<snapdata remixID="14563250"><project name="[Baker_Sullivan]-U1L4-Polygons-2" 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="[Baker_Sullivan]-U1L4-Polygons-2"><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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</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="3.410605131648481e-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="30" 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="30" 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="30" 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="30" y="279.0000000000001"><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><script x="585.3333333333334" y="125"><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="352" y="117.6666666666666"><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="601.3333333333334" y="337"><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="447.33333333333337" y="497"><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><script x="166.33333333333334" y="115"><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="56.33333333333334" y="131"><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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="[Baker_Sullivan]-U1L4-Polygons-2" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"></media></snapdata>