Arnos Voldigod lifts up a castle and swings it around like if it was nothing. Requested by Celestial Pegasus.

### Pixel Scaling

## 1st Image

Red= Arnos = 175 cm = 38 px

Ratio= 175 cm/38 cm = 4.60526315789 cm/px

Dark Red= 193 px = 888.81578947277 cm

Blue= 89 px = 409.86842105221 cm

Light blue= 405 px = 1865.13157894545 cm

Dark blue= 19 px = 87.49999999991 cm

Gray blue= 139 px = 640.13157894671 cm

Pink= 103 px = 474.34210526267 cm

Purple= 121 px = 557.23684210469 cm

Light Purple= 223 px = 1026.97368420947 cm

Green= 412 px = 1897.36842105068 cm

Light Green= 110 px = 506.5789473679 cm

Yellow= 125 px = 575.65789473625 cm

Dark Yellow= 103 px = 474.34210526267 cm

Brown= 47 px = 216.44736842083 cm

Tan= 171 px = 787.49999999919 cm

Orage= 60 px = 276.3157894734 cm

## 2nd Image

Ratio= 175 cm/38 cm = 4.60526315789 cm/px

Red= 72 px = 331.57894736808 cm

Dark Red= 128 px = 589.47368420992 cm

Blue= 89 px = 409.86842105221 cm

Light blue= 17 px = 78.28947368413 cm

Dark blue= 124 px = 571.05263157836 cm

Gray blue= 105 px = 483.55263157845 cm

Pink= 30 px = 138.1578947367 cm

Purple= 35 px = 161.18421052615 cm

Light Purple= 41 px = 188.81578947349 cm

Green= 286 px = 1317.10526315654 cm

Light Green= 29 px = 133.55263157881 cm

Yellow= 52 px = 239.47368421028 cm

Dark Yellow= 208 px = 962.49999999901 cm

Brown= 240 px = 1105.2631578936 cm

Orage= 172 px = 792.10526315708 cm

## 3rd Image

Yellow = 95 px = 557.23684210469 cm

Ratio = 557.23684210469 cm / 95 px = 5.8656509695230526 cm/px

Red = 16 px = 93.8504155123688416 cm

Green = 343 px = 3185.0484764510175618 cm

Purple = 235 px = 1378.427977837917361 cm

Orange = 149 px = 873.9819944589348374 cm

## 4th Image

Red = 104 px = 575.65789473625

Ratio = 575.65789473625 cm / 104 px = 5.5351720647716346 cm/px

Orange = Distance traveled = 1151 px = 6370.9830465521514246 cm

Pink = Arnos' height = 175 cm = 538 px

Ratio 2 = 175 cm / 538 px = 0.3252788104089219 cm/px

Purple = Arm length = 227 px = 73.8382899628252713 cm

## Mathz stuff

There is a lot of stuff so I will try my best to keep it as least confusing as possible. First I will start by calculating the weight of the surrounding defensive wall.

The **+ sign** I will be using here will just indicate I am using the values from that line, not addition of the values.

The walls are roughly just rectangular cubes. So W*H*L = V

Side walls = 3rd Picture Green + Yellow + Red = 166568190.8760422445 cm^3

Back should basically equal front in size.

Back Wall = 1st Image light blue, purple, 3rd image red = 97540616.7748158439 cm^3

Due to the gate at in the front wall I will need to account for that section so I will subtract the length of that section from the total length of the wall and use that as the volume for it, then I will calculate the volume of the gate section. So it will be first image light blue - light green.

Front Wall = 1st Image (Light blue - light green) + purple, 3rd image red = 71048103.5767177135 cm^3

Apparent gate wall section = 1st Image Light green + Yellow, 3rd image red = 27368298.7583658372 cm^3

The hole of the gate is present so I need to account for that. The Gate hole is just a rectangular prism + semi circular shaped hole which I can get the volume of by using the formula for the surface area of a circle (pi*r^2) and dividing it by half then multiplying it by the depth of the wall. Then just add both of them and subtract them from the apparent gate section to get its true volume.

Gate hole = 1st Image Orange + Brown + Dark Blue, 3rd image red = 5612989.2726248481 cm^3 + 1128683.5756221078 cm^3 = 6741672.8482469559 cm^3

Real Gate wall section = 27368298.7583658372 cm^3 - 6741672.8482469559 cm^3 = 20626625.9101188813 cm^3

Now I will go unto getting the volume of the buildings, there are a lot and there is no real defining characteristic for them so I will just divide them into types, rectangular prism, cylinder, or for the roofs being rectangular prisms and one part of the biggest structure. Left to right in ascending order.

# Rectangular prism

Building 1 = 1st image tan, 2nd image red = 86581371.190868568698 cm^3

Building 2 = 1st image light purple + green, 3rd image orange = 1702995375.8719060 cm^3

Building 3 = 2nd image green + blue = 221263308.8134665375469 cm^3

Building 4 = 1st image pink + dark red, 3rd image purple = 112259785.45249696 cm^3

Building 5 = 1st image dark yellow, light purple = 34314474.7661683 cm^3

# Cylinder=

Building 6 = 2nd image (yellow/2) + orange = 39364791.752679 cm^3

Cylindrical part of the tallest building = 2nd image (pink/2), 1st image green = 28444150.18489 cm^3

Building 7 = 2nd image brown, (purple/2) = 22552805.162777 cm^3

# Square pyramid/Triangular cylinder

Roof = 2nd image red, 1st image blue = 22531409 cm^3

Roof 2 = 2nd image blue + dark blue = 31977447.893788 cm^3

Roof 3 = 1st image gray blue + pink, 3rd image purple = 194380068 cm^3

Roof 4 = 2nd image light purple + gray blue = 7934675 cm^3

Now I just gotta add the volumes up and account for 80% hollowness in buildings.

Total approximate volume = Building 1 + Building 2 + Building 3 + Building 4 + Building 5 + Building 6 + Building 7 + Roof + Roof 2 + Roof 3 + Roof 4 + Cylindrical part of the tallest building + Real Gate wall section + Front Wall + Back Wall + (Side walls*2) = 3026951391.1027772939449 cm^3 * 0.20 = 605,390,278.22055545878898 cm^3

Medieval castles were often made with the use of limestone, so I will use the density that it has

Weight = 605,390,278.22055545878898 cm^3 * 2.711 g/cm^3 = 1,641,213,044.25592584877692478 grams = 1615.2925913571029923 tons (**Class K**)

Considering the acceleration he gave it this would be higher, similar to this calculation

Using the length of Arnos’ arm (purple line fourth image) and using the angle of 180 degrees one can get the distance his arm moved in the same time as the castle displaced.

Arc length = r * Θ (radians) = 231.9698 cm

For the speed of Arnos’ arm I will just use the peak speed of the arm of a profesional boxer as Arnos is inhumanly fast. That speed is about 14.3053 m/s

T = D/S = 2.319698 m / 14.3053 m/s = 0.162156543379027 S

In that same timeframe the castle moves a distance of 63.709830465521514246 meters.

V = D/T = 392.8909012114624 m/s

A = (Delta)V / T = 2,422.911175980815 m/s^2

Newtons = M(kg)*A(m/s^2) = 3,913,710,472.078137

Kilograms = N/9.8 = 399,358,211.4365446 kg (**Class M**)