<snapdata remixID="13728706"><project name="Lewis - U1L3-AngleExperiments2" 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="Lewis - 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="1"><sprite name="Sprite" idx="1" x="-257.5404426642326" y="13.098300562505557" heading="276" 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="19.333333333333343" y="10"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="19.333333333333343" y="44"><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="19.333333333333343" y="78"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>3</l><script><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><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="33.33333333333334" y="279.33333333333337"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>4</l><script><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><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>6</l></block></block></script></block></script><script x="35" y="487.33333333333337"><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></sprites></stage><variables></variables></scene></scenes></project><media name="Lewis - U1L3-AngleExperiments2" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>