data:image/png;base64,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

averageTest10

i1The number of students who got a C is 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QKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==averageTestlength90i1lengthscoreC0i1i1lengthi173,88,100,81,64,79,64,88,75,85,63,93,72,93,60,99,66,73,77,73078.32162