data:image/png;base64,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

average10i1

i1i1There is/are test score(s) that scored C's2

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==100,68,66,100,68,91,69,76,100,100179.81