<snapdata remixID="9139784"><project name="U1-project-modeling-art.xml" app="Snap! 5.4, 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" penlog="false" volume="100" pan="0" lines="round" 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="230.9067332602633" y="174.75" heading="240" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="211.64999999999998,0,0,1" 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="30" y="30"><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><block s="down"></block><block s="doForever"><script><custom-block s="tunnel, size: %n"><l>.5</l></custom-block><block s="setPenHSVA"><l><option>brightness</option></l><l>100</l></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><block s="bounceOffEdge"></block><block s="turn"><l>30</l></block><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>false</bool></l></custom-block></script></block></script><script x="184.000001" y="589.8333343333332"><custom-block s="sphere, steps: %n color: %n size: %n"><l>40</l><l>0</l><l>200</l></custom-block><block s="setHeading"><l>180</l></block><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>false</bool></l></custom-block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="1.3454120971300653" y="1.3454120971302927" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="direction" style="normal" x="1.3454120971300653" 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="254.16666666666668" collapsed="true">does what your first experiments would predict</comment></block><block s="up"></block><block s="forward"><l>10</l><comment w="216.66666666666668" collapsed="true">move to a new location without drawing</comment></block><block s="changePenHSVA"><l><option>brightness</option></l><l>-17</l><comment w="231.66666666666668" 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 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! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>