<snapdata remixID="14161632"><project name="U1L3-AngleExperiments2" app="Snap! 10.4.2, 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" id="48"><pentrails>data:image/png;base64,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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="0" y="7.748230725043201e-13" heading="36" 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="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="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</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="28" y="362"><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="444" y="284.33333333333337"><block s="doGotoObject"><l><option>center</option></l></block></script><script x="621" y="357.66666666666674"><block s="forward"><l>-100</l></block></script><script x="407" y="58"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</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="771" y="130"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</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="791" y="356.6666666666667"><block s="forward"><l>-100</l></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-94.00000000000001" y="49.99999999999999" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="37.12799999999997,0,142.8,1" pen="tip" id="149"><costumes><list struct="atomic" id="150"></list></costumes><sounds><list struct="atomic" id="151"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 10.4.2, https://snap.berkeley.edu" version="2"></media></snapdata>