<snapdata remixID="8550265"><project name="U1-project-modeling-artLauren.xml" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>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="71.99999999999989" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,244.79999999999998,0,1" 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="200" y="45"><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>200</l></block><block s="turn"><l>90</l></block><block s="forward"><l>150</l></block><block s="down"></block><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>false</bool></l><comment w="290.16666666666674" collapsed="true">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="up"></block><block s="setHeading"><l>90</l></block><block s="forward"><l>400</l></block><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="up"></block><block s="setHeading"><l>-90</l></block><block s="forward"><l>250</l></block><block s="setHeading"><l>0</l></block><block s="forward"><l>230</l></block><block s="down"></block><block s="setHeading"><l>180</l></block><block s="forward"><l>150</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>16</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-artLauren.xml" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>