<snapdata remixID="13689685"><project name="[Avalos_Joshua]-U1L4-Polygons2" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="[Avalos_Joshua]-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" id="48"><pentrails>data:image/png;base64,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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="2.2737367544323206e-13" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="36,210,255,1" 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="17.942057291666657" 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="17.942057291666657" 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="17.942057291666657" y="74.66666666666667"><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="17.942057291666657" y="108.66666666666663"><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="11.942057291666657" y="469.0000000000003"><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>36,210,255,1</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><script x="534.275390625" y="36.16666666666663"><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="389.275390625" y="91.16666666666661"><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="250.94205729166663" y="158.66666666666657"><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="119.275390625" y="267.16666666666663"><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="447" y="304"><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="[Avalos_Joshua]-U1L4-Polygons2" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>