<snapdata remixID="12720298"><project name="[Bai_Siwei]-U1L4-Polygons2" 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="[Bai_Siwei]-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><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="2.7911690817747967" y="-8.18523992661892" heading="72" 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="261" y="124"><block s="doRepeat"><l>5</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="489" y="120"><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="555" y="286"><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="569" y="454"><block s="doRepeat"><l>3</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>3</l></block></block></script></block></script><script x="427" y="555"><block s="forward"><l>-100</l></block></script><script x="363" y="285"><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><script x="296" y="429"><block s="forward"><l>-100</l></block></script><script x="16.666666666666657" y="35.833333333333286"><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="32.66666666666663" y="102.33333333333343"><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="30.66666666666663" y="153.33333333333343"><block s="down"></block><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>6</l></block></block></script></block></script><script x="173.66666666666663" y="71.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="27.666666666666657" y="359.0000000000001"><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>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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="[Bai_Siwei]-U1L4-Polygons2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>