<snapdata remixID="13631530"><project name="2.1 Motion in Snap! pt3 P5 AB" 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="2.1 Motion in Snap! pt3 P5 AB"><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="-4.547473508864641e-13" y="-99.99999999999966" heading="240" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" 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="10" 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="10" y="40.66666666666674"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="10" y="74.66666666666674"><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="10" y="108.66666666666674"><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="10" y="279.0000000000003"><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?&#xD;It hides the old lines drawn to create the illusion of a clockhand</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="548.3333333333334" y="179.16666666666669"><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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="461.33333333333337" y="28.5"><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="2.1 Motion in Snap! pt3 P5 AB" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>