<snapdata remixID="12528211"><project name="2.1 XML 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="2.1 XML 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="-4.547473508864641e-13" y="5.684341886080801e-13" heading="0" 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="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="40.66666666666665"><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>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>360</l><l>3</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>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>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><script x="82" y="526.9999999999999"><block s="clear"><comment w="68.5" collapsed="false">Script A copy</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="26" y="628.9999999999999"><block s="clear"><comment w="68.5" collapsed="false">Script A second copy</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="2.1 XML 2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>