<snapdata remixID="8529278"><project name="U1-project-modeling-art.xml" 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="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="true" id="1"><pentrails>data:image/png;base64,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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="121.99999999999989" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,214.20000000000002,0,1" 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="14" 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><block s="setSize"><l>500</l></block><block s="setColor"><color>0,20,17,1</color></block><block s="forward"><l>100</l></block><block s="turn"><l>180</l></block><block s="forward"><l>300</l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setHeading"><l>0</l></block></script><comment x="14" y="697.1666666666667" w="516.6666666666666" collapsed="true">Now, invent some artwork of your own. </comment><script x="217" y="148"><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>.7</l></custom-block><block s="setHeading"><l>180</l></block><block s="forward"><l>70</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>0</l></block><custom-block s="sphere, steps: %n color: %n size: %n"><l>40</l><l>14</l><l>150</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></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>115</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="U1-project-modeling-art.xml" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>