<snapdata remixID="9187761"><project name="U1L3-AngleExperiments2" app="Snap! 5.4, http://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" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="272.25624520175415" y="-18.104860921666898" heading="66" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="46,7,0,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.666666666666657" 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="16.666666666666657" y="40.666666666666686"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" 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="16.666666666666657" y="108.66666666666663"><block s="clear"><comment w="68.5" collapsed="false">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="16.666666666666657" y="279.00000000000006"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>46,7,0,1</color></block><block s="setSize"><l>5</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></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><comment x="156.66666766666663" y="420.00000100000005" w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></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! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>