<snapdata remixID="14566683"><project name="Patricia Zheng - 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="Patricia Zheng - 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="55.953172359940254" y="-1.0687022900746115" heading="240" 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="19" 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="19" 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="19" 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="19" 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="484.0000000000001"><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="254.33333333333337" y="110"><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="489.33333333333337" y="106"><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="727" y="104.49999999999994"><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="725" y="300.33333333333326"><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="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="483.65755208333337" y="297"><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="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="621" y="472.1666666666665"><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Patricia Zheng - U1L4 - Polygons2" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"></media></snapdata>