<snapdata remixID="13845186"><project name="!GradeCalculator" 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="!GradeCalculator"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="answer from %&apos;question&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doAsk"><block var="question"/></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="assignment name %&apos;1&apos; grade %&apos;2&apos; weighted %&apos;3&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="1"/><block var="2"/><block var="3"/></list></block></block></script></block-definition><block-definition s="assignment name" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><custom-block s="answer from %s"><l>Input the name of your assignment.</l></custom-block></block></script></block-definition><block-definition s="grade" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><custom-block s="answer from %s"><l>Input the grade for the assignment. (Please enter a number.)</l></custom-block></block></script></block-definition><block-definition s="weight" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><custom-block s="answer from %s"><l>Input how much the assignment is weighted. (Please enter a number.)</l></custom-block></block></script></block-definition><block-definition s="grades" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><block s="reportVariadicSum"><list><l>0</l><l>2</l></list></block><l/></block></autolambda><list></list></block><block var="gradesList"/></block></block></script></block-definition><block-definition s="weighted" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l><option>last</option></l><l/></block></autolambda><list></list></block><block var="gradesList"/></block></block></script></block-definition><block-definition s="grade from %&apos;grades&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doReport"><block s="reportListItem"><block s="reportVariadicSum"><list><l>0</l><l>2</l></list></block><block var="grades"/></block></block></script></block-definition><block-definition s="weight from %&apos;grades&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doReport"><block s="reportListItem"><l><option>last</option></l><block var="grades"/></block></block></script></block-definition><block-definition s="gradeWanted" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><custom-block s="answer from %s"><l>What grade do you want in the class? (Please enter a number.)</l></custom-block></block></script></block-definition><block-definition s="examWeighted" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><custom-block s="answer from %s"><l>How much is your exam weighted? (Please enter a number.)</l></custom-block></block></script></block-definition><block-definition s="gradeHave" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><custom-block s="answer from %s"><l>What grade do you have in the class? (Please enter a number.)</l></custom-block></block></script></block-definition><block-definition s="grade wanted from: %&apos;gradeWanted&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="gradeWanted"/></block></block></script></block-definition><block-definition s="gradeScale %&apos;n&apos;" type="reporter" category="lists"><variables><list struct="atomic" id="120">temp</list></variables><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="doSetVar"><l>temp</l><block s="reportRound"><block var="n"/></block></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="n"/><l>100</l></list></block><script><block s="doReport"><l>A+</l></block></script><list><block s="reportVariadicLessThan"><list><block var="n"/><l>0</l></list></block><script><block s="doReport"><l>F</l></block></script></list></block><block s="doFor"><l>i</l><l>1</l><l>13</l><script><block s="doIf"><block s="reportListContainsItem"><block s="reportListItem"><block var="i"/><block var="gradeScale"/></block><block var="temp"/></block><script><block s="doReport"><block s="reportListItem"><block var="i"/><block var="letters"/></block></block></script><list></list></block></script></block></script></block-definition><block-definition s="examCalculator" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportDifference"><custom-block s="grade wanted from: %l"><block var="gradeExams"/></custom-block><block s="reportQuotient"><block s="reportVariadicProduct"><list><custom-block s="grade from %l"><block var="gradeExams"/></custom-block><block s="reportDifference"><l>100</l><custom-block s="weight from %l"><block var="gradeExams"/></custom-block></block></list></block><l>100</l></block></block><custom-block s="weight from %l"><block var="gradeExams"/></custom-block></block><l>100</l></list></block><comment w="287.9999999999999" collapsed="false">formula: (gradeWanted - grade(100% - weight)) / weight&#xD;or:&#xD;(d - (1 - w)c) / w&#xD;where all numbers are not in percentages&#xD;d = desired grade&#xD;w = weight of the exam&#xD;c = current grade, not including the exam&#xD;&#xD;from: https://rogerhub.com/final-grade-calculator/ and&#xD;https://rogerhub.com/&#126;r/final/formula.pdf</comment></block></script></block-definition><block-definition s="assignment names from: %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="list"/></block></block></script></block-definition></blocks><primitives><block-definition s="round %&apos;#1&apos;" type="reporter" category="operators" selector="reportRound" primitive="reportRound"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doPrimitive"><l><bool>true</bool></l><l>reportRound</l></block></script></block-definition><block-definition s="set %&apos;#1&apos; to %&apos;#2&apos;" type="command" category="variables" selector="doSetVar" primitive="doSetVar"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true" irreplaceable="true"><options>§_getVarNamesDict</options></input><input type="%s">0</input></inputs><script><block s="doPrimitive"><l><bool>true</bool></l><l>doSetVar</l></block></script></block-definition><block-definition s="item %&apos;#1&apos; of %&apos;#2&apos;" type="reporter" category="lists" selector="reportListItem" primitive="reportListItem"><header></header><code></code><translations></translations><inputs><input type="%n">1<options>1=1&#xD;last=$_last&#xD;random=$_random&#xD;&#126;&#xD;parent=$_parent</options></input><input type="%l" readonly="true"></input></inputs><script><block s="doPrimitive"><l><bool>true</bool></l><l>reportListItem</l></block></script></block-definition><block-definition s="%&apos;data&apos; contains %&apos;value&apos;" type="predicate" category="lists" selector="reportListContainsItem" primitive="reportListContainsItem"><header></header><code></code><translations></translations><inputs><input type="%l" readonly="true"></input><input type="%s">thing</input></inputs><script><block s="doPrimitive"><l><bool>true</bool></l><l>reportListContainsItem</l></block><block s="doWarp"><script><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block 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" 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" mediaID="back1_cst_c"/><costume name="clear" center-x="73" center-y="39" 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" mediaID="clear_cst_clear"/><costume name="delete" center-x="73" center-y="39" 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" mediaID="delete_cst_delete"/><costume name="add" center-x="73" center-y="39" 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" mediaID="add_cst_add"/><costume name="grade_calculator" center-x="73" center-y="39" 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" 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