How come is a magnetic pole unit is expressed in term of a mass even thought its not a mass?

Question

magnetic force proportional to the product of the poles?

Answer 1

Magnetic units are not expressed in terms of mass.

Answer 2

In SI base units, the strength of a magnetic field is measured in Amps per meter (A / m).

The unit of magnetic flux is called the Webber (Wb) which has SI base units of m^2 * kg * s^-2 * A^-1.

The unit of magnetic flux density is called the Tesla (T), with units of Wb/m^2.

No where in any of these 3 units is mass used as the sole unit of magnetism.
How did you come to the conclusion that mass is used?


EDIT:
The electro-magnetic (taking in to account both electric and magnetic forces) force acting on an object is given as:
F = q(E + v x B)
Where F, E, v and B are the vector quantities of the Force, Electric field, velocity, and Magnetic Field respectively and q is the charge on the object.

I am not sure what you mean by, "product of the poles".