSYK1FgAABAt0CCrg7H68jQIAAgaUCCnhpsNYiQIAAgW4BBdydj9cRIECAwFIBBbw0WGsRIECAQLeAAu7Ox+sIECBAYKmAAl4arLUIECBAoFtAAXfn43UECBAgsFRAAS8N1loECBAg0C2ggLvz8ToCBAgQWCqggJcGay0CBAgQ6BZQwN35eB0BAgQILBVQwEuDtRYBAgQIdAso4O58vI4AAQIElgoo4KXBWosAAQIEugUUcHc+XkeAAAECSwUU8NJgrUWAAAEC3QIKuDsfryNAgACBpQIKeGmw1iJAgACBbgEF3J2P1xEgQIDAUgEFvDRYaxEgQIBAt4AC7s7H6wgQIEBgqYACXhqstQgQIECgW0ABd+fjdQQIECCwVEABLw3WWgQIECDQLaCAu/PxOgIECBBYKqCAlwZrLQIECBDoFlDA3fl4HQECBAgsFVDAS4O1FgECBAh0Cyjg7ny8jgABAgSWCijgpcFaiwABAgS6BRRwdz5eR4AAAQJLBRTw0mCtRYAAAQLdAgq4Ox+vI0CAAIGlAgp4abDWIkCAAIFuAQXcnY/XESBAgMBSAQW8NFhrESBAgEC3gALuzsfrCBAgQGCpgAJeGqy1CBAgQKBbQAF35+N1BAgQILBUQAEvDdZaBAgQINAtoIC78/E6AgQIEFgqoICXBmstAgQIEOgWUMDd+XgdAQIECCwVUMBLg7UWAQIECHQLKODufLyOAAECBJYKKOClwVqLAAECBLoFFHB3Pl5HgAABAksFFPDSYK1FgAABAt0CCrg7H68jQIAAgaUCCnhpsNYiQIAAgW4BBdydj9cRIECAwFIBBbw0WGsRIECAQLeAAu7Ox+sIECBAYKmAAl4arLUIECBAoFtAAXfn43UECBAgsFRAAS8N1loECBAg0C2ggLvz8ToCBAgQWCqggJcGay0CBAgQ6BZQwN35eB0BAgQILBVQwEuDtRYBAgQIdAso4O58vI4AAQIElgoo4KXBWosAAQIEugUUcHc+XkeAAAECSwUU8NJgrUWAAAEC3QIKuDsfryNAgACBpQIKeGmw1iJAgACBbgEF3J2P1xEgQIDAUgEFvDRYaxEgQIBAt4AC7s7H6wgQIEBgqYACXhqstQgQIECgW0ABd+fjdQQIECCwVEABLw3WWgQIECDQLaCAu/PxOgIECBBYKqCAlwZrLQIECBDoFlDA3fl4HQECBAgsFVDAS4O1FgECBAh0Cyjg7ny8jgABAgSWCijgpcFaiwABAgS6BRRwdz5eR4AAAQJLBf4Fnt2pNDwvTKYAAAAASUVORK5CYII=" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-66" y="60" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="204.00000000000017,0,255,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list id="11"><item><sound name="Pop" sound="data:audio/ogg;base64,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" id="12"/></item><item><sound name="Finger Snap" sound="data:audio/ogg;base64,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" id="13"/></item><item><sound name="Chord" 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id="14"/></item></list></sounds><blocks></blocks><variables></variables><scripts><comment x="16" y="10" w="738" collapsed="false">Updateed by Alexnader Perez on 02/12/2020&#xD;1920 U7L2p1 Triangle Fractal (starter file)&#xD;Week 10B: Recursion I &gt; Unit 7 Lab 2: Recursion Projects &gt; Triangle Fractal</comment><comment x="16" y="85.19999999999999" w="737" collapsed="false">1. First, write a block that takes a size as input and draws an equilateral triangle.</comment><script x="16" y="136.39999999999998"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><custom-block s="triangle size: %n"><l>40</l></custom-block><block s="up"></block></script><comment x="16" y="270.2" w="717" collapsed="false">2. Write the code for triangle fractal.</comment><script x="16" y="321.4"><block s="gotoXY"><l>-66</l><l>60</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><custom-block s="triangle fractal level: %n size: %n"><l>3</l><l>100</l></custom-block><block s="up"></block></script><comment x="16" y="482.4" w="713" collapsed="false">3. Using a warp block (to save time) try a big level number, like 8.</comment><script x="16" y="533.6"><block s="clear"></block><block s="gotoXY"><l>-66</l><l>60</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doWarp"><script><custom-block s="triangle fractal level: %n size: %n"><l>9</l><l>100</l></custom-block></script></block><block s="up"></block></script><comment x="16" y="694.6" w="612" collapsed="false">4. Try some modifications like these:</comment><script x="16" y="745.8"><block s="gotoXY"><l>-66</l><l>60</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="doWarp"><script><custom-block s="triangle fractal all inside level: %n size: %n"><l>8</l><l>200</l><comment w="198" collapsed="true">triangles are all inside</comment></custom-block></script></block><block s="up"></block></script><script x="16" y="906.8"><block s="gotoXY"><l>-66</l><l>60</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="doWarp"><script><custom-block s="triangle fractal two turns level: %n size: %n"><l>8</l><l>200</l><comment w="186" collapsed="true">triangles have sides touching</comment></custom-block></script></block><block s="up"></block></script><script x="16" y="1067.8"><block s="gotoXY"><l>-66</l><l>60</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="doWarp"><script><custom-block s="triangle fractal clock cntrCklock level: %n size: %n"><l>8</l><l>120</l><comment w="151" collapsed="true">triangles kissing rcrsv parts</comment></custom-block></script></block><block s="up"></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. 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;  len * Math.sin(radians(this.direction())),&#xD;  len * Math.cos(radians(this.direction())));&#xD;pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;this.gotoXY(pos.x, pos.y, false);&#xD;this.changed();&#xD;if (isWarped) {this.startWarp(); }&#xD;stage.changed();</l></block><list><block var="text"/><block var="size"/></list></block></script></block-definition><block-definition s="map %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>mapone</l><l>mapmany</l></list></block><block s="doSetVar"><l>mapone</l><block s="reifyScript"><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="evaluate"><block var="mapone"/><list><block s="reportCDR"><block var="data"/></block></list></block></block></block></script><list><l>data</l></list></block></block><block s="doSetVar"><l>mapmany</l><block s="reifyScript"><script><block s="doIf"><custom-block s="empty? %l"><block s="reportListItem"><l>1</l><block var="data lists"/></block></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><list><block var="data lists"/></list></custom-block></block><block s="evaluate"><block var="mapmany"/><list><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><list><block var="data lists"/></list></custom-block></list></block></block></block></script><list><l>data lists</l></list></block></block><block s="doIfElse"><custom-block s="empty? %l"><block s="reportCDR"><block var="lists"/></block></custom-block><script><block s="doReport"><block s="evaluate"><block var="mapone"/><list><block s="reportListItem"><l>1</l><block var="lists"/></block></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="mapmany"/><list><block var="lists"/></list></block></block></script></block></script></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block></block></script></block-definition><block-definition s="keep items such that %&apos;pred&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script><script><block s="doReport"><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block></script></block-definition><block-definition s="combine with %&apos;function&apos; items of %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&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="triangle size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><l>3</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="forward"><block var="size"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><l>3</l></block></block><block s="forward"><block var="size"/></block></script></block></script></block-definition><block-definition s="triangle fractal 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><custom-block s="triangle size: %n"><block var="size"/></custom-block></script><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="triangle fractal level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script><scripts><comment x="17" y="269.2" w="321" collapsed="false">if level is one then&#xD;     draw a trangle of size&#xD;else&#xD;    repeat three times&#xD;        move size&#xD;        draw triangular fractal at one less level and half the size&#xD;        rotate cloclwise 120</comment></scripts></block-definition><block-definition s="triangle fractal all inside 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><custom-block s="triangle size: %n"><block var="size"/></custom-block></script><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block><custom-block s="triangle fractal level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block></script></block></script></block></script><scripts><comment x="11.625582937499985" y="279.2" w="384" collapsed="false">if level is one then&#xD;     draw a trangle of size&#xD;else&#xD;    repeat three times&#xD;        move size&#xD;        rotate cloclwise 120&#xD;        draw triangular fractal at one less level and half the size&#xD;        </comment></scripts></block-definition><block-definition s="triangle fractal two turns 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><custom-block s="triangle size: %n"><block var="size"/></custom-block></script><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>60</l></block><custom-block s="triangle fractal level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>60</l></block></script></block></script></block></script><scripts><comment x="10" y="278.99999999999994" w="357" collapsed="false">Draw this design on paper.&#xD;&#xD;if level is one then&#xD;      draw a trangle of size&#xD;else&#xD;    repeat three times&#xD;        move size&#xD;        rotate cloclwise 60&#xD;        draw triangular fractal at one less level and half the size&#xD;        rotate cloclwise 60</comment></scripts></block-definition><block-definition s="triangle fractal clock cntrCklock 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><custom-block s="triangle size: %n"><block var="size"/></custom-block></script><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>-30</l></block><custom-block s="triangle fractal level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>150</l></block></script></block></script></block></script><scripts><comment x="22" y="299.2" w="444" collapsed="false">Draw this design on paper.&#xD;&#xD;if level is one then &#xD;     draw a trangle of size&#xD;else&#xD;    repeat three times&#xD;        move size&#xD;        rotate cloclwise -30     (counter clockwise 30)&#xD;        draw triangular fractal at one less level and half the size&#xD;        rotate cloclwise 150 (-30 + 150 = 120 degrees)</comment></scripts></block-definition></blocks><variables></variables></project><media name="1920 U7L2p1 Triangle Fractal" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>