<snapdata remixID="13682140"><project name="[krivokapic_livia]-U1L4-Polygons2" 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="[krivokapic_livia]-U1L4-Polygons2"><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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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>360</l><l>3</l></block></block></script></block></script><script x="504.8211382113821" y="896.5474254742547"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></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="doWait"><l>.5</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="[krivokapic_livia]-U1L4-Polygons2" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>