An interesting outcome of symmetrical G, 1.1536x10^-10, is how certain GM products will follow certain Planck unit dimensions. Take, for instance, The square root of the timescale mass for the second, (1.0095x10^35kg)^0.5=3.17727x10^17kg. The linear Planck frequency for this mass is 1.164642176x10^25 or (c^2/h)^0.5. The GM product is 3.66555x10^7 the reciprocal of the Planck mass, 2.728x10^-8kg. If we multiply 1.16464x10^25kg by G we arrive at a GM product of 1.3436x10^15 the reciprocal of the Planck mass squared. So you see, Planck and Newton are numerically joined at the hip.