<snapdata remixID="13784317"><project name="Experiment 2" app="Snap! 10, 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><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" id="48"><pentrails>data:image/png;base64,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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="-9.094947017729282e-13" y="3.979039320256561e-13" heading="45" 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="13" 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="13" 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="13" 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="10" y="220"><block s="doRepeat"><l>8</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>8</l></block></block></script></block></script><script x="337.33333333333337" y="108.33333333333337"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="setColor"><color>212,0,178,1</color></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></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="418.33333333333337" y="288"><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block></script><script x="80.99999999999997" y="365"><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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Experiment 2" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>