data:image/png;base64,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D7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCCDinoTalk1) 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