<snapdata remixID="14980714"><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="91.35454576425968" y="40.67366430758045" heading="66" 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="30" 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="30" 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="30" 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="30" y="108.66666666666666"><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><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="30" 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="512.3333333333334" y="121"><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><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="504.33333333333337" y="389.33333333333337"><block s="clear"></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>