<snapdata remixID="8604330"><project name="U1L3-AngleExperiments2(Riddhi Sahni)" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="70.71067811865441" y="-70.71067811865464" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="107,150,255,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></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="40.66666666666667"><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="74.66666666666664"><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="108.66666666666664"><block s="clear"><comment w="68.5" collapsed="false">Script A.</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="16.666666666666657" y="279.00000000000006"><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>107,150,255,1</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="42" y="555.3333333333334"><block s="clear"><comment w="68.5" collapsed="false">Script A.</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><script x="142.000001" y="730.3333343333334"><block s="forward"><l>-100</l></block></script></scripts></sprite></sprites></stage><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><variables></variables></project><media name="U1L3-AngleExperiments2(Riddhi Sahni)" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>