Vajarois' breathe sends Akko, Sucy and Lotte fly with such force that it parts the clouds above. Note also the clouds before and after she breathes at them. Before...
Akko is 162cm tall (1.62m).
1 pixel = 1.62m/92 = 0.0176086957m
0.0176086957m X 337 = 5.93413045m
1 pixel = 5.93413045m/95 = 0.0624645311m
0.0624645311m X 490 = 30.6076202m
That's how tall Vajarois is, and Akko, Lotte and Sucy are slightly higher than that. Distance to the horizon at 30.6076202m is 19.8km (19800m).
H = 2000m - 30.6076202m
= 1969.39238m
While we're at it, we can also get the speed of her roar.
1s/25 = 40ms
40ms X 3 = 0.12s + 3s = 3.12m
T = 1969.39238m/3.12s
= 631.215506/340.29
= Mach 1.85493404
= 2*atan(1094/(721/tan(70/2)))
= 1.24664474 rad
= 71.42748215436103 degrees
That's 1369.7m across with the angscaler, or a radius of 684.85m.
Volume as a cylinder.
V = πr^2h
= π X 19800^2 X 350
= 4.31070494e11m^3
Density of a cloud is 1.003kg/m^3.
M = 4.31070494e11 X 1.003
= 432363705482kg
Let's get out timeframe.
1s/25 = 40ms
40ms X 3 = 0.12s
T = 684.85m/0.12s
= 5707.08333 m / s
E = (0.5) X 432363705482 X 5707.08333^2
= 7.04121592e18 joules
= 1.68289099426 gigatons
Now for a low end of just the part of the cloud seen moved onscreen.
V = πr^2h
= π X 684.85^2 X 350
= 515713900m^3
M = 515713900 X 1.003
= 517261042kg
E = (0.5) X 517261042 X 5707.08333^2
= 8.42380301e15 joules
= 2.01333723948 megatons
Final Results
Vajarois' height = 30.608m
Vajarois' exhales (energy - low end) = 2.013 megatons
Vajarois' exhales (energy - high end) = 1.683 gigatons
Vajarois' exhales (speed) = Mach 1.855