This problems solves Laplaces equation on a sphere of radius 1 with the Boundary Element Method (BEM). The sphere has 4 elements in the circumfrential direction and 4 elements in the azimuthal direction. The basis functions are cubic Hermite (including sector elements). The sphere contains a centric dipole orientated in the x direction. There is a no-flux boundary condition on the outer surface. The numerical results are compared to the known analytic formula for this problem.