<snapdata remixID="11769061"><project name="U1L3-AngleExperiments2" 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="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><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="-74.31448254773977" y="-66.91306063588559" heading="228" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" 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="30" y="20"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333337" collapsed="true">You might (or might not) need this.</comment></block></script><script x="30" y="59"><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="30" y="233.83333333333337"><block s="receiveGo"></block><block s="setColor"><color>0,4,3,1</color></block><block s="up"></block><block s="gotoXY"><l>0</l><l>106</l></block><block s="setHeading"><l>91</l></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>1.89</l></block><block s="turn"><l>1</l></block></script></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="doRepeat"><l>60</l><script><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><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?&#xD;&#xD;For the handle to move each second without leaving past traces</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><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>