<snapdata remixID="9286741"><project name="U1O5- triangle balls" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="1" 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 id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="134.3394109087808" y="80.47880110722531" heading="35" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="188.70000000000005,0,255,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="10" y="915" w="516.6666666666666" collapsed="true">Now, invent some artwork of your own. </comment><comment x="10" y="947" w="236.3333343333333" collapsed="true">SCRIPT 3: Click. Then modify. Experiment.</comment><comment x="10" y="979" 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><comment x="10" y="1045" 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><script x="10" y="1123"><block s="down"></block><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="394" y="136"><block s="receiveGo"></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="setColor"><color>240,0,72,1</color></block><block s="setHeading"><l>0</l></block><block s="gotoXY"><l>0</l><l>-200</l></block><block s="setPenHSVA"><l><option>hue</option></l><l>100</l></block><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>true</bool></l></custom-block><block s="doSetVar"><l>color</l><l>0</l></block><custom-block s="for %upvar = %n to %n %cs"><l>i</l><l>10</l><l>1</l><script><block s="setPenHSVA"><l><option>hue</option></l><block s="reportSum"><l>160</l><block var="color"/></block></block><block s="setSize"><block s="reportProduct"><block var="i"/><l>40</l></block></block><block s="forward"><block s="reportProduct"><block var="i"/><l>10</l></block></block><block s="forward"><block s="reportProduct"><block var="i"/><l>-10</l></block></block><block s="up"></block><block s="forward"><l>20</l></block><block s="down"></block><block s="doChangeVar"><l>color</l><l>4</l></block></script></custom-block><block s="up"></block><block s="gotoXY"><l>-120</l><l>60</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, steps: %n color: %n size: %n"><l>50</l><l>79</l><l>200</l></custom-block><block s="gotoXY"><l>120</l><l>60</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, steps: %n color: %n size: %n"><l>50</l><l>79</l><l>200</l></custom-block></script></scripts></sprite><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"/><watcher var="color" style="normal" x="10" y="10" color="243,118,29" 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>0</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="125.46666666666664" 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><variable name="color"><l>40</l></variable></variables></project><media name="U1O5- triangle balls" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>