<snapdata remixID="8563213"><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="true" 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><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"/><sprite name="Sprite" idx="1" x="148.59691344435714" y="149.0328939510324" heading="35" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,0,0,1" pen="tip" id="11"><costumes><list struct="atomic" id="12"></list></costumes><sounds><list struct="atomic" id="13"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" 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="30" y="159.16666666666669"><custom-block s="set flag %s to %b"><l>Flat line ends</l><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="30" y="238.9999999999999"><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="30" y="576.0000000000003"><custom-block s="set flag %s to %b"><l>Table support</l><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="30" y="697.1666666666669" w="516.6666666666666" collapsed="true">Now, invent some artwork of your own. </comment><script x="30" y="317.20000000000005"><block s="setPenHSVA"><l><option>brightness</option></l><l>100</l></block><custom-block s="set flag %s to %b"><l>Flat design</l><l><bool>true</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>7</l><l>1</l><script><block s="setPenHSVA"><l><option>saturation</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>67</l></block></block><block s="forward"><block s="reportProduct"><block var="i"/><l>90</l></block></block><block s="up"></block><block s="forward"><l>10</l></block><block s="down"></block></script></custom-block></script></scripts></sprite></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="U1-project-modeling-art.xml" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>