<snapdata remixID="13255238"><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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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" id="47"><pentrails>data:image/png;base64,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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="-95.1056516295148" y="-30.90169943749379" heading="312" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" 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="10" 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="10" y="40.66666666666663"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="10" y="74.66666666666677"><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="440" y="95"><block s="doRepeat"><l>4</l><script><block s="down"></block><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="16" y="338"><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="36" y="114.6666666666668"><block s="clear"><comment w="68.5" collapsed="true">Script A.</comment></block><block s="doRepeat"><l>5</l><script><block s="down"></block><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="252" y="142"><block s="doRepeat"><l>8</l><script><block s="down"></block><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></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>