data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==order button go through smoothie list until answer = yes (loop) you selected this smoothie, confirming these are the fruits in it yes or no if yes=say confirmed if no=use loopparameter pair options (ideally the fruit lists woud be more general and could work with different pairings but i dont have the time)pineapple & mango,strawberry & blueberry,raspberry & banana,strawberry & mangoTropical,Berryblue,Razznana,SunsetAcai,Good Morning,Vacayacai,papaya & orange,pineapple & coconut