<snapdata remixID="15001155"><project name="spiral art one block" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="spiral art one block"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="run project" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="create %s var %mult%txt"><l>global</l><list><l>clones</l></list></custom-block><block s="doSetVar"><l>clones</l><l>12</l></block><block s="doShowVar"><l>clones</l></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="doSwitchToCostume"><l></l></block><block s="clear"></block><block s="setColor"><color>16,0,38,1</color></block><block s="floodFill"></block><block s="doForever"><script><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>true</bool></l></block><block s="doRepeat"><block var="clones"/><script><block s="createClone"><l><option>myself</option></l></block></script></block><block s="doForEach"><l>item</l><block s="reportGet"><l><option>clones</option></l></block><script><block s="doGotoObject"><l><option>random position</option></l></block><custom-block s="draw"></custom-block></script></block><block s="setEffect"><l><option>ghost</option></l><l>0</l></block><block s="fork"><block s="reifyScript"><script><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>false</bool></l></block></script><list></list></block><list></list></block><block s="doFor"><l>i</l><l>1</l><block s="reportVariadicSum"><list><block s="reportListAttribute"><l><option>length</option></l><block s="reportGet"><l><option>clones</option></l></block></block><l>1</l></list></block><script><block s="doTellTo"><block s="reportListItem"><block var="i"/><block s="reportGet"><l><option>clones</option></l></block></block><block s="reifyScript"><script><block s="removeClone"></block></script><list></list></block><list></list></block></script></block><block s="doTellTo"><l>Stage</l><block s="reifyScript"><script><block s="setBackgroundColor"><color>30,30,30,1</color></block></script><list></list></block><list></list></block><custom-block s="fade"></custom-block></script></block></script></block-definition><block-definition s="draw" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>a</l><l>b</l></list></block><block s="doSetVar"><l>b</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><l>3</l><script><block s="doAddToList"><block s="reportRandom"><l>1</l><l>255</l></block><block var="b"/></block></script></block><block s="doAddToList"><l>25</l><block var="b"/></block><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block var="b"/></block><block s="doSetVar"><l>a</l><l>0</l></block><block s="doRepeat"><block s="reportRandom"><l>1000</l><l>3000</l></block><script><block s="doChangeVar"><l>a</l><l>0.1</l></block><block s="setHeading"><block s="reportVariadicProduct"><list><block var="a"/><l>5</l></list></block></block><block s="forward"><block s="reportVariadicSum"><list><l>1</l><block s="reportQuotient"><block var="a"/><l>4</l></block></list></block></block><block s="down"></block><block s="forward"><block s="reportDifference"><l>-1</l><block s="reportQuotient"><block var="a"/><l>4</l></block></block></block><block s="setHeading"><block s="reportVariadicProduct"><list><block var="a"/><l>5</l></list></block></block></script></block></script></block-definition><block-definition s="fade" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSwitchToCostume"><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="show"></block><block s="setHeading"><l>90</l></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>false</bool></l></block><block s="doWait"><l>1</l></block><custom-block s="animate %s by %n in %n secs easing %s"><l>ghost effect</l><l>100</l><l>2</l><l>sine-out</l></custom-block></script></block-definition><block-definition s="animate %&apos;attribute&apos; by %&apos;delta&apos; in %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="motion"><header></header><code></code><translations>de:animiere _ um _ in _ Sek. beschleunigt: _&#xD;ca:modifica _ amb _ en _ segons de forma _&#xD;pt:anima _ de _ em _ s de forma _&#xD;pl:animuj _ o _ przez _ s przyspieszając _&#xD;</translations><inputs><input type="%s" readonly="true">x position<options>steps&#xD;x position&#xD;y position&#xD;direction&#xD;size&#xD;ghost effect&#xD;color effect&#xD;saturation effect&#xD;brightness effect&#xD;fisheye effect&#xD;whirl effect&#xD;pixelate effect&#xD;mosaic effect&#xD;negative effect&#xD;tempo&#xD;volume&#xD;balance</options></input><input type="%n">50</input><input type="%n">1</input><input type="%s" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><block s="doDeclareVariables"><list><l>accessors</l><l>func</l></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>steps</l></list></block><script><block s="doSetVar"><l>accessors</l><block s="reportNewList"><list><block s="reifyScript"><script><block s="doGotoObject"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getPosition"></block></autolambda><list></list></block></list></block></block><block s="doSetVar"><l>delta</l><block s="reportVariadicProduct"><list><block var="delta"/><block s="reportNewList"><list><block s="reportMonadic"><l><option>sin</option></l><block s="direction"></block></block><block s="reportMonadic"><l><option>cos</option></l><block s="direction"></block></block></list></block></list></block></block></script><script><block s="doSetVar"><l>accessors</l><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>x position</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setXPosition"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="xPosition"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>y position</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setYPosition"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="yPosition"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>direction</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setHeading"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="direction"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>size</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setScale"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getScale"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>tempo</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="doSetTempo"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getTempo"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>volume</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setVolume"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getVolume"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>balance</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setPan"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getPan"></block></autolambda><list></list></block></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setEffect"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="attribute"/><l> </l></block></block><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getEffect"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="attribute"/><l> </l></block></block></block></autolambda><list></list></block></list></block></block></block></block></block></block></block></block></block></script></block><block s="doIfElse"><block s="reportIsA"><block var="easing"/><l><option>reporter</option></l></block><script><block s="doSetVar"><l>func</l><block var="easing"/></block></script><script><block s="doSetVar"><l>func</l><custom-block s="easing %txt"><block var="easing"/></custom-block></block></script></block><custom-block s="animate setter %cmdRing getter %repRing delta %n over %n secs easing %repRing"><block s="reportListItem"><l>1</l><block var="accessors"/></block><block s="reportListItem"><l>2</l><block var="accessors"/></block><block var="delta"/><block var="duration"/><block var="func"/></custom-block></script></block-definition><block-definition s="easing %&apos;choice&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Beschleunigung _&#xD;ca:de forma _&#xD;pt:a forma _&#xD;pl:przyspieszenie _&#xD;</translations><inputs><input type="%txt" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;sigmoid&#xD;elastic</options></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>linear</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportMonadic"><l><option>id</option></l><l></l></block></autolambda><list></list></block></block></script><list><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block></block></script><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-in</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><block s="reportDifference"><l>2</l><l></l></block></list></block></autolambda><list></list></block></block></script><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>.5</l></list></block><block s="reportVariadicProduct"><list><l>2</l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>4</l><block s="reportVariadicProduct"><list><l>2</l><l></l></list></block></block><l></l></list></block><l>1</l></block></block></autolambda><list></list></block></block></script><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block></autolambda><list></list></block></block></script><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-in</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportVariadicProduct"><list><custom-block s="-- %anyUE"><block var="t"/></custom-block><block var="t"/></list></block><block var="t"/></list></block><l>1</l></list></block></autolambda><list><l>t</l></list></block></block></script><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>.5</l></list></block><block s="reportVariadicProduct"><list><l>4</l><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportVariadicProduct"><list><block s="reportDifference"><l></l><l>1</l></block><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><l></l></list></block><l>2</l></block></list></block><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><l></l></list></block><l>2</l></block></list></block><l>1</l></list></block></block></autolambda><list></list></block></block></script><block s="reportVariadicEquals"><list><block var="choice"/><l>quart-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block></list></block></autolambda><list></list></block></block></script><block s="reportVariadicEquals"><list><block var="choice"/><l>quart-in</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportDifference"><l>1</l><block s="reportVariadicProduct"><list><custom-block s="-- %anyUE"><block var="t"/></custom-block><block s="reportVariadicProduct"><list><block var="t"/><block s="reportVariadicProduct"><list><block var="t"/><block var="t"/></list></block></list></block></list></block></block></autolambda><list><l>t</l></list></block></block></script><block s="reportVariadicEquals"><list><block var="choice"/><l>quart-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>.5</l></list></block><block s="reportVariadicProduct"><list><l>8</l><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block></list></block></list></block><block s="evaluate"><block s="reifyReporter"><autolambda><block s="reportDifference"><l>1</l><block s="reportVariadicProduct"><list><l>8</l><block s="reportVariadicProduct"><list><custom-block s="-- %anyUE"><block var="t"/></custom-block><block s="reportVariadicProduct"><list><block var="t"/><block s="reportVariadicProduct"><list><block var="t"/><block var="t"/></list></block></list></block></list></block></list></block></block></autolambda><list><l>t</l></list></block><list><l></l></list></block></block></autolambda><list></list></block></block></script><block s="reportVariadicEquals"><list><block var="choice"/><l>sine-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>sin</option></l><block s="reportVariadicSum"><list><l>90</l><block s="reportVariadicProduct"><list><l></l><l>90</l></list></block></list></block></block></block></autolambda><list></list></block></block></script><block s="reportVariadicEquals"><list><block var="choice"/><l>sine-in</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportMonadic"><l><option>sin</option></l><block s="reportVariadicProduct"><list><l></l><l>90</l></list></block></block></autolambda><list></list></block></block></script><block s="reportVariadicEquals"><list><block var="choice"/><l>sine-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportQuotient"><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>cos</option></l><block s="reportVariadicProduct"><list><l></l><l>180</l></list></block></block></block><l>2</l></block></autolambda><list></list></block></block></script><block s="reportVariadicEquals"><list><block var="choice"/><l>sigmoid</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l>1</l><block s="reportVariadicSum"><list><l>1</l><block s="reportMonadic"><l><option>e^</option></l><block s="reportMonadic"><l><option>neg</option></l><block s="reportDifference"><block s="reportVariadicProduct"><list><l></l><l>20</l></list></block><l>10</l></block></block></block></list></block></block></autolambda><list></list></block></block></script><block s="reportVariadicEquals"><list><block var="choice"/><l>elastic</l></list></block><script><block s="doReport"><block s="reifyScript"><script><block s="doDeclareVariables"><list><l>p</l></list></block><block s="doSetVar"><l>p</l><l>0.3</l></block><block s="doReport"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportPower"><l>2</l><block s="reportVariadicProduct"><list><l>-10</l><l></l></list></block></block><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportVariadicProduct"><list><block s="reportDifference"><l></l><block s="reportQuotient"><block var="p"/><l>4</l></block></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>2</l><custom-block s="PI"></custom-block></list></block><block var="p"/></block></list></block></custom-block></block></list></block><l>1</l></list></block></block></script><list></list></block></block></script></list></block><custom-block s="error %s"><block s="reportJoinWords"><list><l>unknown easing function "</l><block var="choice"/><l>"</l></list></block></custom-block></script></block-definition><block-definition s="-- %&apos;n&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%anyUE" readonly="true"></input></inputs><script><block s="doRun"><block s="reifyScript"><script><block s="doChangeVar"><l></l><l>-1</l></block></script><list></list></block><list><block var="n"/></list></block><block s="doReport"><block s="evaluate"><block var="n"/><list></list></block></block></script></block-definition><block-definition s="PI" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l>3.141592653589793</l></block></script></block-definition><block-definition s="degrees %&apos;radians&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Grad _&#xD;ca:graus de _ radians&#xD;pt:_ radianos em graus&#xD;pl:stopnie _&#xD;</translations><inputs><input type="%n">0.5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="radians"/><l>180</l></list></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations>de:Fehler _&#xD;pt:assinala o erro _&#xD;pl:błąd _&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="animate setter %&apos;setter&apos; getter %&apos;getter&apos; delta %&apos;delta&apos; over %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="control"><header></header><code></code><translations>de:animiere Setter _ Getter _ Delta _ über _ Sek. beschleunigt _&#xD;ca:modifica setter _ i getter _ amb delta _ en _ segons de forma _&#xD;pt:anima com modificador _ e inspector _ de _ em _ s de forma _&#xD;pl:animuj setter _ getter _ delta _ przez _ s przyspieszając _&#xD;</translations><inputs><input type="%cmdRing"></input><input type="%repRing"></input><input type="%n">50</input><input type="%n">1</input><input type="%repRing"></input></inputs><script><block s="doDeclareVariables"><list><l>end time</l><l>destination</l></list></block><block s="doSetVar"><l>end time</l><block s="reportVariadicSum"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></list></block></block><block s="doSetVar"><l>destination</l><block s="reportVariadicSum"><list><block s="evaluate"><block var="getter"/><list></list></block><block var="delta"/></list></block></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="end time"/></list></block><script><block s="doRun"><block var="setter"/><list><block s="reportDifference"><block var="destination"/><block s="reportVariadicProduct"><list><block var="delta"/><block s="evaluate"><block var="easing"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></block></list></block></list></block></block></list></block></script></block><block s="doRun"><block var="setter"/><list><block var="destination"/></list></block></script></block-definition><block-definition s="create %&apos;_scope&apos; var %&apos;_names&apos;" type="command" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;pl:utwórz zmienną _ _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>_item</l><block var="_names"/><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><block var="_scope"/><block var="_item"/></list></block></script></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="30,30,30,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="1249"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="1250"></list></costumes><sounds><list struct="atomic" id="1251"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="43,192,9,0.09803921568627451" pen="tip" id="1256"><wear><ref mediaID="1"></ref></wear><costumes><list struct="atomic" id="1257"></list></costumes><sounds><list struct="atomic" id="1258"></list></sounds><blocks></blocks><variables></variables><scripts><script x="107" y="238"><block s="receiveGo"></block><custom-block s="run project"></custom-block></script></scripts></sprite><watcher var="clones" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="clones"><l>12</l></variable></variables></scene></scenes></project><media name="spiral art one block" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Costume" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="1"/></media></snapdata>