<snapdata remixID="13690890"><project name="[Amin Nazib] U1L4 Polygons 2" app="Snap! 10, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="[Amin Nazib] U1L4 Polygons 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><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="-4.547473508864641e-13" y="2.5579538487363607e-13" heading="132" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="250,153,0,1" 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="20" 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="20" y="45.833333333333144"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>5</l><script><block s="up"></block><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="20" y="238.5000000000001"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="20" y="277.5000000000001"><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="33" y="556.3333333333338"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="down"></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"><l>120</l></block></script></block></script><script x="299" y="566.3333333333338"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="down"></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"><l>90</l></block></script></block></script><script x="25" y="367.50000000000034"><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>6</l></block></block></script></block></script><script x="305" y="365.9999999999998"><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>6</l></block></block></script></block></script><script x="583" y="374.66666666666765"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="down"></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"><l>120</l></block></script></block></script><script x="40" y="786.833333333333"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="down"></block><block s="setColor"><color>40,40,40,1</color></block><block s="setSize"><l>3</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>40,40,40,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>4</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="324.33333333333337"><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="[Amin Nazib] U1L4 Polygons 2" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>