<snapdata remixID="14980756"><project name="AngleExperiments2" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="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" 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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="-4.547473508864641e-13" y="3.410605131648481e-13" heading="252" 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="16.666666666666657" 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="16.666666666666657" y="40.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="74.66666666666666"><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="16.666666666666657" y="108.66666666666666"><block s="clear"><comment w="68.5" collapsed="false">Script A.</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="16.666666666666657" y="279"><block s="clear"></block><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 w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script><comment w="358.8333333333333" collapsed="false">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script><script x="661" y="138"><block s="clear"><comment w="68.5" collapsed="false">Script A.</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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="962" y="137"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="AngleExperiments2" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>