<snapdata remixID="14734094"><project name="U1L3-AngleExperiments2 edit" app="Snap! 11.0.7, 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 edit"><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="-9.094947017729282e-13" y="2.8421709430404007e-13" heading="151" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" 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="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="74.66666666666663"><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="10" y="108.66666666666663"><block s="clear"><comment w="68.5" collapsed="false">Script A.</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>240</l><l>1</l></block></block></script></block></script><script x="10" 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>255,254,250,1</color><comment w="280.83333333333337" collapsed="true">Why is this change in pen color and size useful here? &#xD;To hide the previous lines drawn by the sprite&#xD;</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="327.33333333333337" y="135"><block s="clear"><comment w="68.5" collapsed="false">Script A.5</comment></block><block s="doRepeat"><l>9</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>240</l><l>1</l></block></block></script></block></script><script x="527.3333333333334" y="194.83333333333337"><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block></script><script x="432.33333333333337" y="267.83333333333337"><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="turn"><block s="reportQuotient"><l>90</l><l>1</l></block></block></script></block></script><script x="496.33333333333337" y="394.6666666666667"><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2 edit" app="Snap! 11.0.7, https://snap.berkeley.edu" version="2"></media></snapdata>