<snapdata remixID="14980786"><project name="angles 2" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="angles 2"><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="7.401421911853049" y="7.401421911853902" heading="318" 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="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="40.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" 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="11.666666666666657" y="440"><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="50.66666666666666" y="292.5"><block s="forward"><l>-100</l></block></script><script x="589.6666666666666" y="264.5"><block s="forward"><l>-100</l></block></script><script x="32.66666666666666" y="140.66666666666666"><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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="299.66666666666663" y="184.66666666666669"><block s="clear"></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>6</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="angles 2" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>