<snapdata remixID="2085964"><project name="Fractal_Tree_CSP_100" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Fractal_Tree_CSP_100"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="simple tree of size %&apos;size&apos; with %&apos;level&apos; levels" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></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="reportDifference"><l>0</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="simple tree of size %s with %s levels"><block s="reportVariadicProduct"><list><l>.85</l><block var="size"/></list></block><block s="reportDifference"><block var="level"/><l>1</l></block></custom-block><block s="turn"><l>30</l></block><custom-block s="simple tree of size %s with %s levels"><block s="reportVariadicProduct"><list><l>.85</l><block var="size"/></list></block><block s="reportDifference"><block var="level"/><l>1</l></block></custom-block><block s="turnLeft"><l>15</l></block><block s="forward"><block s="reportDifference"><l>0</l><block var="size"/></block></block></script></block></script></block-definition><block-definition s="clone tree size %&apos;size&apos; level %&apos;level&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><l/><script></script></block></script></block-definition><block-definition s="simple tree with %&apos;level&apos; levels" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="level"/><l>1</l></block><script><block s="forward"><l>50</l></block><block s="forward"><l>-50</l></block></script><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>15</l></block><custom-block s="simple tree with %s levels"><block s="reportDifference"><block var="level"/><l>1</l></block></custom-block><block s="turn"><l>30</l></block><custom-block s="simple tree with %s levels"><block s="reportDifference"><block var="level"/><l>1</l></block></custom-block><block s="turnLeft"><l>15</l></block><block s="forward"><l>-50</l></block></script></block></script></block-definition><block-definition s="tree with %&apos;level&apos; levels" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>15</l></block><custom-block s="tree with %s levels"><block s="reportDifference"><block var="level"/><l>1</l></block></custom-block><block s="turn"><l>30</l></block><custom-block s="tree with %s levels"><block s="reportDifference"><block var="level"/><l>1</l></block></custom-block><block s="turnLeft"><l>15</l></block><block s="forward"><l>-50</l></block></script></block-definition><block-definition s="fast-expt (integers only) %&apos;base&apos; %&apos;exponent&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><custom-block s="fast-expt-helper %n %n %n"><l>1</l><block var="base"/><block var="exponent"/></custom-block></block></script></block-definition><block-definition s="fast-expt-helper %&apos;result&apos; %&apos;base&apos; %&apos;exponent&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="exponent"/><l>0</l></block><script><block s="doReport"><block var="result"/></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block var="exponent"/><l>2</l></block><l>0</l></block><script><block s="doReport"><custom-block s="fast-expt-helper %n %n %n"><block var="result"/><block s="reportVariadicProduct"><list><block var="base"/><block var="base"/></list></block><block s="reportQuotient"><block var="exponent"/><l>2</l></block></custom-block></block></script><script><block s="doReport"><custom-block s="fast-expt-helper %n %n %n"><block s="reportVariadicProduct"><list><block var="result"/><block var="base"/></list></block><block var="base"/><block s="reportDifference"><block var="exponent"/><l>1</l></block></custom-block></block></script></block></script></block></script></block-definition><block-definition s="variadic multiplication %&apos;numbers&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%mult%s"></input></inputs><script><block s="doReport"><custom-block s="combine with %repRing items of %l"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block><block var="numbers"/></custom-block></block></script></block-definition><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="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="USE BIGNUMS %&apos;bool&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%b"></input></inputs><script><block s="doDeclareVariables"><list><l>isDone</l></list></block><block s="doSetVar"><l>isDone</l><block s="evaluate"><block s="reportJSFunction"><list><l>useBigNums</l></list><l>var done = false;&#xD;&#xD;function initialize (callback) {&#xD;    var bigScript = document.createElement(&apos;script&apos;);&#xD;    var bigLoaded = false;&#xD;    bigScript.src = &apos;http://bjc.edc.org/bjc-r/prog/4-internet/biginteger.js&apos;;&#xD;    bigScript.onload = loadScheme;&#xD;    document.head.appendChild(bigScript);&#xD;&#xD;    function loadScheme () {&#xD;        var schemeScript = document.createElement(&apos;script&apos;);&#xD;        var schemeLoaded = false;&#xD;        schemeScript.src = &apos;http://bjc.edc.org/bjc-r/prog/4-internet/schemeNumber.js&apos;;&#xD;        schemeScript.onload = finish;&#xD;        document.head.appendChild(schemeScript);&#xD;    }&#xD;&#xD;    function finish () {&#xD;        makeGlobalObject();&#xD;        callback();&#xD;    }&#xD;}&#xD;&#xD;function makeGlobalObject () {&#xD;    window.bigNumbers = {&#xD;        originalEvaluate: InputSlotMorph.prototype.evaluate,&#xD;        originalChangeVar: VariableFrame.prototype.changeVar,&#xD;        originalPrims: {&#xD;            reportSum: Process.prototype.reportSum,&#xD;            reportDifference: Process.prototype.reportDifference,&#xD;            reportProduct: Process.prototype.reportProduct,&#xD;            reportQuotient: Process.prototype.reportQuotient,&#xD;            reportModulus: Process.prototype.reportModulus,&#xD;            reportRandom: Process.prototype.reportRandom,&#xD;            reportLessThan: Process.prototype.reportLessThan,&#xD;            reportGreaterThan: Process.prototype.reportGreaterThan,&#xD;            reportEquals: Process.prototype.reportEquals,&#xD;            reportIsIdentical: Process.prototype.reportIsIdentical,&#xD;            reportMonadic: Process.prototype.reportMonadic&#xD;        }&#xD;    };&#xD;}&#xD;&#xD;function loadBlocks () {&#xD;    var fn = SchemeNumber.fn;&#xD;    var originalPrims = window.bigNumbers.originalPrims;&#xD;    if (useBigNums) {&#xD;        InputSlotMorph.prototype.evaluate = function () {&#xD;            var contents = this.contents();&#xD;            if (this.constant) {&#xD;                return this.constant;&#xD;            }&#xD;            if (this.isNumeric) {&#xD;                return parseNumber(contents.text || &apos;0&apos;);&#xD;            }&#xD;            return contents.text;&#xD;        };&#xD;        VariableFrame.prototype.changeVar = function (name, delta, sender) {&#xD;            var frame = this.find(name),&#xD;                value,&#xD;                newValue;&#xD;            if (frame) {&#xD;                value = parseNumber(frame.vars[name].value);&#xD;                newValue = value !== value ? delta : value + parseNumber(delta);&#xD;                if (sender instanceof SpriteMorph &amp;&amp;&#xD;                        (frame.owner instanceof SpriteMorph) &amp;&amp;&#xD;                        (sender !== frame.owner)) {&#xD;                    sender.shadowVar(name, newValue);&#xD;                } else {&#xD;                    frame.vars[name].value = newValue;&#xD;                }&#xD;&#xD;            }&#xD;        };&#xD;        Object.assign(Process.prototype, {&#xD;            reportSum: function (a, b) {&#xD;                a = parseNumber(a);&#xD;                b = parseNumber(b);&#xD;                if (a !== a || b !== b) return NaN;&#xD;                return fn[&apos;+&apos;](a, b);&#xD;            },&#xD;            reportDifference: function (a, b) {&#xD;                a = parseNumber(a);&#xD;                b = parseNumber(b);&#xD;                if (a !== a || b !== b) return NaN;&#xD;                return fn[&apos;-&apos;](a, b);&#xD;            },&#xD;            reportProduct: function (a, b) {&#xD;                a = parseNumber(a);&#xD;                b = parseNumber(b);&#xD;                if (a !== a || b !== b) return NaN;&#xD;                return fn[&apos;*&apos;](a, b);&#xD;            },&#xD;            reportQuotient: function (a, b) {&#xD;                a = parseNumber(a);&#xD;                b = parseNumber(b);&#xD;                if (a !== a || b !== b || fn[&apos;=&apos;](b, &apos;0&apos;)) return NaN;&#xD;                return fn[&apos;/&apos;](a, b);&#xD;            },&#xD;            reportModulus: function (a, b) {&#xD;                a = parseNumber(a);&#xD;                b = parseNumber(b);&#xD;                if (a !== a || b !== b) return NaN;&#xD;                var result = fn.mod(a, b);&#xD;                if (fn[&apos;&lt;&apos;](b, &apos;0&apos;) &amp;&amp; fn[&apos;&gt;&apos;](result, &apos;0&apos;)) {&#xD;                    result = fn[&apos;+&apos;](result, b);&#xD;                }&#xD;                return result;&#xD;            },&#xD;            reportRandom: function (min, max) {&#xD;                var floor = parseNumber(min),&#xD;                    ceil = parseNumber(max);&#xD;                if (floor !== floor || ceil !== ceil) return NaN;&#xD;                if (!fn[&apos;=&apos;](fn.mod(floor, &apos;1&apos;), &apos;0&apos;) || !fn[&apos;=&apos;](fn.mod(ceil, &apos;1&apos;), &apos;0&apos;)) {&#xD;                    // One of the numbers isn&apos;t whole. Include the decimal.&#xD;                    return fn[&apos;+&apos;](&#xD;                        fn[&apos;*&apos;](&#xD;                            Math.random(),&#xD;                            fn[&apos;-&apos;](ceil, floor)&#xD;                        ),&#xD;                        floor&#xD;                    );&#xD;                }&#xD;                return fn.floor(&#xD;                    fn[&apos;+&apos;](&#xD;                        fn[&apos;*&apos;](&#xD;                            Math.random(),&#xD;                            fn[&apos;+&apos;](&#xD;                                fn[&apos;-&apos;](ceil, floor),&#xD;                                &apos;1&apos;&#xD;                            )&#xD;                        ),&#xD;                        floor&#xD;                    )&#xD;                );&#xD;            },&#xD;            reportLessThan: function (a, b) {&#xD;                a = parseNumber(a);&#xD;                b = parseNumber(b);&#xD;                if (a !== a || b !== b) return NaN;&#xD;                return fn[&apos;&lt;&apos;](a, b);&#xD;            },&#xD;            reportGreaterThan: function (a, b) {&#xD;                a = parseNumber(a);&#xD;                b = parseNumber(b);&#xD;                if (a !== a || b !== b) return NaN;&#xD;                return fn[&apos;&gt;&apos;](a, b);&#xD;            },&#xD;            reportGreaterThan: function (a, b) {&#xD;                a = parseNumber(a);&#xD;                b = parseNumber(b);&#xD;                if (a !== a || b !== b) return NaN;&#xD;                return fn[&apos;&gt;&apos;](a, b);&#xD;            },&#xD;            reportEqual: function (a, b) {&#xD;                x = parseNumber(a);&#xD;                y = parseNumber(b);&#xD;                if (x !== x || y !== y) return snapEquals(a, b);&#xD;                return fn[&apos;=&apos;](x, y);&#xD;            },&#xD;            reportIsIdentical: function (a, b) {&#xD;                x = parseNumber(a);&#xD;                y = parseNumber(b);&#xD;                if (x !== x || y !== y) return originalPrims.reportIsIdentical(a, b);&#xD;                return fn[&apos;=&apos;](x, y);&#xD;            },&#xD;            reportMonadic: function (fname, n) {&#xD;                n = parseNumber(n);&#xD;                if (n !== n) return NaN;&#xD;&#xD;                switch (Process.prototype.inputOption(fname)) {&#xD;                case &apos;abs&apos;:&#xD;                    return fn.abs(n);&#xD;                case &apos;ceiling&apos;:&#xD;                    return fn.ceiling(n);&#xD;                case &apos;floor&apos;:&#xD;                    return fn.floor(n);&#xD;                case &apos;sqrt&apos;:&#xD;                    return sqrt(n);&#xD;                case &apos;sin&apos;:&#xD;                    return fn.sin(radians(n));&#xD;                case &apos;cos&apos;:&#xD;                    return fn.cos(radians(n));&#xD;                case &apos;tan&apos;:&#xD;                    return fn.tan(radians(n));&#xD;                case &apos;asin&apos;:&#xD;                    return degrees(fn.asin(n));&#xD;                case &apos;acos&apos;:&#xD;                    return degrees(fn.acos(n));&#xD;                case &apos;atan&apos;:&#xD;                    return degrees(fn.atan(n));&#xD;                case &apos;ln&apos;:&#xD;                    return fn.log(n);&#xD;                case &apos;log&apos;:&#xD;                    return fn.log(n, &apos;10&apos;);&#xD;                case &apos;e^&apos;:&#xD;                    return fn.exp(n);&#xD;                case &apos;10^&apos;:&#xD;                    return fn.expt(&apos;10&apos;, n);&#xD;                default:&#xD;                    return SchemeNumber(&apos;0&apos;);&#xD;                }&#xD;            }&#xD;        });&#xD;    } else {&#xD;        InputSlotMorph.prototype.evaluate = window.bigNumbers.originalEvaluate;&#xD;        VariableFrame.prototype.changeVar = window.bigNumbers.originalChangeVar;&#xD;        Object.assign(Process.prototype, originalPrims);&#xD;    }&#xD;    done = true;&#xD;}&#xD;&#xD;function parseNumber (n) {&#xD;    var fn = SchemeNumber.fn;&#xD;    if (!fn[&apos;number?&apos;](n)) {&#xD;        n = &apos;&apos; + n;&#xD;        try {&#xD;            return parseENotation(n) || SchemeNumber(n);&#xD;        } catch (err) {&#xD;            return NaN;&#xD;        }&#xD;    }&#xD;    return n;&#xD;}&#xD;&#xD;function parseENotation (n) {&#xD;    var fn = SchemeNumber.fn;&#xD;&#xD;    var numbers = n.match(/^(-?\d+\.?\d*|-?\.\d+)e(-?\d+)$/i);&#xD;    if (!numbers) return null;&#xD;&#xD;    var coefficient = numbers[1];&#xD;    var exponent = numbers[2];&#xD;    return fn[&apos;*&apos;](&#xD;        coefficient,&#xD;        fn.expt(&apos;10&apos;, exponent)&#xD;    );&#xD;}&#xD;&#xD;function sqrt (n) {&#xD;    var fn = SchemeNumber.fn;&#xD;&#xD;    var denominator = fn.denominator(n);&#xD;    if (fn[&apos;=&apos;](denominator, &apos;1&apos;)) return fn.sqrt(n);&#xD;    var rootDenominator = fn[&apos;exact-integer-sqrt&apos;](denominator);&#xD;    if (!fn[&apos;=&apos;](rootDenominator[1], &apos;0&apos;)) return fn.sqrt(n);&#xD;&#xD;    var rootNumerator = fn[&apos;exact-integer-sqrt&apos;](fn.numerator(n));&#xD;    if (!fn[&apos;=&apos;](rootNumerator[1], &apos;0&apos;)) return fn.sqrt(n);&#xD;&#xD;    return fn[&apos;/&apos;](rootNumerator[0], rootDenominator[0]);&#xD;}&#xD;&#xD;function isDone () {&#xD;    return done;&#xD;}&#xD;&#xD;if (window.bigNumbers) {&#xD;    loadBlocks();&#xD;} else {&#xD;    initialize(loadBlocks);&#xD;}&#xD;&#xD;return isDone;&#xD;</l></block><list><block var="bool"/></list></block></block><block s="doWaitUntil"><block s="evaluate"><block var="isDone"/><list></list></block></block></script></block-definition></blocks><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" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="749"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="750"><item><ref mediaID="Stage_cst_background1"></ref></item></list></costumes><sounds><list struct="atomic" id="751"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Lambda-Thing-Guy" idx="1" x="-2.0463630789890885e-12" y="-174.99999999999977" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="3" color="91.97947214076247,56.832844574780054,0,255" pen="tip" id="756"><costumes><list id="757"><item><ref mediaID="Lambda-Thing-Guy_cst_costume1"></ref></item><item><ref mediaID="Lambda-Thing-Guy_cst_costume2"></ref></item><item><ref mediaID="Lambda-Thing-Guy_cst_costume3"></ref></item></list></costumes><sounds><list struct="atomic" id="758"></list></sounds><blocks><block-definition s="make fruit at ( %&apos;xpos&apos; , %&apos;ypos&apos; )" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s">undefined</input><input type="%s">undefined</input></inputs><script><block s="gotoXY"><block var="xpos"/><block var="ypos"/></block><block s="doStamp"></block></script></block-definition><block-definition s="fruit tree of size %&apos;size&apos; with %&apos;level&apos; levels %&apos;a1low&apos; %&apos;a1high&apos; %&apos;a2low&apos; %&apos;a2high&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s">undefined</input><input type="%s">undefined</input><input type="%s">undefined</input><input type="%s">undefined</input></inputs><script><block s="doDeclareVariables"><list><l>rand1</l><l>rand2</l></list></block><block s="setColor"><color>91.97947214076247,56.832844574780054,0,255</color></block><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="doStamp"></block><block s="forward"><block s="reportDifference"><l>0</l><block var="size"/></block></block></script><script><block s="doSetVar"><l>rand1</l><block s="reportRandom"><block var="a1low"/><block var="a1high"/></block></block><block s="doSetVar"><l>rand2</l><block s="reportRandom"><block var="a2low"/><block var="a2high"/></block></block><block s="forward"><block var="size"/></block><block s="turnLeft"><block var="rand1"/></block><custom-block s="fruit tree of size %s with %s levels %s %s %s %s" scope="local"><block s="reportVariadicProduct"><list><block var="size"/><l>0.75</l></list></block><block s="reportDifference"><block var="level"/><l>1</l></block><block var="a1low"/><block var="a1high"/><block var="a2low"/><block var="a2high"/></custom-block><block s="turn"><block var="rand2"/></block><custom-block s="fruit tree of size %s with %s levels %s %s %s %s" scope="local"><block s="reportVariadicProduct"><list><block var="size"/><l>0.75</l></list></block><block s="reportDifference"><block var="level"/><l>1</l></block><block var="a1low"/><block var="a1high"/><block var="a2low"/><block var="a2high"/></custom-block><block s="turnLeft"><block s="reportDifference"><block var="rand2"/><block var="rand1"/></block></block><block s="forward"><block s="reportDifference"><l>0</l><block var="size"/></block></block></script></block></script></block-definition></blocks><variables></variables><scripts><script x="26.04166666666666" y="200.33333333333331"><block s="receiveGo"></block><block s="hide"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-175</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="fruit tree of size %s with %s levels %s %s %s %s" scope="local"><l>75</l><l>10</l><l>10</l><l>40</l><l>20</l><l>80</l></custom-block></script><script x="205" y="18.20833333333331"><block s="receiveKey"><l><option>down arrow</option></l><list></list></block><block s="hide"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-175</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="tree with %s levels"><l>6</l><comment w="140" collapsed="false">What happened here?</comment></custom-block></script><script x="351" y="224.62499999999977"><block s="receiveKey"><l><option>c</option></l><list></list><comment w="90" collapsed="false">clear the canvas</comment></block><block s="hide"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-175</l></block><block s="setHeading"><l>0</l></block><block s="down"></block></script><script x="15.374999999999996" y="10"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="hide"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-175</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="simple tree of size %s with %s levels"><l>75</l><l>6</l></custom-block></script><script x="39.66666666666665" y="416.66666666666674"><block s="reportQuotient"><block s="reportDifference"><custom-block s="fast-expt (integers only) %n %n"><l>2</l><l>100</l></custom-block><l>1</l></block><custom-block s="variadic multiplication %mult%s"><list><l>15</l><l>60</l><l>60</l><l>24</l><l>365.25</l><l>100</l></list></custom-block></block></script><script x="43.744467145833354" y="381.00000100000005"><block s="reportDifference"><custom-block s="fast-expt (integers only) %n %n"><l>2</l><l>100</l></custom-block><l>1</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Fractal_Tree_CSP_100" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="background1" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_background1"/><costume name="costume1" center-x="52" center-y="64" image="data:image/png;base64,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" mediaID="Lambda-Thing-Guy_cst_costume1"/><costume name="costume2" center-x="14" center-y="17" image="data:image/png;base64,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" mediaID="Lambda-Thing-Guy_cst_costume2"/><costume name="costume3" center-x="14" center-y="17" image="data:image/png;base64,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" mediaID="Lambda-Thing-Guy_cst_costume3"/></media></snapdata>