<snapdata remixID="8543301"><project name="Unit 1: Lab 3 - Angle Experiments 2" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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="-6.821210263296962e-13" y="3.979039320256561e-13" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="5.000000000000011,255,235.99999999999997,1" 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="13.666666666666657" y="94.66666666666661"><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="329" y="93.99999999999999"><block s="clear"><comment w="68.5" collapsed="false">Script A. Duplicate</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><script x="358.000001" y="245.000001"><block s="forward"><l>-100</l></block></script><script x="390" y="10"><block s="clear"></block></script><script x="209.66666766666663" y="264.0000010000001"><block s="setColor"><color>218,194,255,1</color><comment w="275.83333333333337" collapsed="false">Why is this change in pen color and size useful here?&#xD;You can still see where the hand waswith the lighter color but can still see the bold second hand.</comment></block><block s="setPenHSVA"><l><option>hue</option></l><l>100</l></block><block s="setColor"><color>0,4,3,1</color></block></script><script x="18.666666666666657" y="262.00000000000006"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block><block s="up"></block><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><block s="doWait"><l>0.1</l></block><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="setColor"><color>5,255,236,1</color></block><block s="doRepeat"><l>60</l><script><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>0.1</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="setSize"><l>1</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></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="Unit 1: Lab 3 - Angle Experiments 2" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>