data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==chikawaThank you for playing the Manteca High School Trivia Quiz!2What is the color that represents Manteca High School?,greenWhat animal is Manteca High School's mascot?,buffaloTrue or False: Manteca High School's mascot is albino.,trueWhat is the name of Manteca High School's mascot?,AlbyWho's the best AP Computer Science Principles teacher on campus?,Mr. Garlets