data:image/png;base64,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90
index1There were a total of c students
2
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QIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==
62,61,69,68,83,84,65,85,74,99
70.15