A small block of mass m, having charge q is placed on a frictionless inclined plane making an angle $\theta$  with the horizontal by connecting the spring (spring constant K) as shown. There exists a uniform magnetic field B parallel to the inclined plane but perpendicular to the length of spring. If m is slightly pulled on the inclined in downward direction and released then it is found that the block executes SHM. If one of the students has expressed the time period of oscillation as $2P\sqrt{\frac{m(1+q^x{B}^y)}{zK}}$, then find the value of $p(x+y+z)$.  (assume that the block does not leave contact with the plane)