<snapdata remixID="12207145"><project name="U1L3-AngleExperiments2" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAADLlJREFUeF7tnc2OJMURx7NnF0v4QUBCfg8fzIUDviKeAfDBRjBzQEIgeAJk3/cCh32WQfAiWN7dKSuiI7L/GRVZVd09s1WVGUhoe7rrIyvzV//4yK/DMAxDiv+iBlaqgUMAuFLNx225BgLAAGHVGggAV63+uHkAGAysWgMB4KrVHzcPAIOBVWsgAFy1+uPmAWAwsGoNBICrVn/cPAAMBlatgQBw1eqPmweAwcCqNRAArlr9cfMAMBhYtQYCwFWrP24eAAYDq9ZAALhq9cfNA8BgYNUaCABXrf64eQAYDKxaAwHgqtUfNw8Ag4FVayAAXLX64+YBYDCwag0EgKtWf9w8ADyXgeFVSod3jmcNr4//Hp7L3/Dbudft9PgAcK7hh4eU0huADgF8JQAqkPa3Zykdbubu0PXvAaDX/KhyrHQGrKyAMwDqcfYaXSNXPnwAqPVRQDekNJDqOabVwsgmuKKAaKoPz+jAMNXm5QsAEcAEJrOqeq9TUpjomAzgUmiNSe9cDfsGcKmpJR+Q1evmqIwM3bOjaVYA8ftEkNGqd6R6EyY8THOHq2OxaRUw0kMahjfpUJhQMruHlDj4eHDMMChdAaBRxiJSvpFghM6l444mexhepQOXRQKVomx9SGN/CjilenMBh/X1CgAnAhXPR/TUz5atAwb7A3Cu4aci3scEcO5F6AA+9l66WCGVG5vMnJre0hQefTkNQNDEghnma6h5FrVzFRCuzYlqMb9seiUSdnOLcm0G783RBcA0TqNA9gGgqh7DAIEB+XpLUi0MwgM5bafgg77zAGQ/TgOWJWaZIKXraiqHgpw+4GtfAV0zB0pTmFsCh6qEolv87ECk57kAetCRoknkzOqmn02ETD9AkDKKoBtUwcYV0DFlaEqXBB1sLh3lqyqgmmdJ3ZDpX+JXVuFD16E9AhsHkNhxTJpVPjV56JvVfD4FbxZAVUL0CcHXZPU0LsGo6w5SNO2xd0yhNheEeMDNmTYPNlRHNLnkM7KJtklp8tvIfEuerzjHdtU5QdAIPgxKxFQjsI0A2R6A2jDW1I4gnIDAwpN7Ocgcklmnf7W3g99jUTP6jiCkf6G3BFXTNfsVv/ToBMqwr+cS3DRCnjxGuwDmyBcGC+TG1wZHCE36hNM24L+NoJRuOOXBmuYCOoqgpVdlpLZeWeSiRV9zW+DlamvKBHPjGr+Jc3GQ5rAQosnGYz3gPP9vCYBF1Cypn8IHJEBhzGF+eSBNxPdxjts5l80pIPevsvkTvwtN8igPKEEAjmxWhSqiX41oqY9YQFF1GgFIJpjyLBo5YzSs/iGOpDaRuuvDHn1Azt40lpxuDsAsCJ75st/x36hI8LlmUvl4CEAygOr7idpWFRQV2cJnBrjW3Iidqx4Wvw0Aa76SplWK6FF9Pe1WAyDUhPP+oTIgVbvQWNXUjxMFsyBwhKzdb6qW+h119UlayKZwcqCBaRlJH+EYxULNHZXfIZhtAMhKIQM9PfOrfat2wGlWPwuhQMNpFQSRlE98MbexCSApi8I4uoZ24ana2q44HbDqJKCz2W9nrkk7AJ5sb/rii8/T9999exo8UFOOQjnBwXcjXgJG8nxTSqN5Qg183Gup7wkuQNXcSrn4xTK5wR0q3sho7D4KHuX7SAz/lw43fxJzSJIFpm0UYWqejVSFzKaTSGZZo/8lv8e1yFIn9Ymf6StSLw1ERPGy2UVT7LgBuYXEP8QBE0XrOf3GOwSyDQXU9ImqxPA63d59k25vb6VJtDHRb1JlQTWS34u0iSadlTWCVIETADk8pesQFLgBvZybAxr1B/U+2k2IqaPXMurG6wMGNayCuS8K2wAQ6vzFixfp7x9/lO7vf00ffPAXMy9X1Q5nsqkPRmqkYwGtaqnisXye7qaw8fAr/U8/y3HZF0TfT025GQ7mmlmEzij5vlhzS7tvALl3oZz4/Z9//5Q+/fQTeVhUL+O4Z/8PBpkyAAqKqpcEIpc0tgYgbJJljB/6nbXASXOBaup1zKJXBqcOLinqWufsHEDbHXaThgeaZHRUoSE9z5/zqBj+BdMdqoA6Wpn+tj6d/XtJc1WuwTBJ11xhRsFNqA46EIVGFdaXZkmRNnjMvgF0FeEE5Wef/SP98OMPp1lnenyhMOoDat4NA45LwFNzbQMUVGN9AdA3dYZeFeVUH7StIVpNAXh3d5e+/uqf6bfffk/vv/9e+uOP/6Z33/2ziV5tOgPTHDoAQRPNlwKIbwZcg/1BmWfCh6BboKpogpg8hXSD8vUIRdovgLYvNh3S/f19+vnnX9K/vvwqvXz5Mn34t786E3uogUl5sKE1xwdwcEoGj7mitotrabqHFNeUgYHEgMbek0ww+ZI22t5vr8h+ARzxMKTb27t0+/WXp4Y9vHMCsYhSdaK4fomRpn5n0i9X8Df2KZ2kclbGKeilHzrnJa8q1CZObgjApfXpmTp7rqjflBgtvR27hJKYriqq+J183GPd9JwCrnfsfgHU4VJPUneaw+P1M66/A4+euf4y9SuoMj7lPZ7m2gFgrV45dpDutKvqXhXtKZUtALyqid7uyQtNMBfqkWQrTHC1ifergE4QckxxzKmWTiDCHpQIQt6uCJzutl8AnTTMcXTznCMfaZi1YPPuu18AF9Wi5M2KYVTnJKIX3WT5QZGIHtVVYwA6ptTOkmPXTrvd6A+vK87z/87oFXGT2Hh+dMUpifsGcDQzbWIdFQ865swbjODkBc8OSCrAxmCEonJ3DuB4OFbxdDhQ1U7uWTocS4dSLTe04GFT/o8CoxiOVc127X5Ivn2yKejy7DOztQJdg5XJDEhN9B0OTLCm2VM5MyCVF8XEucRmbslozxE77yMGpF7y7r/dcyaho6I4Q/LzBHAChkap4Ir3uAKqNySfZ4jL0HkBjhevtD0nM0PyCW5OduNI5xiS/3bhufZuzqSkfMkMJjYwDr+i1RMunJTEAAp87lyQcyYlKfw41i8mJV2Lxkrn47wPb4kzz/zqErxgKkdzOcRM6zIe/HSazIbZcnlyOk5w0nnGMNw/7zPizQvBZUViWuZKIJ1526mJ6TlarqwRbRclUr9Nh+bjigf8nWxWMwKQFMyuoKB+oucL6iw5Z41o9ku99W3oh5iYfiYdT3x4dWkOyPflxpxZmoP9MbOsRh7NYpfmMApYLM3hrZCgcJoFzt2lOXRqgTMTrqFl2/adhpni+kkXJ9JplQDgkhUReMZdLE6EzdYegFU1dNZkztEnrFJll2fLOTwNOjClggCqqpF51CHzGkHrilq46oImzZcvz8YNF8uzPbE5vebyuNyaXmdugUrcFGa0TqCZoD5aoNIBcGql1NH1FcKFC1R6z3JNfW3g3PYUECu1ZobzIj/Y8Ocu0avzhyU5zSYY8oeLl+jV1Etlj5AGVa9tE5yVD7bW4u9sA5+xSHnerlWXgdPFh4qqlNUPVBUp4JAtXWOR8qrWtqeAl27TkEfFTO2MRKqn6RRcDV9XTNXfHDXkdwA3sYHtuPT76ssT2zRswFu4sAiXblTDfcC6XEfFtNrNqz3/j/OClA7S7j7J4bF7EBvVtKeABae1rbogwYvq432ehMzsnl4A6PyGKmg/V/+eGGJ24Tu5pdPaBnDOtBXAwQaFuacDfLjChKIpXbIhjfaciInm9QRh185RkrzygmyJnEcqS9sA2ogYR0fblM1FSugp4JnKN0qttLcXyBSrfQDIcKEpm9qwGnY10mXUMMUyCiaMAha/U+IZFjzKn3UhctxDLjasfiRR3cFlXNNsNxSEqLXmu3n+4ZSfV1NZz//bQTU+RhH7UEBriiki1VWoroHxGgBHoJJjKF11j9GyO7lGhwBSsCEBQHpIw0ArqnqmkEyxbLdVJLF12L5s20oNnbdpxbSNLv1L95PJ8CYZztuKFX4plm0nBF1ZzP4AHAUmS1Iy6MsBUKiA7C8qsOhHTpjyjk2vNkPfAI5MMwz0rPprmKCGiBcTzpN+oAlArlSQvZ8eAGoLFr4gmNlJmBDAqaCFFFTMc6he8c4EgJ6ELA5MFgIY0FWFOgCcs2E616QIVDRomQGwobkbc9V06e8B4Lk1V/iGMhtON8uxynnutTs8PgDssNG39MgB4JZao8OyBIAdNvqWHjkA3FJrdFiWALDDRt/SIweAW2qNDssSAHbY6Ft65ABwS63RYVkCwA4bfUuPHABuqTU6LEsA2GGjb+mRA8AttUaHZQkAO2z0LT1yALil1uiwLAFgh42+pUcOALfUGh2WJQDssNG39MgB4JZao8OyBIAdNvqWHjkA3FJrdFiWALDDRt/SIweAW2qNDssSAHbY6Ft65ABwS63RYVkCwA4bfUuPHABuqTU6LMv/AZO6UiCvfjqgAAAAAElFTkSuQmCC</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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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="-79.00000000000045" y="36.00000000000023" 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="16.666666666666657" y="40.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" 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="446.66666666666663" y="41.66666666666666"><block s="receiveGo"></block></script><script x="18.66666666666663" y="114.5"><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="37" y="313"><block s="doRepeat"><l>3</l><script><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="260" y="309"><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>360</l><l>4</l></block></block></script></block></script><script x="447.66666666666663" y="101.66666666666666"><block s="clear"></block><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></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?</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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>