<snapdata remixID="11577227"><project name="motion lab" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="motion lab"><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" id="47"><pentrails>data:image/png;base64,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</pentrails><costumes><list 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="99.99999999999955" y="1.7053025658242404e-13" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" 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="10" y="71.49999999999994"><block s="clear"><comment w="68.5" collapsed="false">branch 5</comment></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="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="10" y="241.83333333333331"><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? it removes the line before so it can go to the next second. this allows it to appear that it is moving like the second hand on 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="416.3333333333335" y="10"><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="setHeading"><l>90</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><block s="clear"></block><block s="down"></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><comment w="90" collapsed="false">8 branches</comment></block></script><script x="199.00000000000017" y="793.666666666667"><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="setHeading"><l>90</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><block s="clear"><comment w="90" collapsed="false">makes a triangle.</comment></block><block s="down"></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="494.0000000000002" y="333.99999999999994"><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="setHeading"><l>90</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><block s="clear"></block><block s="down"></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="72.00000000000006" y="529.666666666667"><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="setHeading"><l>90</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><block s="clear"><comment w="90" collapsed="false">makes a triangle.</comment></block><block s="down"></block><block s="doRepeat"><l>4</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>4</l></block></block><block s="doWait"><l>.5</l></block></script><comment w="90" collapsed="false">makes a square...</comment></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="motion lab" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>