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 selectedtrueidx1Greg,James,Gizmo,Sammy,Scoobylaughed,ran,sneezed,jumped high,took a nap,was sweetPizzaPeanut ButterPeppersPretzelsPickles8