Temperature field inside a sphere of radius \( R = 1 \, \text{m} \) with origin at its center is \[ T(x, y, z) = 100 - 70x + 51y - 80z - 10x^2 - 20y^2 - 20z^2. \] If thermal conductivity of the sphere material is \( K = 50 \, \text{W/m.K} \) and Fourier law of heat conduction is valid, net heat leaving the sphere per unit time in W is _________.
[round off to one decimal place]