<snapdata remixID="13687233"><project name="[Hu_Jingxin]-U1L4-Polygons2" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="[Hu_Jingxin]-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="0" y="1.1368683772161603e-12" heading="0" 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="31" y="599.1666666666667"><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>3</l></block></block></script></block></script><script x="30.33333333333337" y="395.83333333333246"><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>8</l></block></block></script></block></script><script x="29.33333333333337" y="199.99999999999972"><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>5</l></block></block></script></block></script><script x="25" y="10"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><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="267.9999999999998" y="602"><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="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="489.9999999999998" y="596.6666666666665"><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="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="33" y="795.9999999999999"><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="30" y="1064.8333333333321"><block s="clear"></block><block s="doForever"><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="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script></block></script><script x="282.9999999999998" y="1062.6666666666656"><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="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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="[Hu_Jingxin]-U1L4-Polygons2" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>