<snapdata remixID="8658335"><project name="U1-project-modeling-art.xml" 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><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"/><sprite name="Sprite" idx="1" x="165.55595925774196" y="75.79093270390501" heading="35" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="208.99999999999997,255,24.999999999999996,1" 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="18" 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="18" y="159.16666666666669"><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>true</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="18" 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>.000001</l></custom-block></script><comment x="18" y="697.1666666666667" w="516.6666666666666" collapsed="true">Now, invent some artwork of your own. </comment><script x="18" y="317.2000000000001"><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>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>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>50</l></block></block><block s="forward"><block s="reportProduct"><block var="i"/><l>-50</l></block></block><block s="up"></block><block s="forward"><l>10</l></block><block s="down"></block></script></custom-block></script><script x="422" y="574.0000000000001"><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>false</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><script x="400" y="506.0000000000001"><block s="setColor"><color>97,255,25,1</color></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>