<snapdata remixID="13569128"><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" 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="-9.094947017729282e-13" y="2.2737367544323206e-13" heading="120" 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="18.666666666666657" 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="18.666666666666657" y="40.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="18.666666666666657" y="74.66666666666666"><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="18.666666666666657" y="108.66666666666666"><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>6</l></block></block></script></block></script><script x="18.666666666666657" y="289.5"><block s="clear"><comment w="68.5" collapsed="false">Script A 5 branches</comment></block><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="10" y="666"><block s="clear"><comment w="68.5" collapsed="false">Script A 3 branches</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="16.666666666666657" y="482.33333333333337"><block s="clear"><comment w="68.5" collapsed="false">Script A 8 branches</comment></block><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="323" y="600.8333333333334"><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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>