<snapdata remixID="13566336"><project name="U1L3-AngleExperiments2" app="Snap! 10, https://snap.berkeley.edu" 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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="-2.2737367544323206e-12" y="1.9042545318370685e-12" heading="108" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,2.600000000000005,4,1" 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="16.666666666666657" y="10"><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="44.000000000000014"><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="78.00000000000001"><block s="clear"><comment w="68.5" collapsed="false">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="16.666666666666657" y="248.33333333333343"><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="34" y="487.33333333333326"><block s="clear"><comment w="68.5" collapsed="false">Script A.&#xD;5B</comment></block><block s="down"></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><block s="up"></block></script><script x="277" y="493.33333333333326"><block s="clear"><comment w="68.5" collapsed="false">Script A.&#xD;8B</comment></block><block s="down"></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><block s="up"></block></script><script x="498" y="488.33333333333326"><block s="clear"><comment w="68.5" collapsed="false">Script A.&#xD;3B</comment></block><block s="down"></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><block s="up"></block></script><script x="432.66666666666663" y="136.33333333333337"><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="725" y="491.9999999999999"><block s="clear"><comment w="68.5" collapsed="false">Script A.&#xD;Question 4B</comment></block><block s="down"></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></script></block><block s="up"></block></script><script x="578" y="225.9999999999999"><block s="clear"><comment w="68.5" collapsed="false">Script A.&#xD;Question 4 </comment></block><block s="down"></block><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></script></block><block s="up"></block></script><script x="789" y="172.9999999999999"><block s="clear"><comment w="68.5" collapsed="false">Script A.&#xD;60 Branch</comment></block><block s="down"></block><block s="doRepeat"><l>60</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>0</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>0</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>2</l></block></script></block><block s="up"></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>