<snapdata remixID="13581267"><project name="U1L3-AngleExperiments3" 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-AngleExperiments3"><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="86.60254037844334" y="-49.999999999999886" heading="180" 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="20"><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="50.66666666666666"><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="84.66666666666666"><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="118.66666666666666"><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="289"><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="531" y="10"><block s="clear"><comment w="68.5" collapsed="false">Script A.</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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="301" y="144.99999999999997"><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="569" y="191.8333333333333"><block s="forward"><l>-100</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments3" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>