<snapdata remixID="9046783"><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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</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><sprite name="Sprite" idx="1" x="-99.99999999999773" y="75" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="0,255,255,1" 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="12" y="10"><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></script><script x="12" y="159.16666666666674"><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>true</bool></l></custom-block><block s="setSize"><l>30</l></block><block s="forward"><l>100</l></block></script><script x="12" y="296.19999999999993"><block s="gotoXY"><l>0</l><l>0</l></block><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></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="259" y="188.00000000000006"><block s="down"></block></script><script x="406" y="56.00000000000017"><block s="receiveGo"></block><block s="clear"></block><block s="hide"></block><block s="gotoXY"><l>-210</l><l>-180</l></block><block s="doBroadcast"><l>Meet</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>35</l></block><custom-block s="Sphere"></custom-block><block s="setHeading"><l>-35</l></block><custom-block s="Sphere"></custom-block><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>true</bool></l></custom-block><block s="gotoXY"><l>0</l><l>-180</l></block><block s="setHeading"><l>0</l></block><custom-block s="Spheres"></custom-block><block s="gotoXY"><l>-300</l><l>75</l></block><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>true</bool></l></custom-block><block s="setHeading"><l>90</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><custom-block s="Triangles"></custom-block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="100.00000000002501" y="75" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="203.99999999999994,255,0,1" pen="tip" id="112"><costumes><list struct="atomic" id="113"></list></costumes><sounds><list struct="atomic" id="114"></list></sounds><blocks></blocks><variables></variables><scripts><script x="89" y="126"><block s="receiveMessage"><l>Meet</l></block><block s="hide"></block><custom-block s="Meeting Spheres"></custom-block><block s="setHeading"><l>35</l></block><custom-block s="Sphere"></custom-block><block s="doWait"><l>8</l></block><custom-block s="Opposite triangle"></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>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><block-definition s="Meeting Spheres" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>210</l><l>-180</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>-35</l></block><block s="doRepeat"><l>4</l><script><custom-block s="sphere, steps: %n color: %n size: %n"><l>25</l><block s="reportProduct"><block s="reportRandom"><l>1</l><l>30</l></block><l>10</l></block><l>150</l></custom-block></script></block></script></block-definition><block-definition s="Sphere" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>4</l><script><custom-block s="sphere, steps: %n color: %n size: %n"><l>25</l><block s="reportProduct"><block s="reportRandom"><l>1</l><l>30</l></block><l>10</l></block><l>150</l></custom-block></script></block></script></block-definition><block-definition s="Spheres" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="sphere, steps: %n color: %n size: %n"><l>240</l><block s="reportProduct"><block s="reportRandom"><l>1</l><l>30</l></block><l>10</l></block><l>255</l></custom-block></script></block-definition><block-definition s="Triangles" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="sphere, steps: %n color: %n size: %n"><l>270</l><block s="reportProduct"><block s="reportRandom"><l>1</l><l>30</l></block><l>10</l></block><l>270</l></custom-block></script></block-definition><block-definition s="Opposite triangle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>300</l><l>75</l></block><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>true</bool></l></custom-block><block s="setHeading"><l>-90</l></block><custom-block s="Triangles"></custom-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>