<snapdata remixID="15061588"><project name="Unit 3 : Final Programming Template" 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="Unit 3 : Final Programming Template"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Report card: Classes: %&apos;class&apos; Grades: %&apos;grade&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="class"/><block var="grade"/></list></block></block></script></block-definition><block-definition s="getCourse %&apos;classReport&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="classReport"/></block></block></script></block-definition><block-definition s="getGrade %&apos;classReport&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="classReport"/></block></block></script></block-definition><block-definition s="Add classes and Grades: %&apos;NumberOfClasses&apos; %&apos;report&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%l" initial="1"></input></inputs><script><block s="doRepeat"><block var="NumberOfClasses"/><script><block s="doAddToList"><custom-block s="Report card: Classes: %s Grades: %s"><custom-block s="Class"></custom-block><custom-block s="Grade"></custom-block></custom-block><block var="report"/></block></script></block></script></block-definition><block-definition s="Class" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What is the name of your class</l></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="Grade" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What iwas your grade in that class?</l></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="Convert Grades to GPA Numbers: %&apos;ReportCard&apos; %&apos;GradeList&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input><input type="%l" initial="1"></input></inputs><script><block s="doForEach"><l>item</l><block var="ReportCard"/><script><block s="doIf"><block s="reportVariadicEquals"><list><custom-block s="getGrade %s"><block var="item"/></custom-block><l>A</l></list></block><script><block s="doAddToList"><l>4</l><block var="GradeList"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><custom-block s="getGrade %s"><block var="item"/></custom-block><l>B</l></list></block><script><block s="doAddToList"><l>3</l><block var="GradeList"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><custom-block s="getGrade %s"><block var="item"/></custom-block><l>C</l></list></block><script><block s="doAddToList"><l>2</l><block var="GradeList"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><custom-block s="getGrade %s"><block var="item"/></custom-block><l>D</l></list></block><script><block s="doAddToList"><l>1</l><block var="GradeList"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><custom-block s="getGrade %s"><block var="item"/></custom-block><l>F</l></list></block><script><block s="doAddToList"><l>0</l><block var="GradeList"/></block></script><list></list></block></script></block></script></block-definition></blocks><primitives></primitives><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" 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struct="atomic" id="145"></list></costumes><sounds><list struct="atomic" id="146"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="GPA" idx="2" x="138.9316770186333" y="-4.3354037267081935" heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,13.872000000000014,86.7,1" pen="tip" id="151"><costumes><list id="152"><item><ref mediaID="Unit 3 : Final Programming Template_GPA_cst_unnamed"></ref></item></list></costumes><sounds><list struct="atomic" id="153"></list></sounds><blocks></blocks><variables></variables><scripts><script x="14.878048780487802" y="16.33333333333337"><block s="receiveInteraction"><l><option>clicked</option></l><comment w="418.7804878048781" collapsed="false">Set Script variable to GPA and calculate GPA for the Global Variable report Card</comment></block><block s="doDeclareVariables"><list><l>GPA</l><l>GradeList</l></list></block><block s="doHideVar"><l>GradeList</l></block><block s="doHideVar"><l>GPA</l></block><block s="doSetVar"><l>GradeList</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>GPA</l><l>0</l></block><custom-block s="Convert Grades to GPA Numbers: %l %l"><block var="reportCard"/><block var="GradeList"/></custom-block><block s="doSetVar"><l>GPA</l><block s="reportQuotient"><block s="reportCombine"><block var="GradeList"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block><block s="reportListAttribute"><l><option>length</option></l><block var="GradeList"/></block></block></block><block s="doSayFor"><block var="GPA"/><l>2</l></block></script></scripts></sprite><sprite name="Add" idx="1" x="-99.87577639751521" y="-4.099378881987718" heading="90" scale="0.3" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="205"><costumes><list id="206"><item><ref mediaID="Unit 3 : Final Programming Template_Add_cst_114888"></ref></item></list></costumes><sounds><list struct="atomic" id="207"></list></sounds><blocks></blocks><variables></variables><scripts><script x="25" y="15.833333333333343"><block s="receiveGo"><comment w="218.0487804878049" collapsed="false">Set Global Variable Report Card to a list. Use constructor to fill list with data</comment></block><block s="doSetVar"><l>reportCard</l><block s="reportNewList"><list></list></block></block><block s="doHideVar"><l>reportCard</l></block><block s="doThinkFor"><l>Click on add button to add your classes</l><l>2</l></block></script><script x="25" y="128.83333333333337"><block s="receiveInteraction"><l><option>clicked</option></l><comment w="281.7073170731708" collapsed="false">Use the on Click to add classes and grades.</comment></block><block s="doAsk"><l>How many classes have you taken?</l></block><custom-block s="Add classes and Grades: %n %l"><block s="getLastAnswer"></block><block var="reportCard"/></custom-block><block s="doShowVar"><l>reportCard</l></block><block s="doSayFor"><l>Click on GPA to Calculate your GPA</l><l>2</l></block></script></scripts></sprite><watcher var="reportCard" style="normal" x="3.0372670807455506" y="8.54658385093164" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="reportCard"><list struct="atomic" id="238"></list></variable></variables></scene></scenes></project><media name="Unit 3 : Final Programming Template" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="unnamed" center-x="150" center-y="150" 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" mediaID="Unit 3 : Final Programming Template_GPA_cst_unnamed"/><costume name="114888" center-x="180" center-y="180" 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