<snapdata remixID="12604982"><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" 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="80.90169943749459" y="58.77852522924735" heading="54" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" 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="40.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" 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="16.666666666666657" y="108.66666666666666"><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="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="16.666666666666657" 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>66,255,106,1</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><comment x="105.70768229166663" y="105.66666666666666" w="68.5" collapsed="false">Script A.</comment><script x="217" y="129"><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>3</l></block></block></script></block></script><script x="138" y="158"><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>4</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>