<snapdata remixID="10048098"><project name="A Starry Night" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>This was a project I made at around Christmas time, and then, it was named, "The Xmas Lights". Enjoy!  :)</notes><thumbnail>data:image/png;base64,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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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="2"><item><costume name="Black background" center-x="240" center-y="180" image="data:image/png;base64,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" 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" id="144"/></item></list></costumes><sounds><list struct="atomic" id="145"></list></sounds><blocks></blocks><variables></variables><scripts><script x="41.333343505859375" y="30.666656494140625"><block s="receiveGo"></block><block s="setScale"><l>5</l></block><block s="doWarp"><script><block s="doRepeat"><l>50</l><script><block s="gotoXY"><block s="reportRandom"><l>230</l><l>-230</l></block><block s="reportRandom"><l>170</l><l>-170</l></block></block><block s="createClone"><l><option>myself</option></l></block></script></block></script></block></script><script x="230.00001525878906" y="188.83323160807268"><block s="receiveOnClone"></block><block s="doForever"><script><block s="hide"></block><block s="doWait"><block s="reportRandom"><l>0.5</l><l>1.5</l></block></block><block s="show"></block><block s="doWait"><block s="reportRandom"><l>0.5</l><l>1.5</l></block></block><block s="turn"><block s="reportRandom"><l>1</l><l>360</l></block></block><block s="forward"><block s="reportRandom"><l>1</l><l>3</l></block></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="do in parallel %&apos;actions&apos; and wait" type="command" category="control"><comment x="0" y="0" w="238.66666666666666" collapsed="false">Accepts any number of scripts as inputs.  Launches a separate thread for each of them, so they are done in parallel, then waits for them all to complete.&#xD;&#xD;This doesn&apos;t change how the Snap! scheduler works; the threads are not truly asynchronous. And there is no increase in speed.  Rather, the point of this block is to allow starting synchronized but independent scripts.</comment><header></header><code></code><translations>pt:executa _ em paralelo e espera&#xD;</translations><inputs><input type="%mult%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>threads</l></list></block><block s="doSetVar"><l>threads</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="evaluate"><block s="reifyScript"><script><block s="doDeclareVariables"><list><l>is running?</l></list></block><block s="doSetVar"><l>is running?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="fork"><block s="reifyScript"><script><block s="doRun"><block var="each script"/><list></list></block><block s="doSetVar"><l>is running?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><list></list></block><block s="doReport"><block s="reifyScript"><script><block s="doReport"><block var="is running?"/></block></script><list></list></block></block></script><list></list></block><list></list></block></autolambda><list><l>each script</l></list></block><block var="actions"/></block></block><block s="doWaitUntil"><block s="reportListIsEmpty"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="evaluate"><block var="test"/><list></list></block></autolambda><list><l>test</l></list></block><block var="threads"/></block></block></block></script></block-definition><block-definition s="do in parallel %&apos;actions&apos;" type="command" category="control"><comment x="0" y="0" w="238.66666666666666" collapsed="false">Accepts any number of scripts as inputs.  Launches a separate thread for each of them, so they are done in parallel, then continues with the current script while they all run.&#xD;&#xD;This doesn&apos;t change how the Snap! scheduler works; the threads are not truly asynchronous. And there is no increase in speed.  Rather, the point of this block is to allow starting synchronized but independent scripts.</comment><header></header><code></code><translations>pt:executa _ em paralelo&#xD;</translations><inputs><input type="%mult%cs"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block s="reportListLength"><block var="actions"/></block><l>0</l></block><script><block s="fork"><block s="reportListItem"><l>1</l><block var="actions"/></block><list></list></block><custom-block s="do in parallel %mult%cs"><block s="reportCDR"><block var="actions"/></block></custom-block></script></block></script></block-definition><block-definition s="costume from text %&apos;text&apos; size %&apos;size&apos;" type="reporter" category="looks"><header></header><code></code><translations>de:Kostüm aus Text _ Größe _&#xD;pt:um traje com o texto _ de tamanho _&#xD;</translations><inputs><input type="%s">A</input><input type="%n">72</input></inputs><script><block s="doDeclareVariables"><list><l>costume</l><l>x</l><l>y</l><l>dir</l><l>cst</l><l>trails</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>dir</l><block s="direction"></block></block><block s="doSetVar"><l>cst</l><block s="getCostumeIdx"></block></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="doSetVar"><l>trails</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>0</l></block><block s="write"><block var="text"/><block var="size"/></block><block s="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>0</l></block><block s="doSetVar"><l>costume</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doRun"><block s="reportJSFunction"><list><l>costume</l><l>name</l></list><l>costume.name = name;</l></block><list><block var="costume"/><block var="text"/></list></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSwitchToCostume"><block var="trails"/></block><block s="doStamp"></block><block s="doSwitchToCostume"><block var="cst"/></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setHeading"><block var="dir"/></block><block s="doReport"><block var="costume"/></block></script></block-definition><block-definition s="-- %&apos;n&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%anyUE" readonly="true"></input></inputs><script><block s="doRun"><block s="reifyScript"><script><block s="doChangeVar"><l></l><l>-1</l></block></script><list></list></block><list><block var="n"/></list></block><block s="doReport"><block s="evaluate"><block var="n"/><list></list></block></block></script></block-definition><block-definition s="animate setter %&apos;setter&apos; getter %&apos;getter&apos; delta %&apos;delta&apos; over %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="control"><header></header><code></code><translations>de:animiere Setter _ Getter _ Delta _ über _ Sek. beschleunigt _&#xD;ca:modifica setter _ i getter _ amb delta _ en _ segons de forma _&#xD;pt:anima com modificador _ e inspector _ de _ em _ s de forma _&#xD;</translations><inputs><input type="%cmdRing"></input><input type="%repRing"></input><input type="%n">50</input><input type="%n">1</input><input type="%repRing"></input></inputs><script><block s="doDeclareVariables"><list><l>end time</l><l>destination</l></list></block><block s="doSetVar"><l>end time</l><block s="reportSum"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportProduct"><block var="duration"/><l>1000</l></block></block></block><block s="doSetVar"><l>destination</l><block s="reportSum"><block s="evaluate"><block var="getter"/><list></list></block><block var="delta"/></block></block><block s="doUntil"><block s="reportGreaterThan"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="end time"/></block><script><block s="doRun"><block var="setter"/><list><block s="reportDifference"><block var="destination"/><block s="reportProduct"><block var="delta"/><block s="evaluate"><block var="easing"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportProduct"><block var="duration"/><l>1000</l></block></block></list></block></block></block></list></block></script></block><block s="doRun"><block var="setter"/><list><block var="destination"/></list></block></script></block-definition><block-definition s="PI" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l>3.141592653589793</l></block></script></block-definition><block-definition s="degrees %&apos;radians&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Grad _&#xD;ca:graus de _ radians&#xD;pt:_ radianos em graus&#xD;</translations><inputs><input type="%n">0.5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportProduct"><block var="radians"/><l>180</l></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations>de:Fehler _&#xD;pt:assinala o erro _&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>msg</l></list><l>throw new Error(msg)</l></block><list><block var="msg"/></list></block></script></block-definition><block-definition s="glide %&apos;steps&apos; in %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="motion"><header></header><code></code><translations>de:gleite _ in _ Sek. beschleunigt: _&#xD;ca:llisca _ en _ segons de forma _&#xD;fr:glisser _ en _ sec. accélérer _&#xD;pt:desliza _ em _ s de forma _&#xD;</translations><inputs><input type="%n">50</input><input type="%n">1</input><input type="%s" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><block s="doDeclareVariables"><list><l>destX</l><l>destY</l><l>end time</l><l>deltaX</l><l>deltaY</l><l>func</l></list></block><block s="forward"><block var="steps"/></block><block s="doSetVar"><l>destX</l><block s="xPosition"></block></block><block s="doSetVar"><l>destY</l><block s="yPosition"></block></block><block s="forward"><block s="reportProduct"><block var="steps"/><l>-1</l></block></block><block s="doSetVar"><l>end time</l><block s="reportSum"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportProduct"><block var="duration"/><l>1000</l></block></block></block><block s="doSetVar"><l>deltaX</l><block s="reportDifference"><block var="destX"/><block s="xPosition"></block></block></block><block s="doSetVar"><l>deltaY</l><block s="reportDifference"><block var="destY"/><block s="yPosition"></block></block></block><block s="doIfElse"><block s="reportIsA"><block var="easing"/><l><option>reporter</option></l></block><script><block s="doSetVar"><l>func</l><block var="easing"/></block></script><script><block s="doSetVar"><l>func</l><custom-block s="easing %txt"><block var="easing"/></custom-block></block></script></block><block s="doUntil"><block s="reportGreaterThan"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="end time"/></block><script><block s="setXPosition"><block s="reportDifference"><block var="destX"/><block s="reportProduct"><block var="deltaX"/><block s="evaluate"><block var="func"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportProduct"><block var="duration"/><l>1000</l></block></block></list></block></block></block></block><block s="setYPosition"><block s="reportDifference"><block var="destY"/><block s="reportProduct"><block var="deltaY"/><block s="evaluate"><block var="func"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportProduct"><block var="duration"/><l>1000</l></block></block></list></block></block></block></block></script></block><block s="gotoXY"><block var="destX"/><block var="destY"/></block></script></block-definition><block-definition s="animate %&apos;attribute&apos; by %&apos;delta&apos; in %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="motion"><header></header><code></code><translations>de:animiere _ um _ in _ Sek. beschleunigt: _&#xD;ca:modifica _ amb _ en _ segons de forma _&#xD;pt:anima _ de _ em _ s de forma _&#xD;</translations><inputs><input type="%s" readonly="true">x position<options>x position&#xD;y position&#xD;direction&#xD;size&#xD;ghost effect&#xD;color effect&#xD;saturation effect&#xD;brightness effect&#xD;fisheye effect&#xD;whirl effect&#xD;pixelate effect&#xD;mosaic effect&#xD;negative effect&#xD;tempo&#xD;volume&#xD;balance</options></input><input type="%n">50</input><input type="%n">1</input><input type="%s" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><block s="doDeclareVariables"><list><l>accessors</l><l>func</l></list></block><block s="doSetVar"><l>accessors</l><block s="reportIfElse"><block s="reportEquals"><block var="attribute"/><l>x position</l></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setXPosition"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="xPosition"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportEquals"><block var="attribute"/><l>y position</l></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setYPosition"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="yPosition"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportEquals"><block var="attribute"/><l>direction</l></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setHeading"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="direction"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportEquals"><block var="attribute"/><l>size</l></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setScale"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getScale"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportEquals"><block var="attribute"/><l>tempo</l></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="doSetTempo"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getTempo"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportEquals"><block var="attribute"/><l>volume</l></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setVolume"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getVolume"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportEquals"><block var="attribute"/><l>balance</l></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setPan"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getPan"></block></autolambda><list></list></block></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setEffect"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="attribute"/><l> </l></block></block><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getEffect"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="attribute"/><l> </l></block></block></block></autolambda><list></list></block></list></block></block></block></block></block></block></block></block></block><block s="doIfElse"><block s="reportIsA"><block var="easing"/><l><option>reporter</option></l></block><script><block s="doSetVar"><l>func</l><block var="easing"/></block></script><script><block s="doSetVar"><l>func</l><custom-block s="easing %txt"><block var="easing"/></custom-block></block></script></block><custom-block s="animate setter %cmdRing getter %repRing delta %n over %n secs easing %repRing"><block s="reportListItem"><l>1</l><block var="accessors"/></block><block s="reportListItem"><l>2</l><block var="accessors"/></block><block var="delta"/><block var="duration"/><block var="func"/></custom-block></script></block-definition><block-definition s="easing %&apos;choice&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Beschleunigung _&#xD;ca:de forma _&#xD;pt:a forma _&#xD;</translations><inputs><input type="%txt" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="choice"/><l>linear</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportMonadic"><l><option>id</option></l><l></l></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>quadratic-in</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportProduct"><l></l><l></l></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>quadratic-out</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportProduct"><l></l><block s="reportDifference"><l>2</l><l></l></block></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>quadratic-in-out</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportLessThan"><l></l><l>.5</l></block><block s="reportProduct"><l>2</l><block s="reportProduct"><l></l><l></l></block></block><block s="reportDifference"><block s="reportProduct"><block s="reportDifference"><l>4</l><block 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s="reportDifference"><l></l><block s="reportQuotient"><block var="p"/><l>4</l></block></block><block s="reportQuotient"><block s="reportProduct"><l>2</l><custom-block s="PI"></custom-block></block><block var="p"/></block></block></custom-block></block></block><l>1</l></block></block></script><list></list></block></block></script></block><custom-block s="error %s"><block s="reportJoinWords"><list><l>unknown easing function "</l><block var="choice"/><l>"</l></list></block></custom-block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; $nl in %&apos;time&apos; secs easing %&apos;easing&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _ in _ Sek. beschleunigt: _ _&#xD;ca:per _ = _ fins _ _ en _ segons de forma _ _&#xD;pt:para _ de _ a _ _ em _ s de forma _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">0</input><input type="%n">100</input><input type="%n">1</input><input type="%txt" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input><input type="%ca"></input></inputs><script><block s="doSetVar"><l>i</l><block var="start"/></block><custom-block s="animate setter %cmdRing getter %repRing delta %n over %n secs easing %repRing"><block s="reifyScript"><script><block s="doSetVar"><l>i</l><l></l></block><block s="doRun"><block var="action"/><list></list></block></script><list></list></block><block s="reifyReporter"><autolambda><block var="i"/></autolambda><list></list></block><block s="reportDifference"><block var="end"/><block var="start"/></block><block var="time"/><block s="reportIfElse"><block s="reportIsA"><block var="easing"/><l><option>reporter</option></l></block><block var="easing"/><custom-block s="easing %txt"><block var="easing"/></custom-block></block></custom-block></script></block-definition><block-definition s="USE BIGNUMS %&apos;bool&apos;" type="command" category="operators"><comment x="0" y="0" w="303.3333333333333" collapsed="false">call with True to turn on the entire Scheme numeric tower, including infinite-precision integers, exact rationals, and complex numbers; call with False to restore native JavaScript arithmetic.</comment><header></header><code></code><translations>pt:altera utilização de aritmética do Scheme para _&#xD;</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;    bigScript.src = &apos;//snap.berkeley.edu/snap/libraries/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;        schemeScript.src = &apos;//snap.berkeley.edu/snap/libraries/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;            reportBasicSum: Process.prototype.reportBasicSum,&#xD;            reportBasicDifference: Process.prototype.reportBasicDifference,&#xD;            reportBasicProduct: Process.prototype.reportBasicProduct,&#xD;            reportBasicQuotient: Process.prototype.reportBasicQuotient,&#xD;            reportBasicPower: Process.prototype.reportBasicPower,&#xD;            reportBasicModulus: Process.prototype.reportBasicModulus,&#xD;            reportBasicRandom: Process.prototype.reportBasicRandom,&#xD;            reportBasicLessThan: Process.prototype.reportBasicLessThan,&#xD;            reportBasicGreaterThan: Process.prototype.reportBasicGreaterThan,&#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 = Number.isNaN(value) ? delta : fn[&apos;+&apos;](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;            reportBasicSum: function (a, b) {&#xD;                a = parseNumber(a);&#xD;                b = parseNumber(b);&#xD;                if (Number.isNaN(a) || Number.isNaN(b)) return NaN;&#xD;                return fn[&apos;+&apos;](a, b);&#xD;            },&#xD;            reportBasicDifference: function (a, b) {&#xD;                a = parseNumber(a);&#xD;                b = parseNumber(b);&#xD;                if (Number.isNaN(a) || Number.isNaN(b)) return NaN;&#xD;                return fn[&apos;-&apos;](a, b);&#xD;            },&#xD;            reportBasicProduct: function (a, b) {&#xD;                a = parseNumber(a);&#xD;                b = parseNumber(b);&#xD;                if (Number.isNaN(a) || Number.isNaN(b)) return NaN;&#xD;                return fn[&apos;*&apos;](a, b);&#xD;            },&#xD;            reportBasicQuotient: function (a, b) {&#xD;                a = parseNumber(a);&#xD;                b = parseNumber(b);&#xD;                if (fn[&apos;=&apos;](b, &apos;0&apos;) &amp;&amp; !fn[&apos;=&apos;](a, &apos;0&apos;)) {&#xD;                      return (fn[&apos;&lt;&apos;](a, &apos;0&apos;) ? SchemeNumber(&apos;-inf.0&apos;) : SchemeNumber(&apos;+inf.0&apos;))&#xD;                };&#xD;                if (Number.isNaN(a) || Number.isNaN(b) || fn[&apos;=&apos;](b, &apos;0&apos;)) return NaN;&#xD;                return fn[&apos;/&apos;](a, b);&#xD;            },&#xD;            reportBasicPower: function (a, b) {&#xD;                a = parseNumber(a);&#xD;                b = parseNumber(b);&#xD;                if (Number.isNaN(a) || Number.isNaN(b)) return NaN;&#xD;                return fn[&apos;expt&apos;](a, b);&#xD;            },&#xD;            reportBasicModulus: function (a, b) {&#xD;                a = parseNumber(a);&#xD;                b = parseNumber(b);&#xD;                if (Number.isNaN(a) || Number.isNaN(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;            reportBasicRandom: function (min, max) {&#xD;                var floor = parseNumber(min),&#xD;                    ceil = parseNumber(max);&#xD;                if (Number.isNaN(floor) || Number.isNaN(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;            reportBasicLessThan: function (a, b) {&#xD;                a = parseNumber(a);&#xD;                b = parseNumber(b);&#xD;                if (Number.isNaN(a) || Number.isNaN(b)) return NaN;&#xD;                return fn[&apos;&lt;&apos;](a, b);&#xD;            },&#xD;            reportBasicGreaterThan: function (a, b) {&#xD;                a = parseNumber(a);&#xD;                b = parseNumber(b);&#xD;                if (Number.isNaN(a) || Number.isNaN(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 (Number.isNaN(x) || Number.isNaN(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 (Number.isNaN(x) || Number.isNaN(y)) return originalPrims.reportIsIdentical(a, b);&#xD;                return fn[&apos;=&apos;](x, y);&#xD;            },&#xD;            reportMonadic: function (fname, n) {&#xD;                if (this.enableHyperOps) {&#xD;                    if (n instanceof List) {&#xD;                        return n.map(each =&gt; this.reportMonadic(fname, each));&#xD;                    }&#xD;                }&#xD;&#xD;                n = parseNumber(n);&#xD;                if (Number.isNaN(n)) return NaN;&#xD;&#xD;                switch (Process.prototype.inputOption(fname)) {&#xD;                case &apos;abs&apos;:&#xD;                    return fn.abs(n);&#xD;                case &apos;neg&apos;:&#xD;                    return fn[&apos;-&apos;](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;lg&apos;:&#xD;                    return fn.log(n, &apos;2&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;                case &apos;2^&apos;:&#xD;                    return fn.expt(&apos;2&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;    if (!fn[&apos;exact?&apos;](n) || !fn[&apos;rational?&apos;](n) || fn[&apos;&lt;&apos;](n,&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;    var rootDenominator = fn[&apos;exact-integer-sqrt&apos;](fn.denominator(n));&#xD;    if (!fn[&apos;=&apos;](rootDenominator[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;</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><block-definition s="%&apos;n&apos; !" type="reporter" category="operators"><comment x="0" y="0" w="190.66666666666666" collapsed="false">The factorial function, to make very large numbers, to demo bignums.</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><block var="n"/><l>0</l></block><l>1</l><block s="reportProduct"><block var="n"/><custom-block s="%n !"><block s="reportDifference"><block var="n"/><l>1</l></block></custom-block></block></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="operators"><comment x="0" y="0" w="234.66666666666666" collapsed="false">The identity function: reports its input.&#xD;It&apos;s useful to get things like 3/4 or 5-2i into&#xD;numeric input slots.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="Scheme number %&apos;function&apos; of %&apos;number&apos;" type="reporter" category="operators"><comment x="0" y="0" w="300" collapsed="true">Provides Scheme arithmetic functions not in JavaScript</comment><header></header><code></code><translations>pt:_ de _&#xD;</translations><inputs><input type="%s" readonly="true"><options>number?&#xD;complex?&#xD;real?&#xD;rational?&#xD;integer?&#xD;exact?&#xD;inexact?&#xD;exact&#xD;inexact&#xD;finite?&#xD;infinite?&#xD;nan?&#xD;numerator&#xD;denominator&#xD;real-part&#xD;imag-part&#xD;magnitude&#xD;angle</options></input><input type="%s"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l><l>num</l></list><l>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;var fn=SchemeNumber.fn,&#xD;      number=parseNumber(num);&#xD;&#xD;switch (which) {&#xD;  case &apos;number?&apos;:&#xD;  case &apos;complex?&apos;:&#xD;    return (fn[&apos;number?&apos;](number));&#xD;  case &apos;real?&apos;:&#xD;    return (fn[&apos;real?&apos;](number) || fn[&apos;real-valued?&apos;](number));&#xD;  case &apos;rational?&apos;:&#xD;    return (fn[&apos;rational?&apos;](number) || (fn[&apos;=&apos;](number, fn.rationalize(number, parseNumber(&apos;1.0e-5&apos;)))));&#xD;  case &apos;integer?&apos;:&#xD;    return (fn[&apos;integer?&apos;](number) || fn[&apos;integer-valued?&apos;](number));&#xD;  case &apos;exact?&apos;:&#xD;  case &apos;inexact?&apos;:&#xD;  case &apos;finite?&apos;:&#xD;  case &apos;infinite?&apos;:&#xD;  case &apos;nan?&apos;:&#xD;  case &apos;real-part&apos;:&#xD;  case &apos;imag-part&apos;:&#xD;    return (fn[which](number));&#xD;  case &apos;magnitude&apos;:&#xD;    return (fn.magnitude(number));&#xD;  case &apos;angle&apos;:&#xD;    return (fn.angle(number));&#xD;  case &apos;numerator&apos;:&#xD;    return (fn.numerator(number));&#xD;  case &apos;denominator&apos;:&#xD;    return (fn.denominator(number));&#xD;  case &apos;exact&apos;:&#xD;    return (fn.exact(number));&#xD;case &apos;inexact&apos;:&#xD;    return (fn.inexact(number));&#xD;}</l></block><list><block var="function"/><block var="number"/></list></block></block></script></block-definition></blocks><variables></variables></project><media name="A Starry Night" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>