<snapdata remixID="12188494"><project name="sun" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="sun"><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" 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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="4.669914146243173" y="26.379436325348735" heading="78" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,244,31,1" 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="151.66666666666663" y="37"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><block s="clear"><comment w="68.5" 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>6</l></block></block></script></block><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">visiom?</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="727" y="45"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block></script><script x="711" y="184.66666666666669"><block s="doRepeat"><l>3</l><script><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="1099" y="136.66666666666669"><block s="forward"><l>-100</l></block></script><script x="672" y="345.6666666666667"><block s="clear"></block></script><script x="672" y="394.5"><block s="doRepeat"><l>60</l><script><block s="setColor"><color>255,244,31,1</color></block><block s="setSize"><l>10</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>242,255,46,1</color><comment w="275.2718098958335" collapsed="false">so you can see ut easier</comment></block><block s="setSize"><l>.5</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="sun" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>