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A method for getting systematic access to and a finite working grasp of infinite collections of things.

A method of getting access to all the facts and all the possible facts about what Persons do (<B>).

Following the "ElementOperationProduct" model, a calculational system specifies explicitly:
 a finite set of Elements (something to perform Operations on);
 a finite set of Operations (something to perform on Elements);
 a result of Operating on an Element is a Product;
 a Product is also a new Element in the system.

For example, Arithmetic is a calculation system. Given Element "1" and Operation "+", 1+1 = "2".
"2" is a Product of the system; therefore, a new Element that can be operated on.
2+1 = "3". And so on.
