<snapdata remixID="14568370"><project name="kyle Hughes - 2020 - U1L3-AngleExperiments2 (starter)" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="kyle Hughes - 2020 - U1L3-AngleExperiments2 (starter)"><notes></notes><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><primitives></primitives><stage 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" id="48"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="2.8421709430404007e-13" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" pen="tip" id="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="18" 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="18" y="40.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="18" y="74.66666666666666"><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="18" y="108.66666666666657"><block s="clear"><comment w="80" collapsed="true">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="10" y="504.33333333333326"><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>255,254,250,1</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="18.333333333333343" y="301.99999999999994"><block s="clear"><comment w="80" collapsed="true">Script A.</comment></block><block s="doRepeat"><l>8</l><script><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><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="238.33333333333337" y="114"><block s="clear"><comment w="80" collapsed="true">Script A.</comment></block><block s="doRepeat"><l>6</l><script><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><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="239.33333333333337" y="309.99999999999994"><block s="clear"><comment w="80" collapsed="true">Script A.</comment></block><block s="doRepeat"><l>3</l><script><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><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="460" y="176"><block s="clear"><comment w="80" collapsed="true">Script A.</comment></block><block s="doRepeat"><l>3</l><script><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><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="455" y="362.99999999999994"><block s="clear"><comment w="80" collapsed="true">Script A.</comment></block><block s="doRepeat"><l>4</l><script><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><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><variables></variables></scene></scenes></project><media name="kyle Hughes - 2020 - U1L3-AngleExperiments2 (starter)" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"></media></snapdata>