<snapdata remixID="8598799"><project name="Modeling Art Project" app="Snap! 5.1, http://snap.berkeley.edu" 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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="flat" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="true" 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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="-17" y="-151" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,137.70000000000002,0,1" 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="20" y="10"><block s="receiveKey"><l><option>space</option></l><comment w="272.0000000000001" collapsed="true">SCRIPT 0: a &quot;cleanup&quot; script you might find useful.</comment></block><block s="doStopThis"><l><option>all but this script</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="clear"></block><block s="down"></block></script><script x="20" y="162"><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>false</bool></l><comment w="267.16666666666663" collapsed="false">SCRIPT 1: Experiment with the two numerical inputs and with changing the √ to an X in the FLAT LINE ENDS flag.</comment></custom-block><block s="setSize"><l>30</l></block><block s="forward"><l>100</l></block></script><script x="20" y="244"><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>false</bool></l><comment w="290.16666666666674" collapsed="false">SCRIPT 2: Look inside TUNNEL and figure out why changing √ to X has the impact that it does</comment></custom-block><custom-block s="tunnel, size: %n"><l>.5</l></custom-block></script><script x="20" y="313"><block s="setPenHSVA"><l><option>brightness</option></l><l>100</l></block><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>false</bool></l><comment w="236.3333343333333" collapsed="true">SCRIPT 3: Click. Then modify. Experiment.</comment></custom-block><custom-block s="for %upvar = %n to %n %cs"><l>i</l><l>2</l><l>1</l><script><block s="setPenHSVA"><l><option>hue</option></l><block s="reportProduct"><block s="reportRandom"><l>1</l><l>10</l></block><l>10</l></block></block><block s="setSize"><block s="reportProduct"><block var="i"/><l>50</l></block></block><block s="forward"><block s="reportProduct"><block var="i"/><l>10</l></block></block><block s="forward"><block s="reportProduct"><block var="i"/><l>-10</l></block></block><block s="up"></block><block s="forward"><l>10</l></block><block s="down"></block></script></custom-block></script><script x="20" y="574"><block s="setHeading"><l>270</l></block></script><script x="20" y="613"><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>true</bool></l></custom-block><block s="setHeading"><l>35</l></block><custom-block s="sphere, steps: %n color: %n size: %n"><l>40</l><l>0</l><l>200</l><comment w="195.33333333333334" collapsed="false">SCRIPT 4: SPHERE is a bit like TUNNEL with inputs to give you more control.&#xD;Click, then experiment with the inputs.</comment></custom-block></script><comment x="20" y="737" w="516.6666666666666" collapsed="false">Now, invent some artwork of your own. </comment><script x="20" y="791"><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>false</bool></l></custom-block><custom-block s="for %upvar = %n to %n %cs"><l>i</l><l>5</l><l>1</l><script><block s="setPenHSVA"><l><option>hue</option></l><block s="reportProduct"><block s="reportRandom"><l>1</l><l>10</l></block><l>10</l></block></block><block s="setSize"><block s="reportProduct"><block var="i"/><block s="reportRandom"><l>1</l><l>100</l></block></block></block><block s="forward"><block s="reportProduct"><block var="i"/><l>10</l></block></block><block s="forward"><block s="reportProduct"><block var="i"/><l>-10</l></block></block><block s="up"></block><block s="forward"><block s="reportRandom"><l>10</l><l>20</l></block></block><block s="down"></block></script><comment w="90" collapsed="false">This creates a circle with circles inside of it with random colors and pen sizes, it can be with a flat line end</comment></custom-block></script><script x="20" y="1037"><custom-block s="tunnel, size: %n"><l>1</l><comment w="90" collapsed="false">This creates a tunnel</comment></custom-block></script><script x="20" y="1106"><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>false</bool></l><comment w="90" collapsed="false">This creates a sphere with changing colors as it goes outward and then flat lines in the shape of an arrow, it can be with a flat line end</comment></custom-block><block s="setHeading"><l>270</l></block><custom-block s="sphere, steps: %n color: %n size: %n"><l>40</l><block s="reportRandom"><l>1</l><l>10</l></block><l>200</l></custom-block><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>true</bool></l></custom-block><custom-block s="sphere, steps: %n color: %n size: %n"><l>30</l><block s="reportRandom"><l>1</l><l>10</l></block><l>200</l></custom-block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="1.3454120971300654" y="1.3454120971302928" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="direction" style="normal" x="1.3454120971300654" y="4.1707777701863264" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="1.479953306843754" y="4.978025297546928" color="74,108,212" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="tunnel, size: %&apos;steps&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="setPenHSVA"><l><option>brightness</option></l><l>100</l><comment w="145" collapsed="true">brightest possible</comment></block><block s="setPenHSVA"><l><option>hue</option></l><l>0</l><comment w="115.83333333333334" collapsed="true">happens to be red</comment></block><block s="setSize"><l>300</l></block><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="forward"><block var="steps"/><comment w="254.16666666666669" collapsed="true">does what your first experiments would predict</comment></block><block s="up"></block><block s="forward"><l>10</l><comment w="216.66666666666669" collapsed="true">move to a new location without drawing</comment></block><block s="changePenHSVA"><l><option>brightness</option></l><l>-17</l><comment w="231.66666666666669" collapsed="false">change things: here, to make a tunnel, we get darker and smaller. For other purposes, we could change color and get larger, or....</comment></block><block s="changeSize"><l>-40</l></block></script></block></script></block-definition><block-definition s="sphere, steps: %&apos;steps&apos; color: %&apos;color&apos; size: %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="setPenHSVA"><l><option>brightness</option></l><l>10</l><comment w="266" collapsed="true">This dark shade makes any color look almost black</comment></block><block s="setPenHSVA"><l><option>hue</option></l><block var="color"/></block><block s="setSize"><block var="size"/></block><block s="doRepeat"><block var="steps"/><script><block s="down"></block><block s="forward"><l>.5</l></block><block s="up"></block><block s="forward"><block s="reportQuotient"><l>65</l><block var="steps"/></block><comment w="151.33333333333334" collapsed="true">Try 20 or 200 instead of 65.</comment></block><block s="changePenHSVA"><l><option>brightness</option></l><block s="reportQuotient"><l>100</l><block var="steps"/><comment w="176.66666666666666" collapsed="true">Lighter shade shows more color.</comment></block></block><block s="changeSize"><block s="reportQuotient"><l>-240</l><block var="steps"/></block></block></script></block></script><scripts><comment x="162" y="125.46666666666665" w="265.3333333333333" collapsed="false">Experiment: start with a /light/ shade and get /darker/.</comment></scripts></block-definition><block-definition s="flat line ends %&apos;tf&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>tf</l></list><l>SpriteMorph.prototype.useFlatLineEnds = tf</l></block><list><block var="tf"/></list></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="setting %&apos;which&apos;" type="reporter" category="sensing"><header></header><code></code><translations></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;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</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 SnapCloud.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 ScriptsMorph.prototype.enableKeyboard;&#xD;    case &apos;Table support&apos;:&#xD;        return List.prototype.enableTables;&#xD;    case &apos;Table lines&apos;:&#xD;        return TableMorph.prototype.highContrast;&#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;}</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></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;Table support&#xD;Table lines&#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;&#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;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;        break;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;        break;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#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></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale</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;};&#xD;}&#xD;finally {ide.savingPreferences = true;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition></blocks><variables></variables></project><media name="Modeling Art Project" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>