<snapdata remixID="10060592"><project name="U1L3-AngleExperiments2" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" scheduled="false" 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</pentrails><costumes><list 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s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block></script><script x="111.66666666666663" y="143.99999999999991"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="clear"><comment w="68.5" 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="12.666666666666657" y="301.16666666666674"><block s="down"></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>83,113,255,1</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="380" y="220.66666666666666"><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="296.66666666666663" y="241.00000000000003"><block s="clear"></block></script></scripts></sprite></sprites></stage><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><variables></variables></project><media name="U1L3-AngleExperiments2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>