The head of the UMS project, Doctor of Physical and Mathematical Sciences Stanislav Kublanovsky, formulated the “Law of Harmony,” which assigns any physical body a special temporal characteristic — the gravitational period — based on its size R and mass M:

(G is the gravitational constant).

This formula is usually used in classical Newtonian mechanics to calculate the orbital periods of artificial satellites of celestial bodies (based on the mass of the celestial body and the orbital radius).

S. Kublanovsky proposed applying this formula to all bodies. This approach was used by Isaac Newton in the law of universal gravitation.

Only for non-spherical bodies is it necessary to clarify what should be taken as R (which Kublanovsky does). He obtained striking coincidences with the human body. If a person does not have excess body mass, then their gravitational period according to this formula equals 24 hours. The formula contains no parameters of Earth — it contains only human parameters!

Applied to a human, for example, a school student (M = 53 kg — mass, R = 1.75/2 m — half of height), it gives
T ≅ 86,495 seconds ≅ 24 hours! This means that this person lives in harmony with their planet.

There is another astonishing coincidence noted by S. Kublanovsky. Applied to the Pyramid of Khufu (M = 6.5×10⁹ kg — mass, R = 146.6/2 m — half of height), it gives T ≅ 5,988 seconds. But this coincides with the value T ≅ 5,990 seconds for Mars (M = 6.42×10²³ kg — mass, R = 3,389×10³ m). Such coincidences are not accidental!

P.S. The calculations were done using the UMS program’s guaranteed-accuracy calculator (see https://universalmathsolver.com/ums-calculator/).

This is all the more interesting because the Mars Global Surveyor orbital station recently discovered a mysterious square structure on Mars whose dimensions match the base of the Pyramid of Khufu (Pyramid of Giza).