<snapdata remixID="12738324"><project name="U1L3-AngleExperiments2" app="Snap! 9.0, 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"><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><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 struct="atomic" id="48"></list></costumes><sounds><list struct="atomic" id="49"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="1.1368683772161603e-13" heading="234" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="203,0,208,1" pen="tip" id="54"><costumes><list struct="atomic" id="55"></list></costumes><sounds><list struct="atomic" id="56"></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="40.666666666666686"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" 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="16.666666666666657" y="108.66666666666663"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>6</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="279.00000000000006"><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>143,0,27,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>5</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="240" y="125.83333333333337"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block></script><script x="304" y="269.66666666666674"><block s="forward"><l>-100</l></block></script><script x="225" y="179.6666666666667"><block s="doRepeat"><l>6</l><script><block s="setColor"><color>203,0,208,1</color></block><block s="forward"><l>65</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>6</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>