<snapdata remixID="13597780"><project name="U1L3-AngleExperiments2" app="Snap! 10, 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"><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" 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s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><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><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><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><script x="241.66666666666663" y="189"><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>103,82,255,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here? It’s useful here because it shows you how it draws 60 branch’s and shows how it behaves like a second hand clock.</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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>