<snapdata remixID="13687328"><project name="[Chen_Alex]-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="[Chen_Alex]-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" 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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="-6.821210263296962e-13" y="1.9895196601282805e-13" heading="303" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="249,246,0,1" 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="32" 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="32" y="40.6666666666668"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="32" y="74.66666666666674"><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="32" y="122.16666666666666"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><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="30" y="535.0000000000006"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>9,10,0,1</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>249,246,0,1</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><script x="277.33333333333337" y="130.83333333333303"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>6</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>5</l></block></block></script></block></script><script x="59.33333333333337" y="310.83333333333303"><block s="clear"><comment w="80" 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="346.33333333333337" y="316.83333333333303"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>6</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>3</l></block></block></script></block></script><script x="265.33333333333337" y="436.83333333333303"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></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="147" y="498.1666666666672"><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="[Chen_Alex]-U1L4-Polygons2" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>