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 selectedidx1Greg,James,Gizmo,Sammy,Shitrockfarted,burped,sneezed,ate poop,took a nap,was sweetPizza,Peanut Butter,Peppers,Pretzels,Pickles8