<snapdata remixID="9367549"><project name="Recursion Week 1" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="443.5" center-y="211" 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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Tree" idx="3" x="-5.6843418860808015e-12" y="-149.99999999999977" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="1" color="17,114,0,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="tree" center-x="154.5" center-y="33" 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" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="28.333333333333343"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doTellTo"><l>Factorial</l><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="doTellTo"><l>Blastoff</l><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="doAsk"><l>How many layers should the tree have?</l></block><block s="gotoXY"><l>0</l><l>-150</l></block><block s="setHeading"><l>0</l></block><custom-block s="Tree %s %s"><block s="getLastAnswer"></block><l>50</l><comment w="204.33333333333334" collapsed="false">Unit 7 Lab1, Page 2 is VERY useful if stuck</comment></custom-block></script><script x="335" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>-10</l><l>-23</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="up"></block><block s="show"></block></script></scripts></sprite><sprite name="Blastoff" idx="2" x="-12" y="-123" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="1" color="113.22,153,0,1" pen="tip" id="60"><costumes><list id="61"><item><costume name="blastoff" center-x="95.5" center-y="33" 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id="62"/></item></list></costumes><sounds><list struct="atomic" id="63"></list></sounds><blocks></blocks><variables></variables><scripts><script x="210.66666666666663" y="13.666666666666643"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="show"></block></script><script x="30" y="30"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doTellTo"><l>Factorial</l><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="doTellTo"><l>Tree</l><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="doAsk"><l>Countdown from what positive integer?</l></block><block s="bubble"><custom-block s="Blastoff %n"><block s="getLastAnswer"></block><comment w="204.17910447761196" collapsed="true">ex. (blastoff 3) = 3 2 1 BLASTOFF!</comment></custom-block></block></script></scripts></sprite><sprite name="Factorial" idx="1" x="-14.723563541081148" y="84.67434025828175" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="1" color="80,80,80,1" pen="tip" id="102"><costumes><list id="103"><item><costume name="factorial" center-x="100" center-y="33" image="data:image/png;base64,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" id="104"/></item></list></costumes><sounds><list struct="atomic" id="105"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="12"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doTellTo"><l>Tree</l><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="doTellTo"><l>Blastoff</l><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="doAsk"><l>factorial of what number? (larger than 0)</l></block><block s="doSayFor"><custom-block s="factorial %n"><block s="getLastAnswer"></block><comment w="114.6268656716418" collapsed="true">ex. (factorial 4) = 24</comment></custom-block><l>5</l></block></script><script x="422.33333333333337" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="show"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="initials %&apos;sentence&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><l/><script><block s="doReport"><l></l></block></script></block><block s="doReport"><l></l></block></script></block-definition><block-definition s="Blastoff %&apos;num&apos;" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportGreaterThan"><block var="num"/><l>1</l></block><script><block s="doReport"><block s="reportJoinWords"><list><block var="num"/><l>,</l><l> </l><custom-block s="Blastoff %n"><block s="reportDifference"><block var="num"/><l>1</l></block></custom-block></list></block></block></script><script><block s="doReport"><block s="reportJoinWords"><list><l>1</l><l> </l><l>BLASTOFF!</l></list></block></block></script></block></script></block-definition><block-definition s="copies %&apos;num&apos; %&apos;word&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%txt"></input></inputs><script><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doReport"><l></l></block></script></block></script></block-definition><block-definition s="factorial %&apos;num&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportGreaterThan"><block var="num"/><l>0</l></block><script><block s="doReport"><block s="reportProduct"><block var="num"/><custom-block s="factorial %n"><block s="reportDifference"><block var="num"/><l>1</l></block></custom-block></block></block></script><script><block s="doReport"><l>1</l></block></script></block></script></block-definition><block-definition s="spell number" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="fib %&apos;num&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doReport"><l></l></block></script></block></script></block-definition><block-definition s="pig latin %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><custom-block s="empty? %l"><block var="list"/></custom-block><script><block s="doReport"><l> </l></block></script><script><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doReport"><l></l></block></script></block></script></block></script></block-definition><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.</comment><header></header><code></code><translations>de:drucke _ in Größe _&#xD;</translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#xD;context.textAlign = &apos;left&apos;;&#xD;context.textBaseline = &apos;alphabetic&apos;;&#xD;context.fillStyle = this.color.toString();&#xD;len = context.measureText(text).width;&#xD;trans = trans.multiplyBy(1 / stage.scale);&#xD;context.translate(trans.x, trans.y);&#xD;context.rotate(rotation);&#xD;context.fillText(text, 0, 0);&#xD;context.translate(-trans.x, -trans.y);&#xD;context.restore();&#xD;pos = new Point(&#xD;  len * Math.sin(radians(this.direction())),&#xD;  len * Math.cos(radians(this.direction())));&#xD;pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;this.gotoXY(pos.x, pos.y, false);&#xD;this.changed();&#xD;if (isWarped) {this.startWarp(); }&#xD;stage.changed();</l></block><list><block var="text"/><block var="size"/></list></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations>de:ist _ leer?&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block></block></script></block-definition><block-definition s="keep items such that %&apos;pred&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:behalte Elemente, die _ aus _&#xD;</translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script><script><block s="doReport"><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block-definition><block-definition s="combine with %&apos;function&apos; items of %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:kombiniere mit _ die Elemente von _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></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>de:wenn _ dann _ sonst _&#xD;</translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:füge Wörter zusammen _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="words"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="words"/></block><block s="reportCDR"><block s="reportCDR"><block var="words"/></block></block></block></custom-block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Satz _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations>de:fange _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _ _&#xD;</translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations>de:für jedes _ von _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><header></header><code></code><translations>de:falls _ dann _ und pause $pause-1-255-220-0&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="numbers from %&apos;from&apos; to %&apos;to&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:Zahlen von _ bis _&#xD;</translations><inputs><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="from"/><block var="to"/></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block var="from"/><custom-block s="numbers from %n to %n"><block s="reportSum"><block var="from"/><l>1</l></block><block var="to"/></custom-block></block></block></script></block-definition><block-definition s="map %&apos;func&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:wende _ an auf _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block var="data"/></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="func"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><custom-block s="map %repRing over %l"><block var="func"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block-definition><block-definition s="pig word %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doSetVar"><l>a</l><custom-block s="word $arrowRight list %txt"><block var="word"/></custom-block></block><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doReport"><l></l></block></script></block></script></block-definition><block-definition s="pascal %&apos;row&apos; %&apos;column&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doReport"><l></l></block></script></block></script></block-definition><block-definition s="to binary %&apos;number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doReport"><l></l></block></script></block></script></block></script></block-definition><block-definition s="triangle fractal level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><custom-block s="triangle size: %n"><l></l></custom-block></script></block-definition><block-definition s="triangle size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><l></l><script><block s="forward"><l></l></block><block s="turn"><l></l></block></script></block></script></block-definition><block-definition s="fractal other" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Tree %&apos;level&apos; %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="setColor"><color>17,114,0,1</color></block><block s="doIfElse"><block s="reportEquals"><block var="level"/><l>1</l></block><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportProduct"><block var="size"/><l>-1</l></block></block></script><script><block s="setColor"><color>163,73,0,1</color></block><block s="forward"><block var="size"/></block><block s="turnLeft"><l>15</l></block><custom-block s="Tree %s %s"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportProduct"><l>0.85</l><block var="size"/></block></custom-block><block s="turn"><l>15</l></block><block s="turn"><l>15</l></block><custom-block s="Tree %s %s"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportProduct"><l>0.85</l><block var="size"/></block></custom-block><block s="turnLeft"><l>15</l></block><block s="forward"><block s="reportProduct"><block var="size"/><l>-1</l></block></block></script></block><block s="up"></block><block s="hide"></block></script></block-definition><block-definition s="num w comma and space" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportJoinWords"><list><l> </l><block var="num"/><l>,</l></list></block></block></script></block-definition></blocks><variables></variables></project><media name="Recursion Week 1" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>