<snapdata remixID="13584891"><project name="design" app="Snap! 10, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="design"><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="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="20,11,0,1" pen="tip" id="55"><costumes><list id="56"><item><ref mediaID="Sprite_cst_download"></ref></item></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="175.16666666666663"><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>151,17,255,1</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="68.33333333333337" y="458.66666666666697"><block s="up"></block><block s="gotoXY"><l>0</l><l>100</l></block><block s="down"></block></script><script x="922.9999999999995" y="13.833333333333258"><block s="receiveMessage"><l>Go</l><list></list></block><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><block s="setHeading"><l></l></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>0</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>180</l><l>4</l></block></block></script></block><block s="setHeading"><l>30</l></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>0</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>180</l><l>4</l></block></block></script></block><block s="setHeading"><l>0</l></block><block s="forward"><l>100</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>1,2,199,1</color></block><block s="doRepeat"><l>626</l><script><block s="turn"><l>.575</l></block><block s="forward"><l>1</l></block></script></block><block s="up"></block><block s="gotoXY"><l>1</l><l>102</l></block><block s="down"></block><block s="setColor"><color>20,11,0,1</color></block><block s="setHeading"><l>150</l></block><block s="doRepeat"><l>12</l><script><block s="forward"><l>175</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block><block s="setHeading"><l>330</l></block><block s="gotoXY"><l>0</l><l>-99</l></block><block s="down"></block><block s="doRepeat"><l>12</l><script><block s="forward"><l>175</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>30</l><script><block s="turn"><l>15</l></block></script></block><block s="setHeading"><l>90</l></block><block s="doSwitchToCostume"><l>download</l></block><block s="doSayFor"><l>Kachow</l><l>2</l></block></script><script x="517.0000000000002" y="10"><block s="receiveGo"></block><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><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"></block><block s="doBroadcast"><l>Go</l><list></list></block></script><script x="679.9999999999995" y="169.66666666666697"><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><block s="setHeading"><l>270</l></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="297.8652343749993" y="48.333333333333314"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>21,0,2,1</color></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212"/></sprites></stage><variables></variables></scene></scenes></project><media name="design" app="Snap! 10, https://snap.berkeley.edu" version="2"><costume name="download" center-x="118.5" center-y="68.5" 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