RC Flight Simulator 2016
Thetis Consulting
RC Flight Simulator is now for mobiles! Be amazed by the realism and controls of the Remote Control Flight Simulator 2016!
You will fly with 15 different aircraft in more than 14 highly detailed scenarios! We included the virtual RC Controller on the screen fully configurable and a physics algorithm very close to what you can do with your real RC plane.
MAIN FEATURES:
- 43 airplanes: trainers, WWII, Fighter Jets, Commercial Jets, Gliders Drones, and Helicopters!)
- Arbus 380 neo Emarites
- Boing 747 8i Lifthanza
- Aileron Trainer
- Estra 360 RC
- Cezna 172
- Cezna 182
- Corair FU41 WW2
- Corair FU41 (after WW2)
- P-51
- Sup with Pup
- Fighter 14
- Fighter 15
- Fighter 22
- Fighter 117
- Foker Dreidcke 1
- Richtofe Red Baron War 1
- Spitfire Super World War 2
- Zero A6 Mitshu
- Super 300s Orange
- Ar Parrot Drone
- Avistar Elite
- Big Stick
- CAP 232
- Drone MQ9 Reaper
- Glider DynafLite
- Mistral Glider
- Flite Test
- Flite Test Sport
- Flyzone Sensei
- Drone Hexacopter
- Drone Octocopter
- Drone Quadricopter
- Drone Phantom
- Drone Quad Racer
- Drone Tricopter
- PiperCub
- Pitts S2-B
- Glider Planar
- Heli Raptor
- Heli Schweizer
- Heli Trex
- Heli Instructor
- YAK 54
- 14 scenarios, in different countries, like USA, Germany, and more!
- Maneuver checks in real time
- 150 missions
- Different Maneuver difficulty levels.
- Air Gates, Balloons, and Rings as mission objectives
- Checks in real time for these Maneuvers:
- Loops
- Inverted Loops
- Cuban Eight
- Half-Cuban
- Immelmann turn
- Aileron Roll
- Barrel Roll
- EXTRA FEATURES:
- Track missions, with a combination of Maneuvers and Air Gates, improving this Flight Simulator challenges.
- Special controls for jet wings, and Corsair wings (fold and unfold wings) on RC controller.
- Rating of maneuver during flight.
Feel free to contact us at FlyWings Studios to give your feedback, have a nice RC flight!
Terms of Use:
https://www.apple.com/legal/internet-services/itunes/dev/stdeula/
Photo scenes credits:
by Harald Bendschneider
$ 0