Jumping analysis: scales and heights

When I was watching the animation, I observed that the jumps were animated truly realistic, then I had curiosity about the scale in the animation world, if it fit almost perfectly with the real world or if it double or half size of the reality.

“A 30-story building typically ranges in height from approximately 300 to 450 feet (about 91 to 137 meters). However, the exact height can vary depending on the design and function of the building. On average, each story in a commercial building is around 10 to 15 feet (3 to 4.5 meters) tall.”

https://www.quora.com/How-tall-is-a-30-story-building

Furthermore, I had tried to calculate the height of the building to check if the height of the jumps were real or just a simulation.

Having the formula “caída libre: h=vt-1/2gt^2+H”, g as gravity=9,8m/s^2, v as initial velocity (where we are counting from 0m/s), t as time between 2:46 (high point mostly above of the plane) to 2:52 (landing) which is 6 seconds.

h=vt-1/2gt^2+H

0= 0- 0,5*9,8*9+H

H= 176m

The plane average flying height is between 10000 to 12800meters

Thus if it is scaled, 1m=xm, 10000m=176m, then xm maybe 0,0176m in the animation world.

Also I tried to calculate the height of the building:

0= 0- 0,5*9,8*9+H

0=-44,1+H

H=44,1 

https://revista.dgt.es/es/multimedia/infografia/2017/0908velocidad-y-caida-libre-en-autobus.sthml

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