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 selectedidx1idx1Greg,James,Gizmo,Sammy,Scoobylaughed,ran,sneezed,jumped high,took a nap,was sweetPizza,Peanut Butter,Peppers,Pretzels,Pickles6