Calc Indivisible - Tara Heruka Ajna jumps into space

Tara Ajna launches into space and leaps/flies to Kala. How can I be absolutely sure that she is travelling through space? At the end of the game, we can see the location of the final battle compared with the planet.
Now we have that sorted out, let's find the distance moved, and the timeframe. Radius of the Earth is 6378.1km.

R = (h/2) + c^2/(8h)
= (30/2) + 955^2/(8 X 30)
= 3815.10417 pixels

3815.10417 pixels = 6378.1km
1 pixel = 6378.1km/3815.10417 = 1.67180232km
1.67180232km X 226 = 377.827324km
Timeframe is 1 second and 7 frames. For some reason, now it's back to 24 frames a second.

T = 1s/24
= 41.6666667ms X 7
= 0.291666667s + 1s
= 1.29166667s

Anyway, what's the distance travelled in the timeframe?

1.67180232km X 199 = 332.688662km
377.827324km - 332.688662km = 45.138662km

T = 45.138662km/1.29166667s
= 34946.0608/340.29
= Mach 102.694939

Final Results
Tara Heruka Ajna jumps into space = Mach 102.695