Let G be a group and n a positive integer.

The bet had to be a positive integer and a multiple of 10.

No such simple expression is known for odd positive integers.

Every positive integer appears exactly once somewhere on this list.

A is the set whose members are the first four positive integers.

To keep things simple, let us assume that a is a positive integer.

Thus the set Z+ of all positive integers may be written.

Each type has the group name, followed by an optional positive integer.

That should file the number in the memory as a positive integer.

A positive integer between 0 and 255 is returned (as you might expect).