<snapdata remixID="14953513"><project name="New Year project" 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="New Year project"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="id %&apos;arg&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block var="arg"/></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIf"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><list></list></block><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></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="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></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="%&apos;a&apos; raised to %&apos;b&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportMonadic"><l><option>e^</option></l><block s="reportVariadicProduct"><list><block var="b"/><block s="reportMonadic"><l><option>ln</option></l><block var="a"/></block></list></block></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></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></translations><inputs><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>msg</l></list><l>throw new Error(msg)</l></block><list><block var="msg"/></list></block></script></block-definition><block-definition s="glide %&apos;steps&apos; in %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><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>destX</l><l>destY</l><l>end time</l><l>deltaX</l><l>deltaY</l><l>func</l></list></block><block s="forward"><block var="steps"/></block><block s="doSetVar"><l>destX</l><block s="xPosition"></block></block><block s="doSetVar"><l>destY</l><block s="yPosition"></block></block><block s="forward"><block s="reportVariadicProduct"><list><block var="steps"/><l>-1</l></list></block></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>deltaX</l><block s="reportDifference"><block var="destX"/><block s="xPosition"></block></block></block><block s="doSetVar"><l>deltaY</l><block s="reportDifference"><block var="destY"/><block s="yPosition"></block></block></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><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="setXPosition"><block s="reportDifference"><block var="destX"/><block s="reportVariadicProduct"><list><block var="deltaX"/><block s="evaluate"><block var="func"/><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></block><block s="setYPosition"><block s="reportDifference"><block var="destY"/><block s="reportVariadicProduct"><list><block var="deltaY"/><block s="evaluate"><block var="func"/><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></block></script></block><block s="gotoXY"><block var="destX"/><block var="destY"/></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></translations><inputs><input type="%s" readonly="true">x position<options>x position&#xD;y position&#xD;direction&#xD;size</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>setter</l><l>getter</l><l>func</l></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>x position</l></list></block><script><block s="doSetVar"><l>setter</l><block s="reifyScript"><script><block s="setXPosition"><l></l></block></script><list></list></block></block><block s="doSetVar"><l>getter</l><block s="reifyReporter"><autolambda><block s="xPosition"></block></autolambda><list></list></block></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>y position</l></list></block><script><block s="doSetVar"><l>setter</l><block s="reifyScript"><script><block s="setYPosition"><l></l></block></script><list></list></block></block><block s="doSetVar"><l>getter</l><block s="reifyReporter"><autolambda><block s="yPosition"></block></autolambda><list></list></block></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>direction</l></list></block><script><block s="doSetVar"><l>setter</l><block s="reifyScript"><script><block s="setHeading"><l></l></block></script><list></list></block></block><block s="doSetVar"><l>getter</l><block s="reifyReporter"><autolambda><block s="direction"></block></autolambda><list></list></block></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>size</l></list></block><script><block s="doSetVar"><l>setter</l><block s="reifyScript"><script><block s="setScale"><l></l></block></script><list></list></block></block><block s="doSetVar"><l>getter</l><block s="reifyReporter"><autolambda><block s="getScale"></block></autolambda><list></list></block></block></script><script><custom-block s="error %s"><block s="reportJoinWords"><list><l>unknown attribute "</l><block var="attribute"/><l>"</l></list></block></custom-block></script></block></script></block></script></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 var="setter"/><block var="getter"/><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></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;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><custom-block s="id %n"><l></l></custom-block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><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><l></l></list></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><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><block s="reportDifference"><l>2</l><l></l></block></list></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><custom-block s="if %b then %anyUE else %anyUE"><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></custom-block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-in</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><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-out</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><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><custom-block s="if %b then %anyUE else %anyUE"><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></custom-block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quart-in</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><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quart-out</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><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quart-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><custom-block s="if %b then %anyUE else %anyUE"><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></custom-block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>sine-in</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><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>sine-out</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><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>sine-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>cos</option></l><block s="reportVariadicProduct"><list><l></l><l>90</l></list></block></block></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><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><custom-block s="%n raised to %n"><l>2</l><block s="reportVariadicProduct"><list><l>-10</l><l></l></list></block></custom-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></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></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="1065"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="1066"><item><ref mediaID="New Year project_Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="1067"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-126.99999999999955" y="-9.333333333333314" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="68.85000000000001,0,16.524000000000015,1" pen="tip" id="1072"><costumes><list id="1073"><item><ref mediaID="New Year project_Sprite_cst_SpongeBob_SquarePants_character-removebg-preview"></ref></item></list></costumes><sounds><list struct="atomic" id="1074"></list></sounds><blocks></blocks><variables></variables><scripts><script x="13" y="49.73333333333335"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>SpongeBob_SquarePants_character-removebg-preview</l></block><block s="bubble"><l>click me</l></block></script><script x="371" y="167.33333333333337"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="bubble"><l>HAPPY NEW YEAR</l></block><block s="doRepeat"><l>1000</l><script><block s="turn"><l>80</l></block><block s="turnLeft"><l>50</l></block></script></block></script></scripts></sprite><sprite name="Rocket(3)" idx="2" x="65.82662421393911" y="-1.4166106507573772" heading="356" scale="0.10039999999999999" volume="100" pan="0" rotation="0" draggable="true" costume="1" color="255,255,255,1" pen="middle" id="1095"><costumes><list id="1096"><item><ref mediaID="New Year project_Rocket(3)_cst_light_medium"></ref></item></list></costumes><sounds><list id="1097"><item><ref mediaID="New Year project_Rocket(3)_snd_Boom"></ref></item></list></sounds><blocks></blocks><variables><variable name="level"><l>1</l></variable></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="hide"></block><block s="doForever"><script><block s="doSetVar"><l>level</l><block s="reportRandom"><l>2</l><l>3</l></block></block><block s="setHeading"><block s="reportRandom"><l>-50</l><l>50</l></block></block><block s="createClone"><l><option>myself</option></l></block><block s="doWait"><l>5</l></block></script></block></script><script x="77.99999999999989" y="241"><block s="receiveOnClone"></block><block s="doChangeVar"><l>level</l><l>-1</l></block><block s="show"></block><custom-block s="glide %n in %n secs easing %s"><l>100</l><block s="reportRandom"><l>.8</l><l>1.91</l></block><l>quadratic-in</l></custom-block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="level"/><l>0</l></list></block><script><block s="playSound"><l>Boom</l></block><block s="doWarp"><script><block s="doDeclareVariables"><list><l>shards</l></list></block><block s="doSetVar"><l>shards</l><block s="reportRandom"><l>10</l><l>15</l></block></block><block s="doRepeat"><block var="shards"/><script><block s="turn"><block s="reportQuotient"><l>360</l><block var="shards"/></block></block><block s="createClone"><l><option>myself</option></l></block></script></block></script></block></script><script><block s="fork"><block s="reifyScript"><script><custom-block s="animate %s by %n in %n secs easing %s"><l>y position</l><l>-50</l><l>1</l><l>quadratic-out</l></custom-block></script><list></list></block><list></list></block><custom-block s="animate %s by %n in %n secs easing %s"><l>size</l><l>-20</l><l>1</l><l>linear</l></custom-block></script></block><block s="removeClone"></block></script></scripts></sprite><watcher var="level" style="normal" x="30.059814453125682" y="30.059814453124957" color="243,118,29" hidden="true"/><watcher scope="Stage" s="reportThreadCount" style="normal" x="12.3125" y="12.312499999999986" color="4,148,220" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="New Year project" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="New Year project_Stage_cst_Untitled"/><costume name="SpongeBob_SquarePants_character-removebg-preview" center-x="95" center-y="128" image="data:image/png;base64,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" mediaID="New Year project_Sprite_cst_SpongeBob_SquarePants_character-removebg-preview"/><costume name="light_medium" center-x="70" center-y="70.5" image="data:image/png;base64,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" mediaID="New Year project_Rocket(3)_cst_light_medium"/><sound name="Boom" sound="data:audio/mp3;base64,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" mediaID="New Year project_Rocket(3)_snd_Boom"/></media></snapdata>