What is the sidereal period of revolution of Uranus, if its oppositions are repeated after 370 Earth days?

1 / S = 1 / P-1 / T, where P is the period of revolution of the Earth around the Sun, T is the period of revolution of Uranus around the Sun. Then 1 / T = (S-P) / (P * S); T = 84 years.

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