<snapdata remixID="12730538"><project name="Stoddart Alexa-U1L4-Polygons version 2" 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="Stoddart Alexa-U1L4-Polygons version 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><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="-4.092726157978177e-12" y="1.9326762412674725e-12" heading="0" 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="16.666666666666657" 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="16.666666666666657" 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="16.666666666666657" 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="16.666666666666657" y="108.6666666666666"><block s="clear"><comment w="80" collapsed="true">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="16.666666666666657" 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>0</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="440" y="82"><block s="clear"><comment w="80" collapsed="true">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="618" y="88"><block s="clear"><comment w="80" collapsed="true">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="235" y="109.16666666666666"><block s="clear"></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="559" y="363"><block s="clear"><comment w="80" collapsed="true">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="373" y="488"><block s="clear"><comment w="80" collapsed="true">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="Stoddart Alexa-U1L4-Polygons version 2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>