I promise, this is the last one. I've decided to wash my hands of the apparent "downgrade curse" I've been afflicted with and actually try upgrading something for once. Currently all the top tiers are being scaled to Class M through scaling to Detainer Astro's weight, even though the only character who can even be argued to do so is far stronger than everyone else. However, top tiers like the titans are able to toss/drag each other and G-Toilet around, and they're big enough that they'd probably have Class M weight too.
G-Toilet[]
According to the Camera Satellite calc, G-Toilet's toilet is 55 meters tall. An average toilet is 27-32 inches (0.6858-0.8128 meters) in height and weighs 27-55 kilograms (Averaged to 0.7493 meters and 41 kilograms)
1.0[]
55/0.7493 = 73.4018417
73.4018417^3 = 395,476.672
395,476.672 * 41 = 16,214,543.6 kilograms
Measuring G-Toilet's head by comparing it to his toilet (His neck can stretch and is inconsistent in size, so I'm just going to measure his head)
Toilet = 55 meters = 420 pixels (Of course)
G-Head = 171.5 pixels = 22.4583333 meters
Rim radius = 154.2/2 pixels = 77.1 pixels = 10.0964286 meters (For something later)
A person's head typically weighs between 2.3 and 5 kilograms (3.65 on average) and is typically an eighth of their height, which using average height of 1.75 meters, gets a head height of 0.21875 meters
22.4583333/0.21875 = 102.66666666666667
102.66666666666667^3 = 1,082,152.3
1082152.3 * 3.65 = 3,949,855.9
16,214,543.6 + 3,949,855.9 = 20,164,399.5 Kilograms, Class M
4.0[]
Yeah, I'm not doing every version, and I'm pretty sure 4.0 is the one whose weight the titans scale to
At this point this guy is just a mess of parts thrown together and some of them are really hard to get a good angle to measure
First using one of his earlier versions to measure the size of the stuff that gets too covered up to really see
Toilet = 55 meters = 302.7 pixels
Thruster radius = 37.7/2 = 18.85 pixels = 3.42500826 meters
Thruster length = 218.6 pixels = 39.7191939 meters
Metal panel length = 94.5 pixels = 17.1704658 meters
Metal panel width = 90.8 pixels = 16.498183 meters
Metal panel thickness = 11.5 pixels = 2.08952759 meters
Toilet = 55 meters = 442.8 pixels
Metal rim thickness = 16 pixels = 1.98735321 meters
Metal rim length = 24.2 pixels = 3.00587173 meters
Second thruster radius 1 = 57/2 = 28.5 pixels = 3.5399729 meters
Second thruster radius 2 = 102.9/2 = 51.45 pixels = 6.39058266 meters
Second thruster length 1 = 194.8 pixels = 24.1960253 meters
Second thruster length 2 = 108.3 pixels = 13.451897 meters
Laser length = 160.8 pixels = 80.4 pixels = 9.98644986 meters
Big laser radius = 48.3/2 = 24.15 pixels = 2.99966125 meters
Small laser radius = 42.1/2 = 21.05 pixels = 2.61461156 meters
These smaller lasers have a bunch of extra bits stuck on them
Tiny laser radius = 7.5/2 = 3.75 pixels = 0.465785908 meters
Tiny laser length = 76.4 pixels = 9.48961156 meters
For machinery we assume a hollowness of 30% (The panels and metal section around the toilet bowl are just solid chunks of metal, so they wouldn't be hollow)
Metal Panels[]
17.1704658 * 16.498183 * 2.08952759 = 591.924483 M^3
Assuming his metal attachments are made of steel
591.924483 * 7850 = 4,646,607.19 kilograms
There are 3 of these
4,646,607.19 * 3 = 13,939,821.6 kilograms
Metal Rim[]
First getting the length of the metal sections around the rim
2 * 10.0964286 * π = 63.4377/2 = 31.71885 meters
1.98735321 * 3.00587173 * 31.71885 = 189.479809
189.479809 * 7850 = 1,487,416.5 kilograms
There's 2 of these
1,487,416.5 * 2 = 2,974,833.0012999997 kilograms
First Thrusters[]
2 of these
π * 3.42500826^2 * 39.7191939 = 1463.77
1463.77 * 0.7 = 1024.639 * 7850 * 2 = 16,086,832.3 kilograms
Second Thrusters[]
2 of these, these ones are split into a cylinder and a frustum
π * 3.5399729^2 * 24.1960253 = 952.563
952.563 * 0.7 = 666.7941 * 2 = 1333.5882 M^3
π * (1/3) * 13.451897 * (3.5399729^2 + 6.39058266^2 + (3.5399729 * 6.39058266)) = 1070.5
1070.5 * 0.7 = 749.35 * 2 = 1498.7 M^3
1498.7 + 1333.5882 = 2832.2882 * 7850 = 22,233,462.4 kilograms
Large Lasers[]
2 of these
π * 9.98644986 * 2.99966125^2 = 282.296
282.296 * 0.7 = 197.6072 * 2 * 7850 = 3,102,433.04 kilograms
Small Lasers[]
4 of these
π * 9.98644986 * 2.61461156^2 = 214.474
214.474 * 0.7 = 150.1318 * 4 * 7850 = 4,714,138.52 kilograms
Tiny Lasers[]
And 2 of these
π * 9.48961156 * 0.465785908^2 = 6.46801
6.46801 * 0.7 = 4.527607 * 2 * 7850 = 71,083.4299 kilograms
Total Weight[]
20,164,399.5 + 13,939,821.6 + 2,974,833.0012999997 + 16,086,832.3 + 22,233,462.4 + 3,102,433.04 + 4,714,138.52 + 71,083.4299 = 83,287,003.8 Kilograms, Class M
There's still some stuff like the metal grates on the front, and it seems like he's got a few more random metal chunks in various places, but I think I got all the big parts
Detainer Astro[]
Looking at the original calc for Detainer Astro's weight, some of the measurements seem odd (And it doesn't account for the hollowness of machinery)
First comparing Detainer Astro to G-Toilet to get the height of Detainer's ring
G-Toilet = 55 meters = 195.7 pixels
Detainer ring = 16.2 pixels = 4.55288707 meters
Rings, Head & Toilet[]
Ring height = 4.55288707 meters = 27 pixels
Toilet height = 114.2 pixels = 19.2570261 meters
19.2570261/0.7493 = 25.7000215
25.7000215^3 = 16,974.6356 * 41 = 695,960.0585884702 kilograms
Detainer head = 73.4 pixels = 12.3771078
12.3771078/0.21875 = 56.5810642^3 = 181,139.571 * 3.65 = 661,159.4340153956 kilograms
Using this as a comparison for the helmet (This helmet weighs 1.5 kilograms)
181,139.571 * 1.5 = 271,709.356 kilograms
Ring diameter = 134.7 pixels = 22.7138477 meters (Radius = 11.3569239 meters)
This ring is partially hollow (Even discounting the machine hollowness) since we see Detainer's toilet going through the middle, slightly off-center
Ring exterior 1 = 33.56 pixels = 5.65907 meters
Ring exterior 2 = 44.7 pixels = 7.53755748 meters
22.7138477 - 7.53755748 - 5.65907 = 9.51722022/2 = 4.75861011 meters
(π * 11.3569239^2 * 4.55288707) - (π * 4.75861011^2 * 4.55288707) = 1520.95 M^3
1520.95 * 0.7 = 1064.665 * 7850 = 8,357,620.25 kilograms
Ring 2 height = 10.9 pixels = 1.83801737 meters
Ring 2 diameter = 69.7 pixels = 11.7531937 meters (5.87659682924074-meter radius)
Ring 2 interior radius = 39.1/2 = 19.55 pixels = 3.29662749 meters
(π * 5.87659682924074^2 * 1.83801737) - (π * 3.29662749^2 * 1.83801737) = 95.66081 M^3
95.66081 * 7850 = 750,937.3585 kilograms
Guards[]
The pads/whatever they are in front of Detainer's face
Guard thickness = 14.4 pixels = 2.42820644 meters
Guard radius 1 = 44.2/2 = 22.1 pixels = 3.72662238 meters
Guard radius 2 = 27.9/2 = 13.95 pixels = 2.35232499 meters
π * 3.72662238 * 2.35232499 * 2.42820644 = 66.872597
66.872597 * 0.7 = 46.81081790291728 * 2 = 93.62163580583456 * 7850 = 734,929.8410758013 kilograms
Arms[]
And finally, Detainer's arms and hands (The arms all appear to be the exact same, so I'm grabbing measurements from all three and applying them to each other)
Shoulders[]
Shoulder thickness = 33 pixels = 5.56463975 meters
Shoulder radius = 27.4 pixels = 4.62033725 meters
(π * 4.62033725^2 * 5.56463975)/2 = 186.597 M^3
186.597 * 0.7 = 130.6179 * 7850 = 1,025,350.5149999999 kilograms
Segment 1[]
The segment that connects directly to the shoulders
Arm width = 13.2 pixels = 2.2258559 meters
Arm segment 1 thickness 1 = 20 pixels = 3.37250894 meters
Arm segment 1 thickness 2 = 6.2 pixels = 1.04547777 meters
Arm segment 1 length = 22.6 pixels = 3.8109351 meters
Arm segment 1 end radius 1 = 11.1 pixels = 1.87174246 meters
Arm segment 1 end radius 2 = 23.9 pixels = 4.03014818 meters
(π * 1.87174246 * 2.2258559)/2 * 3.37250894 = 22.0707008 * 0.7 = 15.4494906 M^3
3.8109351 * 2.2258559 * 3.37250894 = 28.6076186 * 0.7 = 20.025333037716663 M^3
(π * 4.03014818 * 2.2258559)/2 * 1.04547777 = 14.7316957 * 2 = 29.463391401852554 * 0.7 = 20.624373981296788 M^3
20.624373981296788 + 20.025333037716663 + 15.4494906 = 56.0991976 * 7850 = 440,378.701 kilograms
Segment 2[]
The next segment, which is basically just a smaller version of segment 1
Segment 2 radius 1 = 13.8 pixels = 2.32703117 meters
Segment 2 radius 2 = 17.2 pixels = 2.90035769 meters
Segment 2 length = 36.9 pixels = 6.222279 meters
Segment 2 thickness 1 = 4.8 pixels = 0.809402146 meters
Segment 2 thickness 2 = 16.6 pixels = 2.79918242 meters
Segment 2 thickness 3 = 4.1 pixels = 0.691364333 meters
(π * 2.32703117 * 2.2258559)/2 * 0.809402146 = 6.58541994 * 0.7 = 4.609793956560374 M^3
2.79918242 * 6.222279 * 2.2258559 = 38.7683866 * 0.7 = 27.137870611425754 M^3
(π * 2.90035769 * 2.2258559)/2 * 0.691364333 = 7.01092714 * 2 = 14.021854286611527 * 0.7 = 9.815298000628069 M^3
27.137870611425754 + 9.815298000628069 + 4.609793956560374 = 41.5629626 * 7850 = 326,269.256 kilograms
Segment 3[]
The small segment that connects 2 and 4
Segment 3 thickness = 7.9 pixels = 1.33214103 meters
Segment 3 length = 14.6 pixels = 2.46193153 meters
Segment 3 end height = 5 pixels = 0.843127235 meters
Segment 3 end length = 21.2 pixels = 3.57485948 meters
1.33214103 * 2.46193153 * 2.2258559 = 7.30000605 * 0.7 = 5.11000423720062 M^3
3.57485948 * 0.843127235 * 2.2258559 = 6.70886633 * 0.7 = 4.696206427789771 M^3
5.11000423720062 + 4.696206427789771 = 9.80621066 * 7850 = 76,978.7537 kilograms
Segment 4[]
The last arm segment, the one consisting of several thin rods with a few plates between them
Segment 4 length 1 = 33.1 pixels = 5.5815023 meters
Segment 4 separation thickness = 2 pixels = 0.337250894 meters
Segment 4 separation height = 12.2 pixels = 2.05723045 meters
Segment 4 separation length = 27.4 pixels = 4.62033725 meters
Segment 4 length 2 = 14.7 pixels = 2.47879407 meters
Segment 4 radius 1 = 3.9/2 = 1.95 pixels = 0.328819622 meters
Segment 4 radius 2 = 12/2 = 6 pixels = 1.01175268 meters
Segment 4 radius 3 = 8.9/2 = 4.45 pixels = 0.750383239 meters
Segment 4 radius 4 = 2.4/2 = 1.2 pixels = 0.202350536 meters
First doing the separators (Which appear to be rhombuses)
(4.62033725 * 2.05723045)/2 * 0.337250894 = 1.60280148 * 2 = 3.205602959938041 * 0.7 = 2.2439220719566286 M^3
Then the first set of rods
π * 0.328819622^2 * 2.47879407 = 0.841988 * 2 = 1.683976 * 0.7 = 1.1787831999999998 M^3
π * 1.01175268^2 * 2.47879407 = 7.97148 * 0.7 = 5.580036 M^3
And now the second
π * 0.202350536^2 * 5.5815023 = 0.717976 * 2 = 1.435952 * 0.7 = 1.0051663999999998 M^3
π * 0.750383239^2 * 5.5815023 = 9.87341 * 0.7 = 6.911387 M^3
6.911387 + 5.580036 + 2.2439220719566286 + 1.1787831999999998 + 1.0051663999999998 = 16.9192947 * 7850 = 132,816.463 kilograms
Hands[]
Hand thickness = 4.1 pixels = 0.691364333 meters
Hand width = 14.4 pixels = 2.42820644 meters
Hand length 1 = 45.2 pixels = 7.62187021 meters
Hand length 2 = 22.6 pixels = 3.8109351 meters
Laser hand thickness = 7 pixels = 1.18037813 meters
Laser hand radius = 32.1/2 = 16.05 pixels = 2.70643842 meters
Hand guard thickness = 5 pixels = 0.843127235 meters
Hand guard width = 10.1 pixels = 1.70311702 meters
Hand guard length = 33.7 pixels = 5.68267757 meters
At first the hands seem to just be solid metal, but they'd need some internal machinery for their functionality, so they get the 30% hollowness treatment too.
First section
7.62187021 * 2.42820644 * 0.691364333 = 12.7954076 * 2 = 25.590815289644066 * 0.7 = 17.913570702750846 M^3
Second section
3.8109351 * 2.42820644 * 0.691364333 = 6.39770381 * 2 = 12.79540762803428 * 0.7 = 8.956785339623995 M^3
The ends
π * 2.70643842^2 * 1.18037813 = 27.1623 * 0.7 = 19.01361 M^3
And now the guards
5.68267757 * 1.70311702 * 0.843127235 = 8.16000872 * 2 = 16.320017430311974 * 0.7 = 11.424012201218382 M^3
19.01361 + 17.913570702750846 + 11.424012201218382 + 8.956785339623995 = 57.3079782 * 7850 = 449,867.629 kilograms
Total Arm Weight[]
Detainer Astro has 3 of these arms
(1,025,350.5149999999 + 449,867.629 + 440,378.701 + 326,269.256 + 132,816.463 + 76,978.7537) * 3 = 7,354,983.95 kilograms
Total Weight & Energy[]
8,357,620.25 + 7,354,983.95 + 750,937.3585 + 734,929.8410758013 + 695,960.0585884702 + 661,159.4340153956 + 271,709.356 = 18,827,300.2 kilograms
Using his previously calculated speed of 1,150.34 meters/second
0.5 * 18,827,300.2 * 1,150.34^2 = 1.24569*10^13 Joules, 2.97727 Kilotons of TNT, Low 7-C/Small Town level