<snapdata remixID="9187833"><project name="U1L3-AngleExperiments2" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" 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="5.115907697472721e-13" heading="186" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="245,0,64,1" 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="20" y="37.33333333333334"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="21" y="88.66666666666674"><block s="clear"><comment w="68.5" collapsed="true">Script A.</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></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="221.33333333333334" y="91"><block s="clear"><comment w="68.5" collapsed="true">Script A.</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></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><script x="423.33333333333337" y="92"><block s="clear"><comment w="68.5" collapsed="true">Script A.</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></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="624.3333333333334" y="93"><block s="clear"><comment w="68.5" collapsed="true">Script A.</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></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="10" y="306.66666666666674"><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>255,251,250,1</color><comment w="280.83333333333337" collapsed="true">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="true">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script><script x="507.33333333333337" y="324"><block s="clear"><comment w="68.5" collapsed="true">Script A.</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>3</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="747.3333333333334" y="337"><block s="clear"><comment w="68.5" collapsed="true">Script A.</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></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></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! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>