<snapdata remixID="11765304"><project name="U1L3-AngleExperiments1" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-AngleExperiments1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="not too small triangle %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="fancy triangle %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy triangle %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="not too small square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="not too small hexagon %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>60</l></block></script></block></script></block></script></block-definition><block-definition s="fancy square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy square %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="fancy hexagon %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy hexagon %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>60</l></block></script></block></script></block></script></block-definition><block-definition s="asterisk, %&apos;spokes&apos; spokes" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>heading</l></list></block><block s="doSetVar"><l>color</l><l>20</l></block><block s="setSize"><l>2</l></block><block s="doRepeat"><block var="spokes"/><script><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="doSetVar"><l>heading</l><block s="direction"></block></block><block s="turn"><l>4</l></block><custom-block s="set pen to crayon %n"><block var="color"/></custom-block><block s="doRepeat"><block s="reportDifference"><block s="reportQuotient"><l>360</l><block var="spokes"/></block><l>8</l></block><script><block s="turn"><l>1</l></block><block s="forward"><l>30</l></block><block s="forward"><l>-30</l></block></script></block><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="setHeading"><block var="heading"/></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="spokes"/></block></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="doChangeVar"><l>color</l><l>10</l></block></script></block></script></block-definition><block-definition s="multiline %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%code"></input></inputs><script><block s="doReport"><block var="text"/></block></script></block-definition><block-definition s="set pen to crayon %&apos;which&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"><options>grays={&#xD;0 black #000000=0&#xD;1 gray7 #121212=1&#xD;2 gray14 #242424=2&#xD;3 gray21 #363636=3&#xD;4 gray28 #484848=4&#xD;5 gray36 #5c5c5c=5&#xD;6 gray43 #6d6d6d=6&#xD;7 gray50 #7f7f7f=7&#xD;8 gray57 #919191=8&#xD;9 gray64 #a3a3a3=9&#xD;10 gray71 #b5b5b5=10&#xD;11 gray78 #c8c8c8=11&#xD;12 gray85 #dadada=12&#xD;13 gray92 #ececec=13&#xD;14 white #ffffff=14&#xD;}&#xD;pinks={&#xD;15 deep pink #ff1493=15&#xD;16 hot pink #ff69b4=16&#xD;17 bright pink #ff007f=17&#xD;18 raspberry #e30b5d=18&#xD;19 amaranth #e52b50=19&#xD;}&#xD;reds={&#xD;20 red #ff0000=20&#xD;21 burgundy #900020=21&#xD;22 cherry #990000=22&#xD;23 dark candy apple red #a40000=23&#xD;24 sanguine #c00000=24&#xD;25 maroon #800000=25&#xD;26 crimson #c90016=26&#xD;27 Lists #d94d11=27&#xD;28 candy apple red #ff0800=28&#xD;29 coquelicot #ff3800=29&#xD;}&#xD;browns={&#xD;30 saddle brown #8b4513=30&#xD;31 chocolate #7b3f00=31&#xD;32 kobicha #6b4423=32&#xD;33 sepia #704214=33&#xD;34 chestnut #954535=34&#xD;35 dark brown #654321=35&#xD;36 brown #964b00=36&#xD;37 golden brown #996515=37&#xD;38 copper #b87333=38&#xD;39 cinnamon #d2691e=39&#xD;}&#xD;oranges={&#xD;40 orange #ff7f00=40&#xD;41 Pantone orange #ff5800=41&#xD;42 pumpkin #ff7518=42&#xD;43 Variables #f3761d=43&#xD;44 Spanish orange #e86100=44&#xD;45 burnt orange #cc5500=45&#xD;46 sinopia #cb410b=46&#xD;47 ochre #cc7722=47&#xD;48 carrot #ed9121=48&#xD;49 tangerine #f28500=49&#xD;}&#xD;yellows={&#xD;50 yellow #ffff00=50&#xD;51 Control #e6a822=51&#xD;52 dark goldenrod #b8860b=52&#xD;53 goldenrod #daa520=53&#xD;54 saffron #f4c430=55&#xD;55 sandstorm #ecd540=55&#xD;56 mustard #ffdb58=56&#xD;57 gold #ffd700=57&#xD;58 egg yolk #fee33e=58&#xD;59 rubber duck #fbe108=59&#xD;}&#xD;greens={&#xD;60 lime #00ff00=60&#xD;61 apple green #8db600=61&#xD;62 Operators #62c213=62&#xD;63 forest green #228b22=63&#xD;64 green #008000=64&#xD;65 dark green #006400=65&#xD;66 dark pastel green #03c03c=66&#xD;67 emerald #50c878=67&#xD;68 mint #3eb489=68&#xD;69 Pen #00a178=69&#xD;}&#xD;cyans={&#xD;70 aqua (cyan) #00ffff=70&#xD;71 dark cyan #008b8b=71&#xD;72 cerulean #007ba7=72&#xD;73 iceberg #71a6d2=73&#xD;74 Sensing #0494dc=74&#xD;75 teal #008080=75&#xD;76 light sky blue #87cefa=76&#xD;77 deep sky blue #00bfff=77&#xD;78 dodger blue #1e90ff=78&#xD;79 azure #007fff=79&#xD;}&#xD;blues={&#xD;80 blue #0000ff=80&#xD;81 midnight blue #191970=81&#xD;82 dark powder blue #003399=82&#xD;83 cobalt #0047ab=83&#xD;84 denim #1560bd=84&#xD;85 navy blue #000080=85&#xD;86 steel blue #4682b4=86&#xD;87 Motion #4a6cd4=87&#xD;88 cornflower #6495ed=88&#xD;89 slate blue #6a5acd=89&#xD;}&#xD;violets={&#xD;90 violet #8f00ff=90&#xD;91 Looks #8f56e3=91&#xD;92 grape #6f2da8=92&#xD;93 indigo #4b0082=93&#xD;94 x11 purple #a020f0=94&#xD;95 magenta (fuchia) #ff00ff=95&#xD;96 dark orchid #9932cc=96&#xD;97 Sound #cf4ad9=97&#xD;98 purple #7f007f=98&#xD;99 dark magenta #8b008b=99&#xD;}</options></input></inputs><script><block s="doDeclareVariables"><list><l>colors</l><l>color</l></list></block><block s="doSetVar"><l>colors</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l>,</l></block></autolambda><list></list></block><block s="reportTextSplit"><custom-block s="multiline %code"><l>0,0,0&#xD;18,18,18&#xD;36,36,36&#xD;54,54,54&#xD;72,72,72&#xD;92,92,92&#xD;109,109,109&#xD;127,127,127&#xD;145,145,145&#xD;163,163,163&#xD;181,181,181&#xD;200,200,200&#xD;218,218,218&#xD;236,236,236&#xD;255,255,255&#xD;255,20,147&#xD;255,105,180&#xD;255,0,127&#xD;227,11,93&#xD;229,43,80&#xD;255,0,0&#xD;144,0,32&#xD;153,0,0&#xD;164,0,0&#xD;192,0,0&#xD;128,0,0&#xD;201,0,22&#xD;217,77,17&#xD;255,8,0&#xD;255,56,0&#xD;139,69,19&#xD;123,63,0&#xD;107,68,35&#xD;112,66,20&#xD;149,69,53&#xD;101,67,33&#xD;150,75,0&#xD;153,101,21&#xD;184,115,51&#xD;210,105,30&#xD;255,127,0&#xD;255,88,0&#xD;255,117,24&#xD;243,118,29&#xD;232,97,0&#xD;204,85,0&#xD;203,65,11&#xD;204,119,34&#xD;237,145,33&#xD;242,133,0&#xD;255,255,0&#xD;230,168,34&#xD;184,134,11&#xD;218,165,32&#xD;244,196,48&#xD;236,213,64&#xD;255,219,88&#xD;255,215,0&#xD;254,227,62&#xD;251,225,8&#xD;0,255,0&#xD;141,182,0&#xD;98,194,19&#xD;34,139,34&#xD;0,128,0&#xD;0,100,0&#xD;3,192,60&#xD;80,200,120&#xD;62,180,137&#xD;0,161,120&#xD;0,255,255&#xD;0,139,139&#xD;0,123,167&#xD;113,166,210&#xD;4,148,220&#xD;0,128,128&#xD;135,206,250&#xD;0,191,255&#xD;30,144,255&#xD;0,127,255&#xD;0,0,255&#xD;25,25,112&#xD;0,51,153&#xD;0,71,171&#xD;21,96,189&#xD;0,0,128&#xD;70,130,180&#xD;74,108,212&#xD;100,149,237&#xD;106,90,205&#xD;143,0,255&#xD;143,86,227&#xD;111,45,168&#xD;75,0,130&#xD;160,32,240&#xD;255,0,255&#xD;153,50,204&#xD;207,74,217&#xD;127,0,127&#xD;139,0,139</l></custom-block><l><option>line</option></l></block></block></block><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="which"/><l>100</l></block><l>1</l></list></block><block var="colors"/></block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="color"/></block></custom-block></script></block-definition><block-definition s="nearest crayon to %&apos;old color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>colors</l><l>min value</l><l>min index</l><l>index</l><l>distance</l><l>color</l></list></block><block s="doSetVar"><l>min value</l><l>1000</l></block><block s="doSetVar"><l>min index</l><l>-1</l></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>colors</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l>,</l></block></autolambda><list></list></block><block s="reportTextSplit"><custom-block s="multiline %code"><l>0,0,0&#xD;18,18,18&#xD;36,36,36&#xD;54,54,54&#xD;72,72,72&#xD;92,92,92&#xD;109,109,109&#xD;127,127,127&#xD;145,145,145&#xD;163,163,163&#xD;181,181,181&#xD;200,200,200&#xD;218,218,218&#xD;236,236,236&#xD;255,255,255&#xD;255,20,147&#xD;255,105,180&#xD;255,0,127&#xD;227,11,93&#xD;229,43,80&#xD;255,0,0&#xD;144,0,32&#xD;153,0,0&#xD;164,0,0&#xD;192,0,0&#xD;128,0,0&#xD;201,0,22&#xD;217,77,17&#xD;255,8,0&#xD;255,56,0&#xD;139,69,19&#xD;123,63,0&#xD;107,68,35&#xD;112,66,20&#xD;149,69,53&#xD;101,67,33&#xD;150,75,0&#xD;153,101,21&#xD;184,115,51&#xD;210,105,30&#xD;255,127,0&#xD;255,88,0&#xD;255,117,24&#xD;243,118,29&#xD;232,97,0&#xD;204,85,0&#xD;203,65,11&#xD;204,119,34&#xD;237,145,33&#xD;242,133,0&#xD;255,255,0&#xD;230,168,34&#xD;184,134,11&#xD;218,165,32&#xD;244,196,48&#xD;236,213,64&#xD;255,219,88&#xD;255,215,0&#xD;254,227,62&#xD;251,225,8&#xD;0,255,0&#xD;141,182,0&#xD;98,194,19&#xD;34,139,34&#xD;0,128,0&#xD;0,100,0&#xD;3,192,60&#xD;80,200,120&#xD;62,180,137&#xD;0,161,120&#xD;0,255,255&#xD;0,139,139&#xD;0,123,167&#xD;113,166,210&#xD;4,148,220&#xD;0,128,128&#xD;135,206,250&#xD;0,191,255&#xD;30,144,255&#xD;0,127,255&#xD;0,0,255&#xD;25,25,112&#xD;0,51,153&#xD;0,71,171&#xD;21,96,189&#xD;0,0,128&#xD;70,130,180&#xD;74,108,212&#xD;100,149,237&#xD;106,90,205&#xD;143,0,255&#xD;143,86,227&#xD;111,45,168&#xD;75,0,130&#xD;160,32,240&#xD;255,0,255&#xD;153,50,204&#xD;207,74,217&#xD;127,0,127&#xD;139,0,139</l></custom-block><l><option>line</option></l></block></block></block><block s="doWarp"><script><block s="doRepeat"><l>100</l><script><block s="doSetVar"><l>color</l><block s="reportListItem"><block var="index"/><block var="colors"/></block></block><block s="doIf"><block s="reportEquals"><block var="color"/><block var="old color"/></block><script><block s="doReport"><block s="reportDifference"><block var="index"/><l>1</l></block></block></script></block><block s="doSetVar"><l>distance</l><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>1</l><block var="old color"/></block></block></block><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="old color"/></block></block></block><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportListItem"><l>3</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="old color"/></block></block></block></list></block></list></block></block><block s="doIf"><block s="reportLessThan"><block var="distance"/><block var="min value"/></block><script><block s="doSetVar"><l>min value</l><block var="distance"/></block><block s="doSetVar"><l>min index</l><block var="index"/></block></script></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReport"><block s="reportDifference"><block var="min index"/><l>1</l></block></block></script></block></script></block-definition><block-definition s="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>r</l><l>g</l><l>b</l></list><l>this.setColor(new Color(r, g, b));</l></block><list><block var="r"/><block var="g"/><block var="b"/></list></block></script></block-definition><block-definition s="RGB color" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l></l></list><l>return new List([this.color.r, this.color.g, this.color.b]);</l></block><list></list></block></block></script></block-definition><block-definition s="change crayon by %&apos;diff&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><custom-block s="set pen to crayon %n"><block s="reportVariadicSum"><list><custom-block s="nearest crayon to %l"><custom-block s="RGB color"></custom-block></custom-block><block var="diff"/></list></block></custom-block></script></block-definition><block-definition s="setup" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block></script></block-definition><block-definition s="pinwheel, %&apos;spokes&apos; spokes" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>x position</l><l>y position</l><l>heading</l></list></block><block s="doSetVar"><l>color</l><l>20</l></block><block s="setSize"><l>2</l></block><block s="doRepeat"><block var="spokes"/><script><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="forward"><l>50</l></block><block s="doSetVar"><l>x position</l><block s="xPosition"></block></block><block s="doSetVar"><l>y position</l><block s="yPosition"></block></block><block s="doSetVar"><l>heading</l><block s="direction"></block></block><block s="forward"><l>50</l></block><block s="doWait"><l>0.2</l></block><block s="doGlide"><l>0.5</l><block var="x position"/><block var="y position"/></block><block s="turn"><l>4</l></block><custom-block s="set pen to crayon %n"><block var="color"/></custom-block><block s="doRepeat"><block s="reportDifference"><block s="reportQuotient"><l>360</l><block var="spokes"/></block><l>8</l></block><script><block s="turn"><l>1</l></block><block s="forward"><l>30</l></block><block s="forward"><l>-30</l></block></script></block><block s="setHeading"><block var="heading"/></block><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="forward"><l>50</l></block><block s="forward"><l>-50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="spokes"/></block></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="doChangeVar"><l>color</l><l>10</l></block></script></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" 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</pentrails><costumes><list struct="atomic" id="513"></list></costumes><sounds><list struct="atomic" id="514"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="129.10551140228563" y="-7.611124352917443" heading="183.60000000017237" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="1,1,1,1" pen="tip" id="519"><costumes><list struct="atomic" id="520"></list></costumes><sounds><list struct="atomic" id="521"></list></sounds><blocks></blocks><variables></variables><scripts><script x="156.01236979166669" y="10"><block s="down"><comment w="184.83333333333334" collapsed="false">A. Click this script. What does it do?</comment></block><block s="clear"></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block></script><script x="156.01236979166669" y="100.33333333333334"><block s="clear"></block><block s="forward"><l>100</l><comment w="227.33333333333334" collapsed="false">B. It&apos;s easier to see what&apos;s happening if the script waits between steps.&#xD;&#xD;Remember, you can use Visible Stepping instead&#xD;of adding WAIT blocks.</comment></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>-100</l></block></script><script x="156.01236979166669" y="221.33333333333337"><block s="clear"></block><block s="forward"><l>100</l><comment w="282.99999999999994" collapsed="false">C. After drawing the spike, turn half way around (&quot;do a 180&quot;).&#xD;&#xD;How many times must you run this script to get the sprite to face the way it started (facing &quot;right&quot; or &quot;to the east&quot;)?&#xD;&#xD;Use Visible Stepping if needed.</comment></block><block s="forward"><l>-100</l></block><block s="turn"><l>180</l></block></script><script x="154.01236979166669" y="356"><block s="clear"></block><block s="doRepeat"><l>500</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>500</l></block><comment w="145.5000000000001" collapsed="false">This can also create a ball. .</comment></block></script><comment w="145.5000000000001" collapsed="false">D. Instead of clicking twice, you can use REPEAT to automate.</comment></block></script><script x="50.345703125" y="527"><block s="clear"><comment w="90" collapsed="false">square</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="304.345703125" y="531"><block s="clear"><comment w="90" collapsed="false">equilateral triangle</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="579.345703125" y="543"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>1,1,1,1</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>255,255,255,1</color></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="90" collapsed="false">The setting the pen color to white allows for it to blend in with the background, allowing for it to look like its rotating normally when the first pen color is different to the background. </comment></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments1" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>