<snapdata remixID="12565299"><project name="U1L3-AngleExperiments2" app="Snap! 9.0, 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="-86.60254037844379" y="-49.999999999999886" heading="180" 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="10" 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="10" 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="10" 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="40.8977355957031" y="111.56629435221353"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block></script><script x="357.89119466145837" y="17.069122314453125"><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l><comment w="90" collapsed="false">Removed -100 Steps from the 3 branch..</comment></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="42.8977355957031" y="152.39962768554688"><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>3</l></block></block></script></block></script><script x="195.1966451009115" y="128.95492553710938"><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l><comment w="90" collapsed="false">Removed -100 from 4 branch.</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="64.09602355957031" y="301.2970886230469"><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="true">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>3</l><comment w="90" collapsed="true">The pen color/size is useful here because it allows you to have the visual of a clock, because as the hand goes on a cloc t just doesn&apos;t leave a trail behind, it moves to the next without leavinga trail</comment></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="true">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! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>