data:image/png;base64,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

The average test socre is: length21length90

This is how many Cs there are: 2

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==88,71,77,76,78,68,85,100,71,73874131103100