<snapdata remixID="13690107"><project name="2020 - U1L3-AngleExperiments2 (starter)" 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="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 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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="108.66666666666661"><block s="clear"><comment w="80" 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>6</l></block></block></script></block></script><script x="16.666666666666657" y="279.00000000000017"><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="344" y="132.00000000000006"><block s="doRepeat"><l>5</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>5</l></block></block></script></block></script><script x="545" y="112.00000000000004"><block s="doRepeat"><l>8</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>8</l></block></block></script></block></script><script x="307" y="575.3333333333333"><block s="clear"></block></script><script x="587" y="337.00000000000006"><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="487" y="498.99999999999983"><block s="doRepeat"><l>3</l><script><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="718" y="280.9999999999999"><block s="doRepeat"><l>4</l><script><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="2020 - U1L3-AngleExperiments2 (starter)" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>