<snapdata remixID="12735648"><project name="[Akcinar_Emily]-U1L4-Polygons2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="[Akcinar_Emily]-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><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" id="47"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="48"></list></costumes><sounds><list struct="atomic" id="49"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-4.547473508864641e-13" y="4.547473508864641e-13" heading="150" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,14,170,1" pen="tip" id="54"><costumes><list struct="atomic" id="55"></list></costumes><sounds><list struct="atomic" id="56"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" 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="10" 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="10" 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="10" 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="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>255,14,170,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>3.5</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="328.33333333333337" y="104.16666666666666"><block s="clear"></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="530.3333333333334" y="103.16666666666663"><block s="clear"></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="549.3333333333334" y="285.16666666666663"><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="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="364.33333333333337" y="466.16666666666663"><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><script x="569.3333333333334" y="488.16666666666663"><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="229" y="233.16666666666669"><block s="down"></block><block s="setColor"><color>255,61,158,1</color></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="[Akcinar_Emily]-U1L4-Polygons2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>