<snapdata remixID="13538185"><project name="U1L3-AngleExperiments2" app="Snap! 10, 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><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 struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><variables></variables><blocks></blocks><scripts><script x="20" y="20"><block s="forward"><l>-100</l></block></script></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="9.999999999999545" y="10.000000000000284" heading="186" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,229,66,1" pen="tip" id="57"><costumes><list struct="atomic" id="58"></list></costumes><sounds><list struct="atomic" id="59"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="10.000000000000014"><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="30" y="108.6666666666668"><block s="clear"><comment w="80" collapsed="true">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="30" y="279.00000000000006"><block s="clear"></block><block s="gotoXY"><l>10</l><l>10</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>56,255,121,1</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>255,229,66,1</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="246" 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="235.33333333333337" y="109.00000000000011"><block s="clear"></block><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>360</l><l>6</l></block></block></script></block></script><script x="476" y="109.00000000000028"><block s="clear"></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>6</l></block></block></script></block></script><script x="39.33333333333337" y="49.833333333333485"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>