<snapdata remixID="11558914"><project name="Darley AngleExperiments  2" 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="Darley AngleExperiments  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><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="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="-4.547473508864641e-13" y="2.2737367544323206e-13" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="9,19,0,1" 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="74.66666666666669"><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="16.666666666666657" y="108.66666666666669"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>25</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>25</l></block></block></script></block></script><script x="16.666666666666657" y="279"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>255,249,244,1</color></block><block s="setSize"><l>5</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>9,19,0,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>1</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="Darley AngleExperiments  2" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>