data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==your total is 65 dirhams and 99 lollipops23your total is 97 dirhams and 99 lollipops22your total is 85 dirhams and 99 lollipops24your total is 100 dirhams and 99 lollipops2000s0,0,0,00dolphin