<snapdata remixID="14561748"><project name="[Latif_george]-U1L4-Polygons2" app="Snap! 11.0.2, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="[Latif_george]-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="66.91306063588718" y="74.31448254773989" heading="42" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="78,61,255,1" 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="74.66666666666674"><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="108.66666666666669"><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="237" y="124.83333333333343"><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="449" y="136.83333333333343"><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="350" y="366.8333333333331"><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>5</l></block></block></script></block></script><script x="246" y="466.8333333333335"><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="258" y="367.3333333333333"><block s="clear"></block></script><script x="64.66666666666663" y="509.9999999999998"><block s="doForever"><script><block s="setColor"><color>78,61,255,1</color></block><block s="setSize"><l>6</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></block></script><script x="88.66666666666663" y="417"><block s="clear"></block><block s="doRepeat"><l>60</l><script></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="[Latif_george]-U1L4-Polygons2" app="Snap! 11.0.2, https://snap.berkeley.edu" version="2"></media></snapdata>