Calc Space Patrol Luluco - Lalaco Godspeed shoplifts Ogikubo

Lalaco Godspeed with her pirate ship shoplifts Ogikubo. I passes this feat up for ages, thinking it wasn't too impressive in the longrun, but looking back over it and I realised something...
The crater is easily visible from space! The radius of the Earth is The Earth has a radius of 6371km.


R = (h/2) + c^2/(8h)
= (58/2) + 2880^2/(8 X 58)
= 17904.8621 pixels

17904.8621 pixels = 6371km
1 pixel = 6371km/17904.8621 = 0.355825136km
0.355825136km X 1657 = 589.60225km (589602.25m)
589602.25m/2 = 294801.125m

729 pixels = 589602.25m
1 pixel = 589602.25m/729 = 808.782236m
808.782236m X 27 = 21837.1204m
Timeframe is 9 seconds and 7 frames (with a framerate of 24 frames a second).

T = 1s/24
= 41.6666667ms X 7
= 0.291666667s + 9s
= 9.29166667s

656 pixels = 589602.25m
1 pixel = 589602.25m/656 = 898.783918m
898.783918m X 113 = 101562.583m
898.783918m X 54 = 48534.3316m
898.783918m X 207 = 186048.271m
186048.271m/2 = 93024.1355m
48534.3316m - 21837.1204m = 26697.2112m

That's the best scaling I could find (and due to the angle, it should ultimately be even wider). Volume of landmass as half an ellispoid.

V = 4/3πabc
= 4/3 X π X 294801.125 X 93024.1355 X 101562.583
= 1.16666757e16/2
= 5.83333785e15m^3

The density of continental crusts is on average 2700 kg/m^3.

M = 5.83333785e15 X 2700kg
= 1.57500122e19kg

T = 26697.2112m/9.29166667s
= 2873.24246m/s

KE = (0.5)mv^2
= (0.5) X 1.57500122e19 X 2873.24246^2
= 6.5012288e25 joules
= 15.538309751434034922 petatons

If that's not impressive in and of itself, we can also get the GPE.


E = 101562.583 X 1.57500122e19 X 9.80665
= 1.56868342e25 joules
= 3.7492433556405355688 petatons

E = 15.538309751434034922 petatons + 3.7492433556405355688 petatons
= 19.2875531 petatons

Final Results
Lalaco shoplifts Ogikubo = 19.286 petatons