<snapdata remixID="13690751"><project name="Rendon_Eleanor-U1L4-Polygons2" app="Snap! 10, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="Rendon_Eleanor-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="223,0,34,1" 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="16.666666666666657" 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="16.666666666666657" 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="16.666666666666657" 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="16.666666666666657" 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="16.666666666666657" 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>46,46,46,1</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="267" y="145"><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="407" y="14.333333333333371"><block s="clear"></block></script><script x="536" y="235"><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="467" y="61"><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="534" y="407"><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="380" y="473"><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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Rendon_Eleanor-U1L4-Polygons2" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>