<snapdata remixID="13569137"><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" 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="-9.094947017729282e-13" y="3.410605131648481e-13" heading="12" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" 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="28.00000000000003" 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="28.00000000000003" 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="28.00000000000003" y="74.66666666666659"><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="28.00000000000003" y="108.66666666666659"><block s="clear"><comment w="68.5" collapsed="false">Script A.&#xD;</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="25.33333333333337" y="294"><block s="clear"><comment w="68.5" collapsed="false">Script A.&#xD;3 branches </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>3</l></block></block></script></block></script><script x="292.33333333333337" y="115.99999999999996"><block s="clear"><comment w="68.5" collapsed="false">Script A.&#xD;8 branches </comment></block><block s="doRepeat"><l>8</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>8</l></block></block></script></block></script><script x="566.3333333333334" y="116.99999999999996"><block s="clear"><comment w="68.5" collapsed="false">Script A.&#xD;5 branches </comment></block><block s="doRepeat"><l>5</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>5</l></block></block></script></block></script><script x="30" y="480.0000000000004"><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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>