<snapdata remixID="13562295"><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></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-58.77852522924786" y="-80.90169943749453" heading="216" 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="30" 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="30" 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="30" 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="30" 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>3</l></block></block></script></block></script><script x="30" 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>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="257.3333333333333" y="119.99999999999997"><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="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block><block s="doWait"><l>.5</l></block></script></block></script><script x="487.6666666666667" y="117.83333333333337"><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block><block s="doWait"><l>.5</l></block></script></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>