<snapdata remixID="12250894"><project name="UPC Code Checker" app="Snap! 8.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="UPC Code Checker"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="sumOdds" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>OddDigits</l><l>0</l></block><block s="doRepeat"><l>6</l><script><block s="doSetVar"><l>OddDigits</l><block s="reportVariadicSum"><list><block var="OddDigits"/><block s="reportListItem"><block var="index"/><block var="UPC code"/></block></list></block></block><block s="doChangeVar"><l>index</l><l>2</l></block></script></block><block s="doReport"><block var="OddDigits"/></block></script></block-definition><block-definition s="sumEvens" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>index</l><l>2</l></block><block s="doSetVar"><l>EvenDigits</l><l>0</l></block><block s="doRepeat"><l>5</l><script><block s="doSetVar"><l>EvenDigits</l><block s="reportVariadicSum"><list><block var="EvenDigits"/><block s="reportListItem"><block var="index"/><block var="UPC code"/></block></list></block></block><block s="doChangeVar"><l>index</l><l>2</l></block></script></block><block s="doReport"><block var="EvenDigits"/></block></script></block-definition><block-definition s="mathforUPC" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>OddDigits</l><block s="reportVariadicSum"><list><block s="reportListItem"><l>1</l><block var="UPC code"/></block><block s="reportListItem"><l>3</l><block var="UPC code"/></block><block s="reportListItem"><l>5</l><block var="UPC code"/></block><block s="reportListItem"><l>7</l><block var="UPC code"/></block><block s="reportListItem"><l>9</l><block var="UPC code"/></block><block s="reportListItem"><l>11</l><block var="UPC code"/></block></list></block></block><block s="doSetVar"><l>OddDigits</l><block s="reportVariadicProduct"><list><block var="OddDigits"/><l>3</l></list></block></block><block s="doSetVar"><l>EvenDigits</l><block s="reportVariadicSum"><list><block s="reportListItem"><l>2</l><block var="UPC code"/></block><block s="reportListItem"><l>4</l><block var="UPC code"/></block><block s="reportListItem"><l>6</l><block var="UPC code"/></block><block s="reportListItem"><l>8</l><block var="UPC code"/></block><block s="reportListItem"><l>10</l><block var="UPC code"/></block></list></block></block><block s="doSetVar"><l>math</l><block s="reportVariadicSum"><list><block var="EvenDigits"/><block var="OddDigits"/><block s="reportListItem"><l>12</l><block var="UPC code"/></block></list></block></block><block s="doSetVar"><l>answer</l><block s="reportModulus"><block var="math"/><l>10</l></block></block><block s="doIfElse"><block s="reportEquals"><block var="answer"/><l>0</l></block><script><block s="doSayFor"><l>Valid!</l><l>2</l></block></script><script><block s="doSayFor"><l>INVALID!</l><l>2</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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="160"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="161"></list></costumes><sounds><list struct="atomic" id="162"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="EvenDigits" style="normal" x="123" y="15" color="243,118,29"/><watcher var="index" style="normal" x="123" y="37.000001999999995" color="243,118,29"/><watcher var="UPC code" style="normal" x="15.1036376953125" y="17.255905151367188" color="243,118,29" extX="80" extY="70"/><sprite name="Sprite" idx="1" x="-53" y="-39" heading="90" scale="0.75" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="170"><costumes><list id="171"><item><ref mediaID="Sprite_cst_AZ top R cross"></ref></item></list></costumes><sounds><list struct="atomic" id="172"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveGo"></block><block s="doAsk"><l>How many digits are in your UPC Code?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>12</l></block><script><block s="doSetVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>UPC code</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><l>12</l><script><block s="doAsk"><l>Enter each digit of the UPC code</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="UPC code"/></block></script></block><custom-block s="mathforUPC"></custom-block></script><script><block s="doSayFor"><l>I&apos;m sorry, this code is invalid.</l><l>2</l></block></script></block></script></scripts></sprite><watcher var="answer" style="normal" x="238" y="16" color="243,118,29"/><watcher var="math" style="normal" x="208" y="40.000001999999995" color="243,118,29"/><watcher var="OddDigits" style="normal" x="290" y="39.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="UPC code"><list struct="atomic" id="216">7,0,0,0,0,0,9,8,7,0,0,7</list></variable><variable name="index"><l>1</l></variable><variable name="OddDigits"><l>69</l></variable><variable name="EvenDigits"><l>8</l></variable><variable name="answer"><l>4</l></variable><variable name="math"><l>84</l></variable></variables></scene></scenes></project><media name="UPC Code Checker" app="Snap! 8.1, https://snap.berkeley.edu" version="2"><costume name="AZ top R cross" center-x="108.5" center-y="126.5" image="data:image/png;base64,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" mediaID="Sprite_cst_AZ top R cross"/></media></snapdata>