<snapdata remixID="10761843"><project name="222" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="85.14109576579858" y="-13.739775592601575" heading="42" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></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="40.66666666666691"><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="74.66666666666748"><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="99.66666666666663" y="211.666666666667"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>70</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>0</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>0</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script></block></script><script x="406" y="220.6666666666637"><block s="clear"></block></script><script x="402" y="262.6666666666637"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="398" y="317.6666666666637"><block s="down"></block></script></scripts></sprite></sprites></stage><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><variables></variables></project><media name="222" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>