<snapdata remixID="8742401"><project name="U1L3-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="-2.2737367544323206e-13" y="4.263256414560601e-13" heading="54" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,74,51,1" 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="10.000000000000014"><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="16.666666666666657" y="40.6666666666667"><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="74.66666666666671"><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="108.66666666666671"><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>6</l></block></block></script></block></script><script x="16.666666666666657" y="279.0000000000001"><block s="clear"></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>255,74,51,1</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="227" y="119.00000000000009"><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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="410.000001" y="35.00000100000007"><block s="forward"><l>-100</l></block></script><script x="446" y="109.00000000000009"><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>6</l></block></block></script></block></script><script x="516.000001" y="58.00000100000008"><block s="forward"><l>-100</l></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! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>