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Zero Point being where the Gravitational forces cancel out, creating no gravitational push.
M_1 \geq M_2
G_Z_p=\frac {1}{\frac {M_1}{M_2}}
R_g_Z_p=\frac {M_2}{M_1}-\frac{M_1}{M_2}
Where G_Z_p is Gravitational Zero Point, R_g_Z_p is Reverse Graviataional Zero Point, d is distance between the two bodies, and M is the mass.
M_1 \geq M_2
G_Z_p=\frac {1}{\frac {M_1}{M_2}}
R_g_Z_p=\frac {M_2}{M_1}-\frac{M_1}{M_2}
Where G_Z_p is Gravitational Zero Point, R_g_Z_p is Reverse Graviataional Zero Point, d is distance between the two bodies, and M is the mass.
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