<snapdata remixID="12580993"><project name="experiment3" 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="experiment3"><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="-58.77852522924786" y="-80.90169943749453" heading="216" 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="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="40.66666666666664"><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="74.6666666666667"><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="108.6666666666667"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>6</l><script><block s="down"></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block><block s="doWait"><l>.5</l></block></script></block></script><script x="16.666666666666657" y="279.0000000000001"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,4,3,1</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>1,0,102,1</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></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="experiment3" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>