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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==1) run this code segment and see what the dino likes to eatDoes this code remove all of the non-P foods, and only the non-P foods?.2) add this to the end of the blockt that is executed when the green flag is selectedDinoTalkidx1Greg,James,Gizmo,Sammy,Scoobylaughed,ran,sneezed,jumped high,took a nap,was sweetCheese Sticks,Oranges3