data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==

We completed this section of code together.gradesClick on me again to calculate your average grade for another class.226265.5