<snapdata remixID="13569136"><project name="U1L3-AngleExperiments2 - Piyush Giri" 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 - Piyush Giri"><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="-86.6025403784447" y="50.00000000000057" heading="300" 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="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="40.66666666666663"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="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="108.66666666666669"><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="43" y="297.00000000000006"><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="620" y="291.00000000000006"><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="330" y="300.00000000000006"><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="28.666666666666657" y="715.9999999999998"><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="56" y="508.83333333333314"><block s="clear"><comment w="68.5" collapsed="false">Question 4 Part B . &#xD;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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="400" y="506.83333333333326"><block s="clear"><comment w="68.5" collapsed="false">Question 4 Part C&#xD;Script A.&#xD;3 branches</comment></block><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 - Piyush Giri" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>