data:image/png;base64,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End! Thank you for using our platform! Please come back!4Identify the definition of the following - A variable that can be set or used only in the environment in which it is defined.,Variable,Global Variables,Keylogging,Local Variables,D"Identify the definition of the following - are a collection (or array) of data, can also be a data type. ",Lists,Abstraction,Boolean,Phishing,AIdentify the definition of the following - they each select one piece of the data structure.,Constructors,Predicate,Selectors,DDoS,C