<snapdata remixID="11025209"><project name="Factorial (Balls :)" app="Snap! 6, https://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="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-185" y="-107" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="alonzo " center-x="63" center-y="74" 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" 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pen="tip" id="44"><costumes><list id="45"><item><costume name="costume1" center-x="87" center-y="56" 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" id="46"/></item></list></costumes><sounds><list struct="atomic" id="47"></list></sounds><blocks></blocks><variables></variables><scripts><script x="89" y="46.00000000000003"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSetVar"><l>reverseFactorial</l><l>0</l></block><block s="doAsk"><l>Which calculation from the list do you want the reverse factorial of? (Index position)</l></block><custom-block s="reverseFactorial %n"><block s="getLastAnswer"></block></custom-block><block s="doIf"><block s="reportEquals"><block var="reverseFactorial"/><l>0</l></block><script><block s="bubble"><block s="reportJoinWords"><list><block var="reverseFactorial"/><l> or 1 is the reverse factorial</l></list></block></block></script></block><block s="bubble"><block s="reportJoinWords"><list><block var="reverseFactorial"/><l> is the reverse factorial</l></list></block></block></script></scripts></sprite><watcher var="factorial" style="normal" x="11" y="4" color="243,118,29"/><watcher var="reverseFactorial" style="normal" x="11" y="31" color="243,118,29"/><watcher var="prevCalc" style="normal" x="350" y="0.0000019999999949504854" color="243,118,29" extX="80" extY="70"/></sprites></stage><hidden> reportMap</hidden><headers></headers><code></code><blocks><block-definition s="factorial %&apos;num&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>tempNumList</l></list></block><block s="doSetVar"><l>tempNumList</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>0</l><block s="reportDifference"><block var="num"/><l>1</l></block><script><block s="doAddToList"><block s="reportDifference"><block var="num"/><block var="i"/></block><block var="tempNumList"/></block></script></block><block s="doSetVar"><l>factorial</l><block s="reportCombine"><block var="tempNumList"/><block s="reifyReporter"><autolambda><block s="reportProduct"><l></l><l></l></block></autolambda><list></list></block></block></block><block s="doIf"><block s="reportEquals"><block var="num"/><l>0</l></block><script><block s="doSetVar"><l>factorial</l><l>1</l></block></script></block></script></block-definition><block-definition s="reverseFactorial %&apos;listIndex&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>div</l></list></block><block s="doSetVar"><l>div</l><block s="reportListItem"><block var="listIndex"/><block var="prevCalc"/></block></block><block s="doDeclareVariables"><list><l>start</l></list></block><block s="doSetVar"><l>start</l><l>0</l></block><block s="doUntil"><block s="reportEquals"><block var="div"/><l>1</l></block><script><block s="doChangeVar"><l>start</l><l>1</l></block><block s="doSetVar"><l>div</l><block s="reportRound"><block s="reportQuotient"><block var="div"/><block var="start"/></block></block></block></script></block><block s="doSetVar"><l>reverseFactorial</l><block var="start"/></block></script></block-definition></blocks><variables><variable name="factorial"><l>0</l></variable><variable name="prevCalc"><list struct="atomic" id="178"></list></variable><variable name="reverseFactorial"><l>0</l></variable></variables></project><media name="Factorial (Balls :)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>