<snapdata remixID="14734346"><project name="U1L3-AngleExperiments2" app="Snap! 11.0.7, https://snap.berkeley.edu" 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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" id="48"><pentrails>data:image/png;base64,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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="279"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>50,36,0,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>90</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>35,27,0,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>2</l></block><block s="forward"><l>-90</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="388.66666666666663" y="100.66666666666666"><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="38" y="116"><block s="doRepeat"><l>4</l><script><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>4</l></block></block></script></block></script><script x="214" y="114"><block s="doRepeat"><l>3</l><script><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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 11.0.7, https://snap.berkeley.edu" version="2"></media></snapdata>