<snapdata remixID="13581164"><project name="tyler 3" 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="tyler 3"><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" 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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="-74.31448254773954" y="66.91306063588604" heading="168" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,231,224,1" 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="40.6666666666666"><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="74.66666666666657"><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="108.66666666666663"><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>3</l></block></block></script></block></script><script x="16.666666666666657" y="278.99999999999994"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>12,8,0,1</color></block><block s="setSize"><l>3</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,231,224,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?It does not show the past lines from the script making it a like a clock</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="291.9999999999999" y="134.00000000000003"><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="399" y="20.999999999999968"><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="tyler 3" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>