<snapdata remixID="13530612"><project name="U1L3-AngleExperiments2" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-AngleExperiments2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><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;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        return;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        return;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        return;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        return;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        return;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        return;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        return;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        return;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) return;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        return;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;            if (ScriptsMorph.prototype.enableKeyboard) {&#xD;                ide.removeSetting(&apos;keyboard&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;keyboard&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;            if (List.prototype.enableTables) {&#xD;                ide.removeSetting(&apos;tables&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;tables&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;                if (TableMorph.prototype.highContrast) {&#xD;                    ide.saveSetting(&apos;tableLines&apos;, true);&#xD;                } else {&#xD;                    ide.removeSetting(&apos;tableLines&apos;);&#xD;                }&#xD;        return;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        return;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        return;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        return;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        return;&#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;        return;&#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;        return;&#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;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        return;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        return;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        return;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        return;&#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;        return;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        return;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition></blocks><primitives></primitives><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" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="48"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-3.452806332087972e-13" y="2.5896047490659787e-13" heading="240" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" pen="tip" id="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block></script><script x="10" y="40.666666666666686"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="10" y="74.66666666666663"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="10" y="108.66666666666663"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block></script></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block><block s="clear"></block></script><script x="239.33333333333297" y="108"><block s="clear"><comment w="68.5" collapsed="false">5 branches</comment></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="478.33333333333394" y="107"><block s="clear"><comment w="68.5" collapsed="false">8 branches</comment></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block></script></block></script><script x="733.3333333333339" y="111"><block s="clear"><comment w="68.5" collapsed="false">3 branches</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="10.999999999999943" y="423.83333333333337"><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,4,3,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,254,250,1</color><comment 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s="forward"><l>-100</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>