<snapdata remixID="12226874"><project name="Angle Experiments 2-BB" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Angle Experiments 2-BB"><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><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="47"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="48"></list></costumes><sounds><list struct="atomic" id="49"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-141.42135623730974" y="1.9895196601282805e-13" heading="135" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" pen="tip" id="54"><costumes><list struct="atomic" id="55"></list></costumes><sounds><list struct="atomic" id="56"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.666666666666657" 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="16.666666666666657" y="40.666666666666686"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="74.66666666666663"><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="13" y="556"><block s="clear"><comment w="68.5" collapsed="false">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="238" y="562"><block s="clear"><comment w="68.5" collapsed="false">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="463" y="564"><block s="clear"><comment w="68.5" collapsed="false">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="684" y="573"><block s="clear"><comment w="68.5" collapsed="false">b. </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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="921" y="576"><block s="clear"><comment w="68.5" collapsed="false">c.</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="532.6666666666666" y="198.00000000000006"><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="17.66666666666663" y="122.66666666666663"><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>6</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Angle Experiments 2-BB" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>