<snapdata remixID="14158960"><project name="GPA Calc" app="Snap! 10.4.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="GPA Calc"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="gpa %&apos;amountOCT&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs></block-definition><block-definition s="gpaCalc %&apos;amountOCT&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>a</l><l>b</l><l>c</l><l>d</l><l>f</l></list></block><block s="doSetVar"><l>sum</l><l>0</l></block><block s="doSetVar"><l>gpalist</l><l>0</l></block><block s="doSetVar"><l>gpalist</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>a</l><l>0</l></block><block s="doSetVar"><l>b</l><l>0</l></block><block s="doSetVar"><l>c</l><l>0</l></block><block s="doSetVar"><l>d</l><l>0</l></block><block 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