<snapdata remixID="14177698"><project name="U1L3-AngleExperiments2.. Motion in Snap!" app="Snap! 10.4.5, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-AngleExperiments2.. 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" 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="48.056272539451584" y="-85.25534568119298" heading="198" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" 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="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="40.66666666666666"><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="74.66666666666666"><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="16.666666666666657" y="108.66666666666666"><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>6</l></block></block></script></block></script><script x="16.666666666666657" y="279"><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>249,251,255,1</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="412" y="106.16666666666666"><block s="clear"></block><block s="doRepeat"><l>4</l><script><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>6</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2.. Motion in Snap!" app="Snap! 10.4.5, https://snap.berkeley.edu" version="2"></media></snapdata>