<snapdata remixID="8875608"><project name="Spirograph" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="500" height="500" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="sprite" idx="1" x="60.527700950359986" y="34.09374232539403" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="66.29999999999994,0,255,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="doSetVar"><l>resolution</l><l>2</l></block><block s="show"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doSayFor"><l>Press space to toggle turbo mode</l><l>2</l></block><block s="doSayFor"><l>Press &apos;r&apos; to draw a random spirograph...</l><l>2</l></block><block s="doSayFor"><l>...and drag the sliders to make your own!</l><l>2</l></block><block s="doSayFor"><l>Press &apos;+&apos; and &apos;-&apos; to change resolution</l><l>2</l></block><block s="hide"></block><block s="doForever"><script><block s="doSetVar"><l>theta</l><l>0</l></block><block s="setSize"><l>1</l></block><block s="setPenHSVA"><l><option>brightness</option></l><l>100</l></block><block s="setPenHSVA"><l><option>saturation</option></l><l>100</l></block><block s="setPenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>0</l><l>100</l></block></block><block s="clear"></block><block s="up"></block><block s="hide"></block><block s="doSetVar"><l>temp</l><block s="reportNewList"><list><block var="Distance of Point from Center"/><block var="Inner Circle Radius"/><block var="Outer Circle Radius"/><block var="resolution"/></list></block></block><block s="doUntil"><block s="reportNot"><block s="reportEquals"><block var="temp"/><block s="reportNewList"><list><block var="Distance of Point from Center"/><block var="Inner Circle Radius"/><block var="Outer Circle Radius"/><block var="resolution"/></list></block></block></block><script><block s="gotoXY"><block s="reportSum"><block s="reportProduct"><block s="reportDifference"><block var="Outer Circle Radius"/><block var="Inner Circle Radius"/></block><block s="reportMonadic"><l><option>cos</option></l><block var="theta"/></block></block><block s="reportProduct"><block var="Distance of Point from Center"/><block s="reportMonadic"><l><option>cos</option></l><block s="reportProduct"><block s="reportQuotient"><block s="reportDifference"><block var="Outer Circle Radius"/><block var="Inner Circle Radius"/></block><block var="Inner Circle Radius"/></block><block var="theta"/></block></block></block></block><block s="reportDifference"><block s="reportProduct"><block s="reportDifference"><block var="Outer Circle Radius"/><block var="Inner Circle Radius"/></block><block s="reportMonadic"><l><option>sin</option></l><block var="theta"/></block></block><block s="reportProduct"><block var="Distance of Point from Center"/><block s="reportMonadic"><l><option>sin</option></l><block s="reportProduct"><block s="reportQuotient"><block s="reportDifference"><block var="Outer Circle Radius"/><block var="Inner Circle Radius"/></block><block var="Inner Circle Radius"/></block><block var="theta"/></block></block></block></block></block><block s="doChangeVar"><l>theta</l><block var="resolution"/></block><block s="down"></block></script></block></script></block></script><script x="352" y="23"><block s="receiveKey"><l><option>r</option></l></block><block s="doSetVar"><l>Inner Circle Radius</l><block s="reportRandom"><l>1</l><l>250</l></block></block><block s="doSetVar"><l>Outer Circle Radius</l><block s="reportRandom"><l>1</l><l>250</l></block></block><block s="doSetVar"><l>Outer Circle Radius</l><block s="reportRandom"><l>0</l><l>250</l></block></block></script><script x="354" y="148"><block s="receiveKey"><l><option>space</option></l></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><block s="reportNot"><block s="reportGlobalFlag"><l><option>turbo mode</option></l></block></block></block></script><script x="728" y="68"><block s="receiveKey"><l><option>+</option></l></block><block s="doChangeVar"><l>resolution</l><l>-.1</l></block></script><script x="929" y="60"><block s="receiveKey"><l><option>-</option></l></block><block s="doChangeVar"><l>resolution</l><l>.1</l></block></script></scripts></sprite><watcher var="theta" style="normal" x="10" y="111" color="243,118,29" hidden="true"/><watcher scope="sprite" s="yPosition" style="normal" x="10" y="132.00000200000002" color="74,108,212" hidden="true"/><watcher scope="sprite" s="xPosition" style="normal" x="10" y="153.00000400000008" color="74,108,212" hidden="true"/><watcher var="temp" style="normal" x="10" y="174.00000599999998" color="243,118,29" hidden="true"/><watcher var="Inner Circle Radius" style="slider" min="1" max="249" x="4.24024024024061" y="38.74474679279277" color="243,118,29"/><watcher var="Outer Circle Radius" style="slider" min="2" max="250" x="3.2402402402403823" y="5.240240240240233" color="243,118,29"/><watcher var="Distance of Point from Center" style="slider" min="0" max="250" x="5.24024024024061" y="72.29729934534535" color="243,118,29"/><watcher var="resolution" style="normal" x="390" y="7.00000799999998" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="circle radis %&apos;r&apos; steps %&apos;s&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="up"></block><block s="changeYPosition"><block var="r"/></block><block s="down"></block><block s="doRepeat"><block var="s"/><script><block s="forward"><block s="reportQuotient"><block s="reportProduct"><l>3.14159265358979323</l><block s="reportProduct"><block var="r"/><l>2</l></block></block><block var="s"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="s"/></block></block></script></block><block s="up"></block><block s="changeYPosition"><block s="reportDifference"><l></l><block var="r"/></block></block><block s="down"></block></script></block-definition><block-definition s="make costumes" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doDeleteFromList"><l><option>all</option></l><block s="reportGet"><l><option>costumes</option></l></block></block><block s="doTellTo"><l>Stage</l><block s="reifyScript"><script><block s="doDeleteFromList"><l><option>all</option></l><block s="reportGet"><l><option>costumes</option></l></block></block></script><list></list></block><list></list></block><block s="setColor"><color>26,15,0,1</color></block><block s="setSize"><l>5</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><custom-block s="circle radis %s steps %s"><block var="Outer Circle Radius"/><l>100</l></custom-block><block s="doTellTo"><l>Stage</l><block s="reifyScript"><script><block s="doAddToList"><block s="reportPenTrailsAsCostume"></block><block s="reportGet"><l><option>costumes</option></l></block></block></script><list></list></block><list></list></block><block s="clear"></block><custom-block s="circle radis %s steps %s"><block var="Inner Circle Radius"/><l>100</l></custom-block><block s="changeYPosition"><block var="Distance of Point from Center"/></block><block s="setSize"><l>10</l></block><block s="changeYPosition"><l>-.001</l></block><block s="changeYPosition"><l>.001</l></block><block s="setSize"><l>5</l></block><block s="doAddToList"><block s="reportPenTrailsAsCostume"></block><block s="reportGet"><l><option>costumes</option></l></block></block><block s="clear"></block><block s="doTellTo"><l>Stage</l><block s="reifyScript"><script><block s="doSwitchToCostume"><l>Background</l></block></script><list></list></block><list></list></block><block s="doSwitchToCostume"><l>Costume</l></block></script></block></script></block-definition><block-definition s="old work" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><l>Let me draw my costumes</l><l>1</l></block><custom-block s="make costumes"></custom-block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="up"></block><block s="doDeclareVariables"><list><l>theta</l><l>x</l><l>y</l></list></block><block s="doSetVar"><l>theta</l><l>0</l></block><block s="doSetVar"><l>x</l><block s="reportGet"><l><option>center x</option></l></block></block><block s="doSetVar"><l>x</l><block s="reportGet"><l><option>center y</option></l></block></block><block s="doForever"><script><block s="gotoXY"><block s="reportDifference"><block s="reportProduct"><block s="reportMonadic"><l><option>cos</option></l><block var="theta"/></block><block s="reportDifference"><block var="Inner Circle Radius"/><block var="Outer Circle Radius"/></block></block><l>-7</l></block><block s="reportDifference"><block s="reportProduct"><block s="reportMonadic"><l><option>sin</option></l><block var="theta"/></block><block s="reportDifference"><block var="Inner Circle Radius"/><block var="Outer Circle Radius"/></block></block><l>0</l></block></block><block s="doChangeVar"><l>theta</l><l>1</l></block><block s="turn"><l>1</l></block></script></block></script></block-definition><block-definition s="setting %&apos;which&apos;" type="reporter" category="sensing"><header></header><code></code><translations>pt:o valor da configuração _&#xD;</translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support&#xD;Visible palette</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    ide = stage.parentThatIsA(IDE_Morph),&#xD;    world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return ide.cloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return world.keyboardReceiver instanceof ScriptFocusMorph;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    default: return which;&#xD;    case &apos;Visible palette&apos;:&#xD;        return ide.currentCategory;&#xD;}</l></block><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations>pt:altera o valor da configuração _ para _&#xD;</translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph),&#xD;        thisObj = this;&#xD;&#xD;if (tf != !!tf) return;&#xD;&#xD;try{&#xD;ide.savingPreferences = false;&#xD;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        break;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        break;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        break;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        break;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        break;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        break;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        break;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        break;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) break;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        break;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        if (tf != (world.keyboardReceiver instanceof ScriptFocusMorph)) {&#xD;            thisObj.scripts.toggleKeyboardEntry();&#xD;        };&#xD;        break;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        break;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        break;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        break;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        break;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        break;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        break;&#xD;};&#xD;}&#xD;finally {&#xD;ide.savingPreferences = false;&#xD;};&#xD;</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><header></header><code></code><translations>pt:altera o valor da configuração _ para _&#xD;</translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Visible palette</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;try {&#xD;ide.savingPreferences = false;&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        break;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        break;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        break;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        break;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        break;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        break;&#xD;    case &apos;Visible palette&apos;:&#xD;        ide.currentCategory = value.toLowerCase();&#xD;        ide.categories.children.forEach(function (each) {&#xD;                each.refresh();&#xD;        });&#xD;        ide.refreshPalette(true);&#xD;        break;&#xD;};&#xD;}&#xD;finally {ide.savingPreferences = true;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition><block-definition s="substring of %&apos;string&apos; before %&apos;marker&apos;" type="reporter" category="operators"><comment x="0" y="0" w="175.33333333333334" collapsed="false">Reports the part of the first string up to the first instance of the second string inside it.  If the second string isn&apos;t found, reports the entire first string.</comment><header></header><code></code><translations>pt:o texto de _ antes de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>string</l><l>marker</l></list><l>var world=this.parentThatIsA(IDE_Morph);&#xD;if (!("stringLibCaseIndependentComparison" in world)) {&#xD;    world["stringLibCaseIndependentComparison"] = true;&#xD;};&#xD;if (world["stringLibCaseIndependentComparison"]) {&#xD;    var index=string.toLocaleLowerCase().indexOf(marker.toLocaleLowerCase());&#xD;    if (index&lt;0) {return string};&#xD;    return string.slice(0,index);&#xD;} else {&#xD;    var index=string.indexOf(marker);&#xD;    if (index&lt;0) {return string};&#xD;    return string.slice(0,index);&#xD;}</l></block><list><block var="string"/><block var="marker"/></list></block></block></script></block-definition><block-definition s="substring of %&apos;string&apos; after %&apos;marker&apos;" type="reporter" category="operators"><comment x="0" y="0" w="203.33333333333334" collapsed="false">Reports the portion of the first input string starting after the first occurrence of the second string.  If the second string isn&apos;t found in the first string, reports an empty string.</comment><header></header><code></code><translations>pt:o texto de _ depois de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>string</l><l>marker</l><l>markerlength</l></list><l>var world=this.parentThatIsA(IDE_Morph);&#xD;if (!("stringLibCaseIndependentComparison" in world)) {&#xD;    world["stringLibCaseIndependentComparison"] = true;&#xD;};&#xD;if (world["stringLibCaseIndependentComparison"]) {&#xD;    var index=string.toLocaleLowerCase().indexOf(marker.toLocaleLowerCase());&#xD;    if (index&lt;0) {return ""};&#xD;    return string.slice(index+markerlength);&#xD;} else {&#xD;    var index=string.indexOf(marker);&#xD;    if (index&lt;0) {return ""};&#xD;    return string.slice(index+markerlength);&#xD;}</l></block><list><block var="string"/><block var="marker"/><block s="reportStringSize"><block var="marker"/></block></list></block></block></script></block-definition><block-definition s="position of %&apos;small&apos; in %&apos;large&apos;" type="reporter" category="operators"><comment x="0" y="0" w="294" collapsed="false">Reports the character position (starting from 1) of the beginning of the first input string inside the second input string.&#xD;If it&apos;s not found, reports 0.</comment><header></header><code></code><translations>pt:a posição de _ em _&#xD;</translations><inputs><input type="%s"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>sub</l><l>sup</l></list><l>var world=this.parentThatIsA(IDE_Morph);&#xD;if (!("stringLibCaseIndependentComparison" in world)) {&#xD;    world["stringLibCaseIndependentComparison"] = true;&#xD;};&#xD;if (world["stringLibCaseIndependentComparison"]) {&#xD;    return 1+sup.toLocaleLowerCase().indexOf(sub.toLocaleLowerCase());&#xD;} else {&#xD;    return 1+sup.indexOf(sub);&#xD;}</l></block><list><block var="small"/><block var="large"/></list></block></block></script></block-definition><block-definition s="use case-independent comparisons %&apos;tf&apos;" type="command" category="operators"><comment x="0" y="0" w="225.33333333333334" collapsed="false">If input is TRUE, comparisons made by functions in the string library will be case-independent (so &quot;FOO&quot; = &quot;foo&quot;).  This is the default.&#xD;If input is FALSE, comparisons will be exact.</comment><header></header><code></code><translations>pt:altera comparações ignorando distinção minúsculas/maiúsculas para _&#xD;</translations><inputs><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>flag</l></list><l>var world=this.parentThatIsA(IDE_Morph);&#xD;world[&apos;stringLibCaseIndependentComparison&apos;] = flag;</l></block><list><block var="tf"/></list></block></script></block-definition><block-definition s="substring of %&apos;str&apos; from position %&apos;start&apos; to position %&apos;end&apos; inclusive" type="reporter" category="operators"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Reports the portion of the first input (string) starting at the position given by the second input (counting from 1, like LETTER n OF) and ending at the position given by the third input (also counting from 1).  If the third input is empty, reports the portion from the first position to the end of the string.&#xD;If a position number is negative, counts from the end backward, so -1 is the last character, -2 is the next to last, etc.</comment><header></header><code></code><translations>pt:o texto de _ entre as posições _ e _ , inclusive&#xD;</translations><inputs><input type="%txt"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>str</l><l>start</l><l>end</l></list><l>if (end != "") {&#xD;    return str.slice(start-1,end);&#xD;} else {&#xD;    return str.slice(start-1);&#xD;}</l></block><list><block var="str"/><block var="start"/><block var="end"/></list></block></block></script></block-definition></blocks><variables><variable name="Inner Circle Radius"><l>116</l></variable><variable name="Outer Circle Radius"><l>205</l></variable><variable name="Distance of Point from Center"><l>56</l></variable><variable name="theta"><l>264960.7999999027</l></variable><variable name="temp"><list struct="atomic" id="508">56,116,205,10.399999999999979</list></variable><variable name="resolution"><l>10.399999999999979</l></variable></variables></project><media name="Spirograph" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>