<snapdata remixID="14566527"><project name="[Vela_Kevin]-U1L4-Polygons" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="[Vela_Kevin]-U1L4-Polygons"><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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</pentrails><costumes><list 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="2.2737367544323206e-13" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" 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="14" y="10.000000000000014"><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="14" y="40.66666666666668"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="14" 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="291.33333333333326" y="110.99999999999994"><block s="clear"><comment w="80" collapsed="false">Script A1</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="10" y="130.1666666666667"><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="561.3333333333335" y="117.99999999999994"><block s="clear"><comment w="80" collapsed="false">Script A2</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="820.6575520833334" y="116.99999999999994"><block s="clear"><comment w="80" collapsed="false">Script A3</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="1136.9817708333342" y="122.99999999999994"><block s="clear"><comment w="80" collapsed="false">Script A4</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="10" y="351.0000000000003"><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><script x="1410.305989583334" y="122"><block s="clear"><comment w="80" collapsed="false">Script A5</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="[Vela_Kevin]-U1L4-Polygons" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"></media></snapdata>