<snapdata remixID="8543681"><project name="U1L3-AngleExperiments2" 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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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="-5.002220859751105e-11" y="4.030198397231288e-11" heading="117" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,131.00000000000023,255,1" 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="32.00000000000003" 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="32.00000000000003" 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="32.00000000000003" 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="32.00000000000003" y="108.66666666666663"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>9</l></block><block s="forward"><l>9</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>25</l></block></block></script></block></script><script x="357" y="182.66666666666663"><block s="doWait"><l>.5</l></block></script><script x="492" y="202.66666666666663"><block s="doWait"><l>.5</l></block></script><script x="612.000001" y="265.6666676666667"><block s="doWait"><l>1</l></block></script><script x="336" y="265.66666666666663"><block s="clear"></block></script><script x="30" y="328.66666666666663"><block s="setColor"><color>22,0,255,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="doRepeat"><l>2500</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="setSize"><l>1</l></block><block s="turnLeft"><l>100</l></block><block s="forward"><l>100</l></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="553" y="444.6666666666665"><block s="setColor"><color>255,251,245,1</color></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" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>