<snapdata remixID="8642182"><project name="Worlds Fastest Fractal" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes>The world&apos;s fastest fractal, thanks to saved pen trails!</notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="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,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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Fractal" idx="1" x="45" y="45" heading="135" scale="0.7071067811865476" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="0" color="248,255,251,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="14.5" y="5"><block s="receiveGo"></block><block s="setColor"><color>248,255,251,1</color></block><block s="doDeclareVariables"><list><l>mode</l><l>width</l></list></block><block s="doSetVar"><l>mode</l><l>0</l></block><block s="doSetVar"><l>width</l><l>90</l></block><block s="doSetVar"><l>saved pen trails</l><l></l></block><block s="setSize"><l>101</l></block><block s="doForever"><script><block s="up"></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><block s="reportDifference"><l>0</l><block var="width"/></block><l>0</l></block><block s="down"></block><block s="forward"><block s="reportProduct"><l>2</l><block var="width"/></block></block><block s="doRepeat"><l>15</l><script><custom-block s="Save Pen Trails"></custom-block><custom-block s="Dragon/Ccurve width= %s mode= %s"><block var="width"/><block var="mode"/></custom-block></script></block><custom-block s="set pen trails to: %s"><block var="saved pen trails"/></custom-block><custom-block s="tell %s to %cs"><l>Label</l><script><custom-block s="Print Word %s with width %s"><block s="reportListItem"><block s="reportSum"><block var="mode"/><l>1</l></block><block s="reportNewList"><list><l>RH Dragon</l><l>C-curve</l><l>Triangle</l><l>LH Dragon</l></list></block></block><l>6</l></custom-block></script></custom-block><block s="doWait"><l>1</l></block><block s="doSetVar"><l>mode</l><block s="reportModulus"><block s="reportSum"><block var="mode"/><l>1</l></block><l>4</l></block></block></script></block></script></scripts></sprite><sprite name="Label" idx="2" x="-200" y="-179.99999999999994" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,241,28,1" pen="tip" id="94"><costumes><list struct="atomic" id="95"></list></costumes><sounds><list struct="atomic" id="96"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite><watcher var="saved pen trails" style="normal" x="-131.84830729166583" y="14.618576388888918" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="set pen trails to: %&apos;costume&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>cst</l></list><l>var stage = this.parentThatIsA(StageMorph);&#xD;stage.trailsCanvas = cst.contents;&#xD;stage.changed();</l></block><list><block var="costume"/></list></block></script></block-definition><block-definition s="Save Pen Trails" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>saved pen trails</l><custom-block s="pen trails"></custom-block></block><block s="clear"></block></script></block-definition><block-definition s="pen trails" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return new Costume(&#xD;  this.parentThatIsA(StageMorph).trailsCanvas&#xD;);</l></block><list></list></block></block></script></block-definition><block-definition s="Dragon/Ccurve width= %&apos;width&apos; mode= %&apos;mode&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="up"></block><block s="clear"></block><block s="doSwitchToCostume"><block var="saved pen trails"/></block><block s="setScale"><block s="reportProduct"><block s="reportQuotient"><block s="reportMonadic"><l><option>sqrt</option></l><l>2</l></block><l>2</l></block><l>100</l></block></block><block s="setHeading"><custom-block s="if %b then %anyUE else %anyUE"><block s="reportLessThan"><block var="mode"/><l>2</l></block><l>45</l><l>-135</l></custom-block></block><block s="gotoXY"><block s="reportQuotient"><block var="width"/><l>-2</l></block><block s="reportQuotient"><block var="width"/><l>2</l></block></block><block s="doStamp"></block><block s="setHeading"><custom-block s="if %b then %anyUE else %anyUE"><block s="reportEquals"><block s="reportModulus"><block var="mode"/><l>2</l></block><l>0</l></block><l>-45</l><l>135</l></custom-block></block><block s="gotoXY"><block s="reportQuotient"><block var="width"/><l>2</l></block><block s="reportQuotient"><block var="width"/><l>2</l></block></block><block s="doStamp"></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="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></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="pad %&apos;word&apos; on left and right to %&apos;total&apos; spaces" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>left</l><l>right</l><l>extra</l><l>padded word</l></list></block><block s="doSetVar"><l>extra</l><block s="reportDifference"><block var="total"/><block s="reportStringSize"><block var="word"/></block></block></block><block s="doSetVar"><l>left</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="extra"/><l>2</l></block></block></block><block s="doSetVar"><l>right</l><block s="reportDifference"><block var="extra"/><block var="left"/></block></block><block s="doSetVar"><l>padded word</l><l></l></block><block s="doRepeat"><block var="left"/><script><block s="doSetVar"><l>padded word</l><block s="reportJoinWords"><list><block var="padded word"/><l> </l></list></block></block></script></block><block s="doSetVar"><l>padded word</l><block s="reportJoinWords"><list><block var="padded word"/><block var="word"/></list></block></block><block s="doRepeat"><block var="right"/><script><block s="doSetVar"><l>padded word</l><block s="reportJoinWords"><list><block var="padded word"/><l> </l></list></block></block></script></block><block s="doReport"><block var="padded word"/></block></script></block-definition><block-definition s="Print Word %&apos;word&apos; with width %&apos;width&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>window size</l><l>letter size</l><l>x</l><l>y</l><l>padded word</l></list></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doSetVar"><l>window size</l><l>460</l></block><block s="doSetVar"><l>padded word</l><custom-block s="pad %s on left and right to %n spaces"><block var="word"/><block var="width"/></custom-block></block><block s="doSetVar"><l>letter size</l><block s="reportProduct"><l>1.65</l><block s="reportQuotient"><block var="window size"/><block s="reportStringSize"><block var="padded word"/></block></block></block></block><block s="gotoXY"><l>-230</l><l>-150</l></block><custom-block s="label %txt of size %n"><block var="padded word"/><block var="letter size"/></custom-block><block s="gotoXY"><block var="x"/><block var="y"/></block></script></block-definition><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><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;    ide = this.parentThatIsA(IDE_Morph),&#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></blocks><variables><variable name="saved pen trails"><costume name="" center-x="240" center-y="180" 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" id="834"/></variable></variables></project><media name="Worlds Fastest Fractal" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>