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Locations of the five Earth-Moon Lagrangian points, namely where the Earth and Moon gravitational forces upon a spacecraft cancel out: 1) Let R denote the (mean) Earth-Moon distance, that is 384,400 km. Then, the distance between the Moon and the Lagrangian point L1 equals 0.1596003*R, that is 61350 km. Consequently the Earth-to-L1 distance equals 0.8403997*R, that is 323050 km. 2) The distance between the Moon and the Lagrangian point L2 equals 0.1595926*R, that is 61347 km. 3) The distance between the Earth and the Lagrangian point L3 equals 0.992886*R, that is 381666 km. 4) The two " triangular " Lagrangian Points L4 and L5 are just at same distance R from Earth and Moon. 2. Terminal Longitude λ on the Moon Farside for Radio Waves emitted by Telecommunication Satellites in orbit around the Earth  

Locations of the five Earth-Moon Lagrangian points, namely where the Earth and Moon gravitational forces upon a spacecraft cancel out: 1) Let R denote the (mean) Earth-Moon distance, that is 384,400 km. Then, the distance between the Moon and the Lagrangian point L1 equals 0.1596003*R, that is 61350 km. Consequently the Earth-to-L1 distance equals 0.8403997*R, that is 323050 km. 2) The distance between the Moon and the Lagrangian point L2 equals 0.1595926*R, that is 61347 km. 3) The distance between the Earth and the Lagrangian point L3 equals 0.992886*R, that is 381666 km. 4) The two " triangular " Lagrangian Points L4 and L5 are just at same distance R from Earth and Moon. 2. Terminal Longitude λ on the Moon Farside for Radio Waves emitted by Telecommunication Satellites in orbit around the Earth  

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The "Lunar Farside Radio Lab" Study of the IAA, started in 1998 by late French astronomer Jean Heidmann (1923-2000), underwent substantial extensions and revisions since its coordination was taken up by this author. These modifications can be summarized as follows: 1) The goal of the Study was enlarged so as to encompass the whole of radio astronom...

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