<snapdata remixID="12720349"><project name="Lee_Luna-2020 - U1L3-AngleExperiments2" app="Snap! 9.0, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="Lee_Luna-2020 - 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><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="47"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="48"></list></costumes><sounds><list struct="atomic" id="49"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-98.768834059514" y="-15.64344650402262" heading="261" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" pen="tip" id="54"><costumes><list struct="atomic" id="55"></list></costumes><sounds><list struct="atomic" id="56"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" 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="10" y="40.66666666666663"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="10" y="74.66666666666663"><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="10" y="108.66666666666657"><block s="clear"><comment w="80" 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="forward"><l>-100</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="10" y="279.0000000000001"><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>135,255,193,1</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="266.33333333333337" y="128"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>8</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>8</l></block></block></script></block></script><script x="95.33333333333337" y="519.8333333333337"><block s="clear"><comment w="80" 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="316.33333333333337" y="658.6666666666667"><block s="clear"><comment w="80" 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="456.33333333333337" y="730.5000000000002"><block s="forward"><l>-100</l></block></script><script x="334" y="481.66666666666674"><block s="clear"><comment w="80" 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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lee_Luna-2020 - U1L3-AngleExperiments2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>