<snapdata remixID="14958410"><project name="U1L3-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="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" 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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="2"><sprite name="Sprite" idx="1" x="0" y="400" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" 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>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>6</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></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-59.22147477075305" y="-33.0983005625049" heading="36" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="186,255,60,1" pen="tip" id="109"><costumes><list struct="atomic" id="110"></list></costumes><sounds><list struct="atomic" id="111"></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>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>6</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>186,255,60,1</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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>