So how does light accelerate at the same rate as us? In order for it to constantly be 300,000,000m/s faster than us with our ever-increasing velocity, naturally light would need to accelerate at 9.8m/s2? Yet a = (V2 - V1) / t. If c is a constant, how does light maintain a constant speed relative to us when our own speed is constantly increasing? By your own admission, even light can not move faster than the speed of light. I can only imagine light seeming to move slower, and along with that, the Flat Earth's "gravity" (or whatever you call your equivalent) decreasing, as we can never reach the speed of light. My scale isn't showing reduced weight, though, nor do I seem to be experiencing slowing time. I guess what I'm really looking for is an explanation to perceived weight and light, keeping in mind that relative to us, a is constant, and in any inertial frame of reference V is aymptotal to c, translating to ever decreasing acceleration.