<snapdata remixID="14563173"><project name="2020 -  weng colleenU1L3-AngleExperiments2 (starter)" app="Snap! 11.0.3, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="2020 -  weng colleenU1L3-AngleExperiments2 (starter)"><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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s="reportQuotient"><l>360</l><l>6</l></block></block></script><script x="10" y="277.83333333333337"><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>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="263.33333333333337" y="209.5"><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>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="511.33333333333337" y="254.5"><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="252" y="434.16666666666686"><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>132,159,255,1</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="473.33333333333337" y="175.33333333333337"><block s="forward"><l>-100</l></block></script><script x="22.333333333333343" y="474.5000000000001"><block s="down"></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="450.33333333333337" y="444.33333333333337"><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="556.3333333333334" y="207.33333333333337"><block s="forward"><l>-100</l></block></script><script x="523.3333333333334" y="585.3333333333334"><block s="doRepeat"><l>60</l><script></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="156" y="668.3333333333335"><block s="clear"></block></script><script x="34.99999999999997" y="69"><block s="clear"><comment w="80" collapsed="true">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="472.33333333333337" y="668.5"><block s="doForever"><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>.5</l></block><block s="setColor"><color>164,136,255,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>2</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="2020 -  weng colleenU1L3-AngleExperiments2 (starter)" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"></media></snapdata>