<snapdata remixID="14566445"><project name="[Wong_Sofia] - U1L4-Polygons2" app="Snap! 11.0.3, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="[Wong_Sofia] - 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="-4.547473508864641e-13" y="100.00000000000023" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="206,122,255,1" 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="10" 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="10" y="40.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="10" y="74.66666666666666"><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="10" y="108.6666666666666"><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="10" y="279.0000000000001"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>206,122,255,1</color></block><block s="setSize"><l>5</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><script x="247.33333333333343" y="114"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><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="476.33333333333326" y="109"><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="725.3333333333331" y="108"><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="970.6575520833335" y="106"><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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="1214.9817708333333" y="105"><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="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="[Wong_Sofia] - U1L4-Polygons2" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"></media></snapdata>