<snapdata remixID="9498681"><project name="2.1 Motion in Snap!" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-4.547473508864641e-13" y="2.2737367544323206e-13" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></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="40.66666666666667"><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="74.6666666666666"><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="493" y="53.16666666666681"><block s="clear"></block></script><script x="495" y="95.00000000000017"><block s="down"></block></script><script x="31.666666666666657" y="139.16666666666654"><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>720</l><l>6</l></block></block></script></block></script><script x="24.666666666666657" y="336.00000000000017"><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><script x="290" y="149.83333333333343"><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>720</l><l>6</l></block></block></script></block></script><script x="493" y="145.83333333333343"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></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>540</l><l>6</l></block></block><block s="doWait"><l>.5</l></block></script></block></script><script x="422" y="68.50000000000013"><block s="up"></block></script></scripts></sprite></sprites></stage><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><variables></variables></project><media name="2.1 Motion in Snap!" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>