<snapdata remixID="14161010"><project name="U1L3-AngleExperiments2   ws" app="Snap! 10.4.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-AngleExperiments2   ws"><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="-4.547473508864641e-13" y="2.2737367544323206e-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="33.33333333333337" y="24.666666666666657"><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="33.33333333333337" y="123.33333333333331"><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>3</l></block></block></script></block></script><script x="33.33333333333337" y="293.66666666666663"><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="56.33333333333334" y="58.333333333333314"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="10" y="89.33333333333331"><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="451.33333333333337" y="10"><block s="clear"></block></script><script x="825.3333333333334" y="73"><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="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="U1L3-AngleExperiments2   ws" app="Snap! 10.4.0, https://snap.berkeley.edu" version="2"></media></snapdata>