data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Thanks for playing!2score0What is 12 x 4?,48What is the square root of 4?,2What is 5 x 13?,65What is 9 x 9?,81What is the square root of 100?,10amy,20amy,5mr norman,50