<snapdata remixID="12720235"><project name="[Ye_Rawlins]-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="[Ye_Rawlins]-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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B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script><script x="8" y="91.38461538461539"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="down"><comment w="234.3333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</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>5</l></block></block></script></block></script><script x="344.12913752913755" y="90.18741258741302"><block s="clear"></block><block s="down"><comment w="234.3333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block 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