<snapdata remixID="8610469"><project name="U1L3-AngleExperiments2" app="Snap! 5.1, http://snap.berkeley.edu" 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FBCAg4RUN30KCMA+3dRqkAICcJCQ6qZPAQHYp5taDVJAAA4SUt30KSAA+3RTq0EKCMBBQqqbPgUEYJ9uajVIAQE4SEh106eAAOzTTa0GKSAABwmpbvoUEIB9uqnVIAUE4CAh1U2fAgKwTze1GqSAABwkpLrpU0AA9ummVoMUEICDhFQ3fQoIwD7d1GqQAgJwkJDqpk8BAdinm1oNUkAADhJS3fQpIAD7dFOrQQoIwEFCqps+BQRgn25qNUgBAThISHXTp8D/AaI0YyAuHU1LAAAAAElFTkSuQmCC</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="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="93.35804264971989" y="35.83679495453049" heading="69" 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="11" 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="11" y="40.666666666666686"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="11" y="74.66666666666663"><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" y="303.66666666666663"><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="30" y="108.66666666666663"><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="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><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="U1L3-AngleExperiments2" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>