<snapdata remixID="14559476"><project name="2020 - U1L3-AngleExperiments2 (starter)" app="Snap! 11.0.2, 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" 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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="97.81476007338006" y="20.791169081776076" heading="78" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,67,255,1" 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="43" 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="27" y="69.83333333333334"><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="90" y="34.83333333333334"><block s="setHeading"><l>90</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="13.666666666666629" y="109.66666666666669"><block s="clear"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l><comment w="80" collapsed="false">Script A.</comment></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="242" y="99.33333333333334"><block s="clear"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l><comment w="80" collapsed="false">Script A.</comment></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="499" y="88.16666666666669"><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l><comment w="80" collapsed="false">Script A.</comment></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="577" y="231.33333333333337"><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l><comment w="80" collapsed="false">Script A.</comment></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="507" y="389.33333333333337"><block s="clear"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l><comment w="80" collapsed="false">Script A.</comment></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="17.66666666666663" y="291.33333333333337"><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>31,67,255,1</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>51,255,64,1</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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="2020 - U1L3-AngleExperiments2 (starter)" app="Snap! 11.0.2, https://snap.berkeley.edu" version="2"></media></snapdata>