<snapdata remixID="8646199"><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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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" 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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="94.3122292025705" y="-0.6877707974335294" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,0,152.99999999999991,1" 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></script><script x="18" y="576.0000000000001"><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>false</bool></l></custom-block><block s="setHeading"><l>0</l></block><custom-block s="sphere, steps: %n color: %n size: %n"><l>30</l><l>90</l><l>50</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="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="217" y="84"><block s="setHeading"><l>300</l></block></script><script x="20" y="151.9999999999999"><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>15</l></block><block s="forward"><l>20</l></block></script><script x="18" y="243.9999999999999"><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>20</l></custom-block></script><script x="612" y="87"><block s="clear"></block><block s="down"></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>