data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==DinoTalk1) 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 selectedGreg,James,Gizmo,Sammy,Scoobylaughed,ran,sneezed,jumped high,took a nap,was sweetPizza,Peanut Butter,Peppers,Pretzels,Pickles6