<snapdata remixID="14004369"><project name="mock CPT" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="mock CPT"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="gradesInput" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Enter number of subjects</l></block><block s="doSetVar"><l>#ofSubject</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what&apos;s your name?</l></block><block s="doSetVar"><l>userName</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>grades</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>subjectNames</l><block s="reportNewList"><list></list></block></block><block s="doDeleteFromList"><l><option>all</option></l><block var="grades"/></block><block s="doDeleteFromList"><l><option>all</option></l><block var="subjectNames"/></block><block s="doRepeat"><block var="#ofSubject"/><script><block s="doAsk"><l>Enter subject name</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="subjectNames"/></block><block s="doAsk"><l>Enter grade for your subject(NUMBERS ONLY).</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="grades"/></block></script></block></script></block-definition><block-definition s="%&apos;addAll&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="doAsk"><l>What is your converted grade?</l></block><block s="doSetVar"><l>gpa</l><block s="reportVariadicSum"><list><block s="reportListItem"><l>1</l><block var="gradecalc"/></block><l></l></list></block></block></script></block-definition><block-definition s="average of list by variable" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>gpa</l><l>0</l></block><block s="doForEach"><l>item</l><block var="gradecalc"/><script><block s="doChangeVar"><l>gpa</l><block var="item"/></block></script></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="#ofSubject"/><l>0</l></list></block><script><block s="doSayFor"><l>Error cannot divide by Zero!!!</l><l>2</l></block><block s="doReport"><l>0</l></block></script><script><block s="doReport"><block s="reportQuotient"><block var="gpa"/><block var="#ofSubject"/></block></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" id="103"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="104"></list></costumes><sounds><list struct="atomic" id="105"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="4"><sprite name="Dino2" idx="2" x="-80" y="-111" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,127.5,28.04999999999997,1" pen="tip" id="110"><costumes><list id="111"><item><ref mediaID="Dino2_cst_maxresdefault-removebg-preview"></ref></item></list></costumes><sounds><list struct="atomic" id="112"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveMessage"><l>dino1</l><list></list><comment w="90" collapsed="false">Done by partner 2</comment></block><block s="doSayFor"><l>We will be calculating your GPA for your to help you keep up with school and grades!!</l><l>2</l></block><block s="doBroadcast"><l>dino2</l><list></list></block></script><script x="20" y="129"><block s="receiveMessage"><l>gpascaleSelector</l><list></list><comment w="90" collapsed="false">Done by partner 2</comment></block><block s="doSetVar"><l>gpaScale</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="subjectNames"/><script><block s="doAsk"><l>Are you taking a 5.0, 5.5 or 6.0 class? Enter these scales just as shown above.</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>5.0</l></list></block><script><block s="doAddToList"><block s="getLastAnswer"></block><block var="gpaScale"/></block></script><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>5.5</l></list></block><script><block s="doAddToList"><block s="getLastAnswer"></block><block var="gpaScale"/></block></script><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>6.0</l></list></block><script><block s="doAddToList"><block s="getLastAnswer"></block><block var="gpaScale"/></block></script></list></block></script></block><block s="doBroadcast"><l>convertGrade</l><list></list></block></script></scripts></sprite><sprite name="Dino4" idx="4" x="182" y="-125" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="13.260000000000012,0,165.75,1" pen="tip" id="190"><costumes><list id="191"><item><ref mediaID="Dino4_cst_images-removebg-preview"></ref></item></list></costumes><sounds><list struct="atomic" id="192"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="20"><block s="receiveMessage"><l>dino3</l><list></list><comment w="90" collapsed="false">done by partner 2</comment></block><block s="doSayFor"><l>Click on the first Dino to begin!!!!</l><l>2</l></block></script><script x="30" y="93"><block s="receiveMessage"><l>calculatefinalGPA</l><list></list><comment w="90" collapsed="false">done by partner 2</comment></block><block s="doSayFor"><l>HI I will be calculating your GPA for you, but I need your help! Will you be able to enter the values shown in the list gradecalc when prompted!!</l><l>5</l></block><custom-block s="average of list by variable"></custom-block><block s="doSetVar"><l>finalgpa</l><block s="reportQuotient"><block var="gpa"/><block var="#ofSubject"/></block></block><block s="doSayFor"><l>Your final GPA is...</l><l>2</l></block><block s="doSayFor"><block var="finalgpa"/><l>5</l></block><block s="doSayFor"><l>PRESS THE UP ARROW TO RESET!!!</l><l>4</l></block></script><script x="30" y="298.33333333333337"><block s="receiveKey"><l><option>up arrow</option></l><list></list><comment w="90" collapsed="false">Done by Partner 2</comment></block><block s="doDeleteFromList"><l><option>all</option></l><block var="gradecalc"/></block><block s="doDeleteFromList"><l><option>all</option></l><block var="gpaScale"/></block><block s="doDeleteFromList"><l><option>all</option></l><block var="grades"/></block><block s="doDeleteFromList"><l><option>all</option></l><block var="subjectNames"/></block><block s="doSetVar"><l>userName</l><l>0</l></block><block s="doSetVar"><l>#ofSubject</l><l>0</l></block><block s="doSetVar"><l>gpa</l><l>0</l></block><block s="doSetVar"><l>finalgpa</l><l>0</l></block></script></scripts></sprite><sprite name="Dino1" idx="1" x="-185" y="-116" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="254"><costumes><list id="255"><item><ref mediaID="Dino1_cst_bg_f8f8f8-flat_750x_075_f-pad_750x1000_f8f8f8-removebg-preview"></ref></item><item><ref mediaID="Dino1_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="256"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="doSayFor"><l>Hello we are the GPA Dinos!</l><l>2</l></block><block s="doBroadcast"><l>dino1</l><list></list></block></script><script x="20" y="116.00000000000003"><block s="receiveInteraction"><l><option>clicked</option></l></block><custom-block s="gradesInput"></custom-block><block s="doBroadcast"><l>gpascaleSelector</l><list></list></block></script></scripts></sprite><sprite name="Dino3" idx="3" x="59.33333333333326" y="-148.41666666666663" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,175.95,144.27899999999997,1" pen="tip" id="275"><costumes><list id="276"><item><ref mediaID="Dino3_cst_st_small_507x507-pad_600x600_f8f8f8"></ref></item></list></costumes><sounds><list struct="atomic" id="277"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveMessage"><l>convertGrade</l><list><l>data</l></list><comment w="90" collapsed="false">Done by Partner 1</comment></block><block s="doSetVar"><l>gradecalc</l><block s="reportNewList"><list></list></block></block><block s="doSayFor"><l>I will be calculating you GPA based on your grade!!</l><l>2</l></block><block s="doForEach"><l>item</l><block var="gpaScale"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="item"/><l>5.0</l></list></block><script><block s="doAsk"><l>What is your grade in this class?</l></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="getLastAnswer"></block><l>100</l></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="getLastAnswer"></block><l>90</l></list></block></list></block><script><block s="doAddToList"><l>5.0</l><block var="gradecalc"/></block></script><list><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="getLastAnswer"></block><l>89</l></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="getLastAnswer"></block><l>80</l></list></block></list></block><script><block s="doAddToList"><l>4.0</l><block var="gradecalc"/></block></script><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="getLastAnswer"></block><l>79</l></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="getLastAnswer"></block><l>70</l></list></block></list></block><script><block s="doAddToList"><l>3.0</l><block var="gradecalc"/></block></script><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="getLastAnswer"></block><l>69</l></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="getLastAnswer"></block><l>60</l></list></block></list></block><script><block s="doAddToList"><l>2.0</l><block var="gradecalc"/></block></script><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>60</l></list></block><script><block s="doAddToList"><l>0.0</l><block var="gradecalc"/></block></script></list></block></script><list><block s="reportVariadicEquals"><list><block var="item"/><l>5.5</l></list></block><script><block s="doAsk"><l>What is your grade in this class?</l></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="getLastAnswer"></block><l>100</l></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="getLastAnswer"></block><l>90</l></list></block></list></block><script><block s="doAddToList"><l>5.5</l><block var="gradecalc"/></block></script><list><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="getLastAnswer"></block><l>89</l></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="getLastAnswer"></block><l>80</l></list></block></list></block><script><block s="doAddToList"><l>4.5</l><block var="gradecalc"/></block></script><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="getLastAnswer"></block><l>79</l></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="getLastAnswer"></block><l>70</l></list></block></list></block><script><block s="doAddToList"><l>3.5</l><block var="gradecalc"/></block></script><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="getLastAnswer"></block><l>69</l></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="getLastAnswer"></block><l>60</l></list></block></list></block><script><block s="doAddToList"><l>2.5</l><block var="gradecalc"/></block></script><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>60</l></list></block><script><block s="doAddToList"><l>0.0</l><block var="gradecalc"/></block></script></list></block></script><block s="reportVariadicEquals"><list><block var="item"/><l>6.0</l></list></block><script><block s="doAsk"><l>What is your grade in this class?</l></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="getLastAnswer"></block><l>100</l></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="getLastAnswer"></block><l>90</l></list></block></list></block><script><block s="doAddToList"><l>6.0</l><block var="gradecalc"/></block></script><list><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="getLastAnswer"></block><l>89</l></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="getLastAnswer"></block><l>80</l></list></block></list></block><script><block s="doAddToList"><l>5.0</l><block var="gradecalc"/></block></script><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="getLastAnswer"></block><l>79</l></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="getLastAnswer"></block><l>70</l></list></block></list></block><script><block s="doAddToList"><l>4.0</l><block var="gradecalc"/></block></script><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="getLastAnswer"></block><l>69</l></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="getLastAnswer"></block><l>60</l></list></block></list></block><script><block s="doAddToList"><l>3.0</l><block var="gradecalc"/></block></script><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>60</l></list></block><script><block s="doAddToList"><l>0.0</l><block var="gradecalc"/></block></script></list></block></script></list></block></script></block><block s="doBroadcast"><l>calculatefinalGPA</l><list></list></block></script><script x="455" y="10.333333333333485"><block s="receiveMessage"><l>dino2</l><list></list></block><block s="doSayFor"><l>We will need you enter your information when prompted so that we can calculate your GPA accurately</l><l>2</l><comment w="90" collapsed="false">Done by partner 2</comment></block><block s="doBroadcast"><l>dino3</l><list></list></block></script></scripts></sprite><watcher var="userName" style="normal" x="9" y="8" color="243,118,29"/><watcher var="#ofSubject" style="normal" x="5" y="30.000001999999995" color="243,118,29"/><watcher var="gpa" style="normal" x="16" y="54.000005999999985" color="243,118,29" hidden="true"/><watcher var="subjectNames" style="normal" x="125" y="6.00001199999997" color="243,118,29" extX="80" extY="70"/><watcher var="grades" style="normal" x="251" y="5.00000399999999" color="243,118,29" extX="80" extY="70"/><watcher var="gpaScale" style="normal" x="374" y="6.000009999999975" color="243,118,29" extX="80" extY="70"/><watcher var="gradecalc" style="normal" x="6" y="106.00000799999998" color="243,118,29" hidden="true"/><watcher var="finalgpa" style="normal" x="6" y="57.00000399999999" color="243,118,29"/><watcher var="num" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="userName"><l>0</l></variable><variable name="#ofSubject"><l>0</l></variable><variable name="grades"><list struct="atomic" id="679"></list></variable><variable name="gpa"><l>0</l></variable><variable name="gradecalc"><list struct="atomic" id="680"></list></variable><variable name="gpaScale"><list struct="atomic" id="681"></list></variable><variable name="subjectNames"><list struct="atomic" id="682"></list></variable><variable name="num"><list struct="atomic" id="683"></list></variable><variable name="finalgpa"><l>0</l></variable></variables></scene></scenes></project><media name="mock CPT" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><costume name="maxresdefault-removebg-preview" center-x="51" center-y="59.5" 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" 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" 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" 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gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==" mediaID="Dino1_cst_Untitled"/><costume name="st_small_507x507-pad_600x600_f8f8f8" center-x="87" center-y="65" 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" 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