<snapdata remixID="12720455"><project name="[Shapiro_Hazel]-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="[Shapiro_Hazel]-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="-14.00000000000091" y="-8.999999999999602" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" 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="251.33333333333334" y="107"><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="559.3333333333334" y="84"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>8</l><script><block s="down"></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>8</l></block></block></script></block></script><script x="548.3333333333334" y="280.66666666666663"><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="305.33333333333337" y="474"><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="36.33333333333334" y="542"><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="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="12" y="314.49999999999994"><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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="[Shapiro_Hazel]-U1L4-Polygons2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>