<snapdata remixID="14105289"><project name="Unit 3 : Final Programming Template" app="Snap! 10.3.6, 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="courseGrade" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="course %&apos;course&apos; Grades %&apos;grade&apos;" type="reporter" category="operators"><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="course"/><block var="grade"/></list></block></block></script></block-definition><block-definition s="getGrade %&apos;grade&apos;" type="reporter" category="operators"><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="grade"/></block></block></script></block-definition><block-definition s="getCourseName %&apos;name&apos;" type="reporter" category="operators"><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="name"/></block></block></script></block-definition><block-definition s="getGrade" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>grade</l></list></block><block s="doAsk"><l>what is your grade?</l></block><block s="doSetVar"><l>grade</l><block s="getLastAnswer"></block></block><block s="doReport"><block var="grade"/></block></script></block-definition><block-definition s="getClass" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>class</l></list></block><block s="doAsk"><l>what is your class name?</l></block><block s="doSetVar"><l>class</l><block s="getLastAnswer"></block></block><block s="doReport"><block var="class"/></block></script></block-definition><block-definition s="tranform letters of grades into numbers" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>transform</l><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="getGrade %s"><l></l></custom-block></autolambda><list></list></block><block var="reportCard"/></block></block><block s="doForEach"><l>item</l><block var="transform"/><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="item"/><l>A</l></list></block><script><block s="doChangeVar"><l>gpa</l><l>4</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="item"/><l>B</l></list></block><script><block s="doChangeVar"><l>gpa</l><l>3</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="item"/><l>C</l></list></block><script><block s="doChangeVar"><l>gpa</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="item"/><l>D</l></list></block><script><block s="doChangeVar"><l>gpa</l><l>1</l></block></script><script><block s="doChangeVar"><l>gpa</l><l>0</l></block></script></block></script></block></script></block></script></block></script></block></script></block-definition><block-definition s="Number of Ap classes" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>You have an AP classes? Write number for how many and "0" for none</l></block><block s="doReport"><block s="getLastAnswer"></block></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" id="144"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="145"></list></costumes><sounds><list struct="atomic" id="146"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="GPA" idx="2" x="138.93167701863536" y="-4.335403726708137" 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="GPA_cst_unnamed"></ref></item></list></costumes><sounds><list struct="atomic" id="153"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><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="doSetVar"><l>gpa</l><l>0</l></block><block s="doChangeVar"><l>gpa</l><custom-block s="Number of Ap classes"></custom-block></block><custom-block s="tranform letters of grades into numbers"></custom-block><block s="doSayFor"><block s="reportJoinWords"><list><l>You&apos;re GPA is </l><block s="reportQuotient"><block var="gpa"/><block s="reportListAttribute"><l><option>length</option></l><block var="transform"/></block></block></list></block><l>2</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportQuotient"><block var="gpa"/><block s="reportListAttribute"><l><option>length</option></l><block var="transform"/></block></block><l>4</l></list></block><script><block s="doSayFor"><l>Amazing job student!!</l><l>2</l></block></script><list></list></block></script></scripts></sprite><sprite name="Add" idx="1" x="-99.87577639751476" y="-4.099378881987832" heading="90" scale="0.3" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="201"><costumes><list id="202"><item><ref mediaID="Add_cst_114888"></ref></item></list></costumes><sounds><list struct="atomic" id="203"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" 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="doAddToList"><custom-block s="course %s Grades %s"><custom-block s="getClass"></custom-block><custom-block s="getGrade"></custom-block></custom-block><block var="reportCard"/></block></script><script x="30" y="208.83333333333337"><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></script></scripts></sprite><watcher var="reportCard" style="normal" x="4.470113085621961" y="35.24555735056549" color="243,118,29" extX="80" extY="70"/><watcher var="Scelect Grade" style="normal" x="2" y="8" color="243,118,29"/><watcher var="gpa" style="normal" x="131.81302064441638" y="7.974854567978163" color="243,118,29"/><watcher var="transform" style="normal" x="369.4278737290763" y="3.5563646050703426" color="243,118,29" extX="80" extY="70"/></sprites></stage><variables><variable name="reportCard"><list id="229"><item><list struct="atomic" id="230">math,A</list></item><item><list struct="atomic" id="231">english,A</list></item><item><list struct="atomic" id="232">health,A</list></item><item><list struct="atomic" id="233">Ap comp,A</list></item><item><list struct="atomic" id="234">history,A</list></item></list></variable><variable name="gpa"><l>21</l></variable><variable name="transform"><list struct="atomic" id="235">A,A,A,A,A</list></variable><variable name="Scelect Grade"><l>0</l></variable></variables></scene></scenes></project><media name="Unit 3 : Final Programming Template" app="Snap! 10.3.6, https://snap.berkeley.edu" version="2"><costume name="unnamed" center-x="150" center-y="150" 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