<snapdata remixID="8572024"><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="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><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"/><watcher scope="Sprite(2)" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite(2)" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><sprite name="Sprite" idx="1" x="12" y="174" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="25.999999999999986,145,145,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="13" 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="13" 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>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="13" 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>false</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><comment x="11" y="673.1666666666667" w="516.6666666666666" collapsed="true">Now, invent some artwork of your own. </comment><script x="243" y="263.9999999999999"><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="15" y="169.9999999999999"><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>false</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="33" y="673"><block s="setColor"><color>145,26,68,1</color></block><block s="setPenHSVA"><l><option>hue</option></l><l>0</l></block><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>false</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="clear"></block><block s="doRepeat"><l>10</l><script><block s="forward"><block s="reportRandom"><l>20</l><l>100</l></block></block><block s="turn"><l>90</l></block><block s="doWait"><l>0.3</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block></script></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-58.72714310915035" y="28.02279782052102" heading="170" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="25.999999999999986,145,145,1" pen="tip" id="116"><costumes><list struct="atomic" id="117"></list></costumes><sounds><list struct="atomic" id="118"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>false</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="setColor"><color>145,26,68,1</color></block><block s="setSize"><l>3</l></block><block s="setPenHSVA"><l><option>hue</option></l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>150</l><script><block s="forward"><block s="reportRandom"><l>50</l><l>200</l></block></block><block s="turn"><block s="reportRandom"><l>80</l><l>100</l></block></block><block s="doWait"><l>0.3</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block></script></block></script><script x="404" y="286"><block s="receiveCondition"><block s="reportGreaterThan"><block s="xPosition"></block><l>215</l></block></block><block s="setHeading"><l>-90</l></block><block s="forward"><l>100</l></block></script><script x="402" y="407"><block s="receiveCondition"><block s="reportGreaterThan"><block s="yPosition"></block><l>160</l></block></block><block s="setHeading"><l>180</l></block><block s="forward"><l>100</l></block></script><script x="397" y="494"><block s="receiveCondition"><block s="reportGreaterThan"><l>-160</l><block s="yPosition"></block></block></block><block s="setHeading"><l>0</l></block><block s="forward"><l>100</l></block></script><script x="324" y="26"><block s="receiveCondition"><block s="reportLessThan"><block s="xPosition"></block><l>-215</l></block></block><block s="setHeading"><l>90</l></block><block s="forward"><l>100</l></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>