<snapdata remixID="12565215"><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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</pentrails><costumes><list 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="-4.547473508864641e-13" y="2.2737367544323206e-13" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" 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="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="40.666666666666686"><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="74.66666666666674"><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="108.66666666666674"><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="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="false">Why is this change in pen color and size useful here? it is essentially an eraser</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="234.33333333333326" y="114.50000000000023"><block s="clear"><comment w="68.5" collapsed="false">Script A.-i</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="448.33333333333314" y="111.50000000000023"><block s="clear"><comment w="68.5" collapsed="false">Script A-ii.</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="660.3333333333333" y="113.50000000000023"><block s="clear"><comment w="68.5" collapsed="false">Script A- iii</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></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>