<snapdata remixID="14563345"><project name="[Moore_Janesse]-U1L4-Polygons2" 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="[Moore_Janesse]-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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</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="8.503111251070777" y="80.90169943749504" heading="72" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" 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="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="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="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>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></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="385" y="89"><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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block></script></block></script><script x="605" y="137.16666666666669"><block s="clear"></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="795" y="297.1666666666667"><block s="clear"></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="[Moore_Janesse]-U1L4-Polygons2" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"></media></snapdata>