<snapdata remixID="15009636"><project name="2-5-26 unit 2 motion in snap!" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="2-5-26 unit 2 motion in snap!"><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 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s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>3</l><script><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><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="319.00000000000006" y="20.99999999999997"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>8</l><script><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></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></block></script><script x="476.00000000000006" y="17"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>5</l><script><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></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="281.00000000000006" y="159.99999999999983"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>4</l><script><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></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>4</l></block></block></script></block></script><script x="195.00000000000006" y="10"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>3</l><script><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></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="22.99999999999997" y="309"><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?</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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="2-5-26 unit 2 motion in snap!" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>