<snapdata remixID="8682872"><project name="U1L4-AngleExperiments2" app="Snap! 5.1, 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" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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="79.73017604750748" y="-32.324153517721186" heading="72" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="250,150,0,1" 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="30" y="10.000000000000014"><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="30" 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="30" y="74.66666666666669"><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="30" y="108.66666666666663"><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="227.33333333333331" y="157"><block s="clear"><comment w="68.5" 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="55" y="408.0000000000002"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>71,184,0,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>.2</l></block><block s="setColor"><color>250,150,0,1</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="78" y="297.66666666666663"><block s="clear"><comment w="68.5" 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="369.33333333333326" y="98"><block s="clear"><comment w="68.5" collapsed="true">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="381" y="318.66666666666663"><block s="clear"><comment w="68.5" 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><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="U1L4-AngleExperiments2" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>