<snapdata remixID="8672586"><project name="U1L4-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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</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="-4.547473508864641e-13" y="4.263256414560601e-13" heading="84" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,60,36,1" 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="16.666666666666686" 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="16.666666666666686" 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="16.666666666666686" 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="16.666666666666686" y="108.66666666666666"><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>3</l></block></block></script></block></script><script x="16.666666666666686" y="279.0000000000001"><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>255,60,36,1</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="514" y="78"><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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="539" y="281"><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="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><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="U1L4-AngleExperiments2" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>