<snapdata remixID="8693127"><project name="Modeling Art Dennis Pham" 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="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="0" y="5.684341886080802e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="17.340000000000014,86.7,0,1" 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="10" y="10"><block s="receiveKey"><l><option>space</option></l></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></script><comment x="10" y="697.1666666666667" w="516.6666666666666" collapsed="true">Now, invent some artwork of your own. </comment><script x="213" y="13"><block s="receiveGo"></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="setPenHSVA"><l><option>transparency</option></l><l>0</l><comment w="90" collapsed="false">creates rectangles of varying length and color</comment></block><block s="doRepeat"><l>12</l><script><custom-block s="for %upvar = %n to %n %cs"><l>i</l><l>0.5</l><l>5</l><script><block s="down"></block><block s="setPenHSVA"><l><option>hue</option></l><block s="reportProduct"><block s="reportRandom"><l>1</l><l>25</l></block><l>10</l></block></block><block s="setSize"><block s="reportProduct"><block var="i"/><l>10</l></block></block><block s="forward"><block s="reportProduct"><block var="i"/><l>50</l></block></block><block s="forward"><block s="reportProduct"><block var="i"/><l>-50</l></block></block><block s="turn"><l>7.5</l></block></script></custom-block></script></block></script><script x="30" y="425"><block s="setPenHSVA"><l><option>brightness</option></l><l>0</l></block><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>5</l></block><block s="forward"><l>100</l></block><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>false</bool></l></custom-block><block s="setHeading"><l><option>random</option></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><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><block s="setPenHSVA"><l><option>brightness</option></l><l>34</l></block><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>true</bool></l><comment w="236.3333343333333" collapsed="false">SCRIPT 3: Click. Then modify. Experiment.</comment></custom-block><custom-block s="for %upvar = %n to %n %cs"><l>i</l><l>3</l><l>1</l><script><block s="setPenHSVA"><l><option>hue</option></l><block s="reportProduct"><block s="reportRandom"><l>1</l><l>25.5</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>50</l></block></block><block s="forward"><block s="reportProduct"><block var="i"/><l>-50</l></block></block><block s="up"></block><block s="down"></block></script></custom-block></script><script x="594.000002" y="265.0000020000001"><block s="up"></block></script><script x="351.000002" y="276.0000020000001"><block s="forward"><l>10</l></block></script><script x="25" y="152"><block s="down"></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="1.345412097130179" y="1.3454120971302928" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="direction" style="normal" x="1.345412097130179" 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>1</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>-20</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>-100</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>0</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>20</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="125.46666666666664" 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 Dennis Pham" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>