-You will see that time here is represented as a physical dimension. You have realized that you can exert a force through the fabric of space-time. TARS
The final version of the gargantua replica is here and with many changes that are incredible
- Added a new skybox
- Added 2 new planets (Pantagruel B & C)
- Added 1 new launch location
- upgraded the resolution of the planets
I hope that you like it
GENERAL INFO
- Successors 2 post(s)
- Created On: Android
- Game Version: 0.9.918.1
CELESTIAL BODIES
| Name | Parent | Radius | Surface Gravity | Apoapsis | Periapsis |
|---|---|---|---|---|---|
| Gargantua | 239.1 Mm | 471.0 m/s | - | - | |
| Millers Planet | Gargantua | 1,402 km | 14.0 m/s | 1,001.0 Mm | 999.0 Mm |
| Manns Planet | Gargantua | 550 km | 2.6 m/s | 8,249.4 Mm | 7,950.8 Mm |
| Gargantua B | Gargantua | 25 km | 250.00 km/s | 28,149.2 Mm | 28,092.9 Mm |
| Gargantua D | Gargantua | 20 km | 268.7 m/s | 83,006.4 Mm | 82,840.5 Mm |
| Gargantua C | Gargantua | 15 km | 668.0 m/s | 91,751.8 Mm | 91,568.4 Mm |
| Pantagruel | Gargantua | 129.1 Mm | 274.0 m/s | 1,001,000.0 Mm | 999,000.0 Mm |
| Pantagruel B | Pantagruel | 1,274 km | 7.0 m/s | 7,860.9 Mm | 4,563.0 Mm |
| Pantagruel C | Pantagruel | 13,000 km | 700.0 m/s | 10,129.4 Mm | 10,109.2 Mm |
| Edmunds Planet | Pantagruel | 1,274 km | 9.8 m/s | 13,472.8 Mm | 13,445.8 Mm |
7 Comments
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60 Largerockit2.4 years ago
How do I remove the shadows from a planet like you did for your neutron star?
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Como creaste un cistema solar en movil :o