<snapdata remixID="14161032"><project name="Angle Experiments 2" app="Snap! 10.4.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Angle Experiments 2"><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="49.999999999999545" y="86.60254037844442" heading="30" 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="31.666666666666657"><block s="setHeading"><l>90</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="65.66666666666666"><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="453.66666666666663" y="82.83333333333331"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><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="766" y="95"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><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="907" y="333"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><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><script x="744" y="452.66666666666674"><block s="forward"><l>-100</l></block></script><script x="65.66666666666663" y="279.1666666666667"><block s="down"></block><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? You cant see the program. </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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Angle Experiments 2" app="Snap! 10.4.0, https://snap.berkeley.edu" version="2"></media></snapdata>