<snapdata remixID="12707780"><project name="Experiment 2" 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="Experiment 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" id="47"><pentrails>data:image/png;base64,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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="118.82172611726855" y="-6.082689903993327" heading="82" 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="27.00000000000003" y="84.16666666666663"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><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>720</l><l>6</l></block></block></script></block></script><script x="34.00000000000003" y="10"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><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="352.3333333333333" y="84.16666666666686"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><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>720</l><l>6</l></block></block></script></block></script><script x="30" y="544.3333333333335"><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="32.33333333333337" y="288.0000000000001"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="clear"><comment w="68.5" collapsed="false">Script A.</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>540</l><l>6</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Experiment 2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>