<snapdata remixID="13408406"><project name="UPC Check Program 3/27/24" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="UPC Check Program 3/27/24"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Algorithm" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>index</l><l>1</l></block><block s="doRepeat"><l>12</l><script><block s="doAsk"><l>Add 1 digit of the UCP Code</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="User UPC code"/></block></script></block></script><scripts><script x="199.5" y="255.69999999999993"><block s="doSetVar"><l>User UCP code</l><block s="getLastAnswer"></block></block></script><script x="312" y="48.80000000000001"><block s="doReplaceInList"><l>1</l><l/><l>thing</l></block><block s="doAsk"><l>Please input the first digit</l></block><block s="doChangeVar"><l>index</l><l>1</l></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block var="index"/><l>12</l></list></block><script><block s="doAsk"><l>Please input the first digit</l></block><block s="doReplaceInList"><l>1</l><l/><l>thing</l></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block></script></scripts></block-definition><block-definition s="Step 1(Add Odd)" type="command" 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>Odd#&apos;s(Step1)</l><l>0</l></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block var="index"/><l>11</l></list></block><script><block s="doChangeVar"><l>Odd#&apos;s(Step1)</l><block s="reportListItem"><block var="index"/><block var="User UPC code"/></block></block><block s="doChangeVar"><l>index</l><l>2</l></block></script></block></script><scripts><script x="319.21484375" y="208.69999999999993"><block s="reportVariadicSum"><list><l></l><l></l></list></block></script><script x="201.119140625" y="30.80000000000001"><block s="reportVariadicEquals"><list><l></l><l>13</l></list></block></script></scripts></block-definition><block-definition s="Step2(Multiply)" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>Step2(x3)</l><block s="reportVariadicProduct"><list><block var="Odd#&apos;s(Step1)"/><l>3</l></list></block></block></script></block-definition><block-definition s="Step3(AddEven)" type="command" 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>Even#&apos;s(Step3)</l><l>0</l></block><block s="doUntil"><block s="reportVariadicEquals"><list><block var="index"/><l>12</l></list></block><script><block s="doChangeVar"><l>Even#&apos;s(Step3)</l><block s="reportListItem"><block var="index"/><block var="User UPC code"/></block></block><block s="doChangeVar"><l>index</l><l>2</l></block></script></block></script><scripts><script x="161.119140625" y="47.80000000000001"><block s="reportVariadicGreaterThan"><list><l></l><l>12</l></list></block></script></scripts></block-definition><block-definition s="Step4(Add)" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>Step4(AddEvenAndOdd)</l><block s="reportVariadicSum"><list><block var="Step2(x3)"/><block var="Even#&apos;s(Step3)"/></list></block></block></script></block-definition><block-definition s="Step5(Add)" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>Step5(AddEverything)</l><block s="reportVariadicSum"><list><block s="reportListItem"><l>12</l><block var="User UPC code"/></block><block var="Step4(AddEvenAndOdd)"/></list></block></block></script></block-definition><block-definition s="Step6(Check)" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="Step5(AddEverything)"/><l>10</l></block><l>0</l></list></block><script><block s="doSayFor"><l>UPC code is valid.</l><l>2</l></block></script><script><block s="doSayFor"><l>UPC code is invalid.</l><l>2</l></block></script></block></script></block-definition><block-definition s="Extension" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="Step5(AddEverything)"/><l>10</l></block><l>0</l></list></block><script><block s="doSetVar"><l>index</l><l>0</l></block></script><list></list></block></script><scripts><script x="374" y="140.80000000000007"><block s="doIfElse"><l/><script></script><script></script></block></script></scripts></block-definition><block-definition s="CalculationForExtension" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="Step4(AddEvenAndOdd)"/><l>10</l></block><l>9</l></list></block><script><block s="doSetVar"><l>CheckDigit(Ext.)</l><l>1</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="Step4(AddEvenAndOdd)"/><l>10</l></block><l>8</l></list></block><script><block s="doSetVar"><l>CheckDigit(Ext.)</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="Step4(AddEvenAndOdd)"/><l>10</l></block><l>7</l></list></block><script><block s="doSetVar"><l>CheckDigit(Ext.)</l><l>3</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="Step4(AddEvenAndOdd)"/><l>10</l></block><l>6</l></list></block><script><block s="doSetVar"><l>CheckDigit(Ext.)</l><l>4</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="Step4(AddEvenAndOdd)"/><l>10</l></block><l>5</l></list></block><script><block s="doSetVar"><l>CheckDigit(Ext.)</l><l>5</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="Step4(AddEvenAndOdd)"/><l>10</l></block><l>4</l></list></block><script><block s="doSetVar"><l>CheckDigit(Ext.)</l><l>6</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="Step4(AddEvenAndOdd)"/><l>10</l></block><l>3</l></list></block><script><block s="doSetVar"><l>CheckDigit(Ext.)</l><l>7</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="Step4(AddEvenAndOdd)"/><l>10</l></block><l>2</l></list></block><script><block s="doSetVar"><l>CheckDigit(Ext.)</l><l>8</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="Step4(AddEvenAndOdd)"/><l>10</l></block><l>1</l></list></block><script><block s="doSetVar"><l>CheckDigit(Ext.)</l><l>9</l></block></script><list></list></block></script></block-definition><block-definition s="UPC code" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-205</l><l>-158</l></block><block s="doSayFor"><l>Imput the 12 digit UPC code one at a time.</l><l>2</l></block><block s="doSetVar"><l>User UPC code</l><block s="reportNewList"><list></list></block></block><custom-block s="Algorithm"></custom-block><custom-block s="Step 1(Add Odd)"></custom-block><custom-block s="Step2(Multiply)"></custom-block><custom-block s="Step3(AddEven)"></custom-block><custom-block s="Step4(Add)"></custom-block><custom-block s="Step5(Add)"></custom-block><custom-block s="Step6(Check)"></custom-block><custom-block s="CalculationForExtension"></custom-block><custom-block s="Extension"></custom-block></script></block-definition></blocks><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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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id="375"><item><ref mediaID="Stage_cst_download"></ref></item></list></costumes><sounds><list struct="atomic" id="376"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-205" y="-158" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="381"><costumes><list struct="atomic" id="382"></list></costumes><sounds><list struct="atomic" id="383"></list></sounds><blocks></blocks><variables></variables><scripts><script x="239" y="131.33333333333334"><block s="receiveGo"></block><custom-block s="UPC code"></custom-block></script></scripts></sprite><watcher var="index" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="Step2(x3)" style="normal" x="9" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="Odd#&apos;s(Step1)" style="normal" x="8" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher 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" 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