data:image/png;base64,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

averagelength

2

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Finds the numbers of "C"s in the classIf a score is over 100 it will change it to 10068,75,78,81,72,92,71,101,75,6873173.1115