<snapdata remixID="13693386"><project name="[Schwartz_Lila]-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="[Schwartz_Lila]-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="10.452846326764984" y="-99.45218953682684" heading="174" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" 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>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="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>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><script x="299" y="471.16666666666663"><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="615" y="490.16666666666663"><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="768" y="341"><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="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block><block s="doWait"><l>.5</l></block></script></block></script><script x="952" y="537"><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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="[Schwartz_Lila]-U1L4-Polygons2" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>