The final Henry Stickmin game is out. So here's some more calcs for the stickboi.
WIP: Currently in the process of redownloading all of the images (Because I for some unknown reason deleted them)
Breaker of Glass[]
In the remastered version the case has what appears to be a metal frame around it (Which, along with the case is reduced to dust)
Henry's Height = 1.83 Meters = 309.8 pixels
Face Length = 204 pixels = 120.503550678 centimeters
Face Height/Frame Height = 175.8 pixels = 103.845706908 centimeters
Face Width/Frame Length = 5.8 pixels = 3.4260813428 centimeters
Frame Width = 3.2 pixels = 1.89025177534 centimeters
There's 5 faces and 8 "pieces" to the frame
120.503550678 * 103.845706908 * 3.4260813428 = 42,873.2158694 * 5 = 214,366.079347 cm^3 of glass
103.845706908 * 3.4260813428 * 1.89025177534 = 672.521033245 * 8 = 5380.16826596 cm^3 of metal
I'll assume the frame is made of aluminum, which has a pulverization value of 280 joules/cm^3
5380.16826596 * 280 = 1,506,447.11447 Joules
214,366.079347 * 1000 = 214,366,079.347 Joules
1,506,447.11447 + 214,366,079.347 = 215,872,526.461 Joules, 0.05159477209 Tons of TNT, Small Building level
Updated End[]
Given that this case is protecting something so valuable, I was told it was likely made of ballistic glass
We don’t have a value for pulverization of ballistic glass, and I couldn’t find anything on its compressive strength (What we use to get pulverization values iirc) but here it was said that ballistic glass was 3.5x stronger than its parent glass of the same thickness, assuming this means its pulverization value is 3.5x higher (Until I can find a better alternative)
(214,366.079347 * 3500) + (5380.16826596 * 280) = 751,787,724.829 Joules, 0.17968157859 Tons of TNT, Small Building level+
Updated End 2[]
Here I got the compressive strength of a type of plexiglass to be 450,000 psi, or 3102.64078 MPa or joules/cm^3
(214,366.079347 * 3102.64078) + (5380.16826596 * 280) = 666,607,386.745 Joules, 0.15932298918 Tons of TNT, Small Building level+
Henry Tanks some Explosions[]
Henry tanks a couple explosions
Guard height = 1.755 meters = 3.4 pixels
Road Width = 23.8 pixels = 12.285 Meters
Explosion radius = 199.8/2 = 99.9 pixels = 51.5660294118 Meters
Explosion Formula: W = R^3*((27136*P+8649)^(1/2)/13568-93/13568)^2, W is the yield in tons of tnt, R is the radius in meters, and P is the shockwave in bars (Which we usually assume to be 1.37895 bars)
51.5660294118^3*((27136*1.37895+8649)^(1/2)/13568-93/13568)^2 = 11.0198730443 Tons of TNT, City Block level (Just barely)
Second Explosion:
From the camera's pov the road only takes up a single pixel
Road length = 12.285 Meters = 1 pixel
Explosion radius = 408.8/2 = 204.4 pixels = 2511.054 Meters
2511.054^3*((27136*1.37895+8649)^(1/2)/13568-93/13568)^2 = 1.27248793144 Megatons of TNT, Small City level
... Some strong explosives :p
Psychomaster35 redid this one
Don't underestimatate his fastness[]
Henry runs to a vent really fast
Henry's height = 1.83 meters = 378 pixels
Henry's Head Height = 125 pixels = 60.5158730159 cm
(Just ignore the other lines and numbers)
Henry Stickmin runs to a vent really fast
Henry's head height = 60.5158730159 cm = 135 pixels
Distance travelled = 777 pixels = 3.48302469136 meters
Time = 1/24th of a second (As he is completely gone in the next frame)
speed = 3.48302469136/0.0416666666667 = 83.5925925926 meters per second or Mach 0.24371018248, Subsonic
Henry Makes a Bigg Stomp[]
Henry in his nano-suit stomps the Toppat's space station hard enough to move it a bit.
Station height = 675.055 meters = 432 pixels
Distance the station moved = 23.9 pixels = 37.3467928241 meters
The ship moved this distance in 46 frames (1.916 seconds), giving it a velocity of 19.4920630606 m/s
Now for the mass of the ship (This was a massive pain to do btw :p)
Solar Panels/"Wings"[]
Ship height = 675.055 meters = 399.2 pixels
Solar Panel height = 90.4 pixels = 152.868166333 Meters
Solar Panel length = 19.4 pixels = 32.8057790581 Meters
Henry's height = 1.83 meters = 367.4 pixels
Solar Panel thickness = 29.6 pixels = 14.7436037017 cm
152.868166333 * 32.8057790581 * 0.147436037017 = 739.38572348 M^3
There's 15 of these (Originally 16, but one of them was destroyed by Henry) 739.38572348 * 15 = 11,090.7858522 M^3
Solar Panels are made of silicon, which has a density of 2330 kg/M^3
11,090.7858522 * 2330 = 25,841,531.0356 kilograms
Support beam height = 97.3 pixels = 164.536201152 Meters
Support beam length/width = 6.1 pixels = 10.3152191884 Meters
10.3152191884 * 10.3152191884 * 164.536201152 = 17,507.268304 M^3
These beams are really a bunch of thinner beams (And thus mostly air), assuming a hollowness of 90%
I was told to use 80% instead
17,507.268304 * 0.2 = 3501.4536608 M^3
Using a low end of aluminum, and a high end of steel
Density of steel is 8050 kg/M^3, density of aluminum is 2700 kg/M^3
LE: 3501.4536608 * 2700 = 9,453,924.88416 * 8 (As there's 8 of these) = 75,631,399.0733 kilograms
HE: 3501.4536608 * 8050 = 28,186,701.9694 * 8 = 225,493,615.756 kilograms
For the parts in between the panels and the "Wings"
Radius 1 = 6.9/2 = 3.45 pixels = 5.83401740982 Meters
Height 1 = 17.1 pixels = 28.9164341182
Pi * 5.83401740982^2 * 28.9164341182 = 3091.93282866 * 8 = 24,735.4626293 M^3
LE: 24,735.4626293 * 2700 = 66,785,749.0991 kilograms
HE: 24,735.4626293 * 8050 = 199,120,474.166 kilograms
Radius 2 = 4.3/2 = 2.15 pixels = 3.63569200902 Meters
Height 2 = 7.6 pixels = 12.851748497
Pi * 3.63569200902^2 * 12.851748497 = 533.686555132 * 8 = 4269.49244105 M^3
LE: 4269.49244105 * 2700 = 11,527,629.5908 kilograms
HE: 4269.49244105 * 8050 = 34,369,414.1505 kilograms
"Wing" Radius 1 = 20.4/2 = 10.2 pixels = 17.2483992986 Meters
"Wing" Radius 2 = 11.4/2 = 5.7 pixels = 9.63881137275 Meters
Segment 1 Length = 18.7 pixels = 31.6220653808 Meters
Pi * 17.2483992986^2 * 31.6220653808 = 29,555.458426 * 2 = 59,110.916852 M^3
Segment 2 Length = 12.7 pixels = 21.4759481463 meters
Pi * 9.63881137275^2 * 21.4759481463 = 6268.29146446 * 2 = 12,536.5829289 M^3
Segment 3 Length = 51.9 pixels = 87.7639140782 Meters
Pi * 17.2483992986^2 * 87.7639140782 = 82,028.2509256 * 2 = 164,056.501851 M^3
Segment 4 Length = 17.1 pixels = 28.9164341182 Meters
Pi * 9.63881137275^2 * 28.9164341182 = 8439.98299545 * 2 = 16,879.9659909 M^3
Segment 5 Length = 39.5 pixels = 66.7952717936 Meters
Pi * 17.2483992986^2 * 66.7952717936 = 62429.9790281 * 2 = 124,859.958056 M^3
Segment 6 Length = 6.5 pixels = 10.991627004 Meters
Pi * 9.63881137275^2 * 10.991627004 = 3208.18067079 * 2 = 6416.36134157 M^3
59,110.916852 + 12,536.5829289 + 164,056.501851 + 16,879.9659909 + 124,859.958056 + 6416.36134157 = 383,860.28702 * 0.3 = 115,158.086106 M^3
LE: 115,158.086106 * 2700 = 310,926,832.486 kilograms
HE: 115,158.086106 * 8050 = 927,022,593.153 kilograms
Main Body[]
Middle Segment Radius = 77.6/2 = 33.8 pixels = 57.1564604208 Meters
Middle Segment Height = 33.2 pixels = 56.1418486974 Meters
Pi * 57.1564604208^2 * 56.1418486974 = 576,192.013294 M^3
Using 70% for hollowness
576,192.013294 * 0.3 = 172,857.603988 M^3
LE: 172,857.603988 * 2700 = 466,715,530.768 kilograms
HE: 172,857.603988 * 8050 = 1,391,503,712.1 kilograms
Circular Segments Radius 1 = 115.3/2 = 57.65 pixels = 97.4872764279 Meters
Circular Segments Radius 2 = 22.5/2 = 11.25 pixels = 19.0239698146 Meters
4/3 * Pi * 97.4872764279 * 97.4872764279 * 19.0239698146 = 757,330.822034 * 2 = 1,514,661.64407 M^3
1,514,661.64407 * 0.3 = 454,398.49322 M^3
LE: 454,398.49322 * 2700 = 1,226,875,931.69 kilograms
HE: 454,398.49322 * 8050 = 3,657,907,870.42 kilograms
Lower Segment Radius = 106.5/2 = 53.25 Pixels = 90.0467904559 Meters
Lower Segment Height = 67 pixels = 113.298309118 Meters
Pi * 90.0467904559^2 * 113.298309118 = 2,886,089.3805 M^3
2,886,089.3805 * 0.3 = 865,826.814149 M^3
LE: 865,826.814149 * 2700 = 2,337,732,398.2 kilograms
HE: 865,826.814149 * 8050 = 6,969,905,853.9 kilograms
Lowest Segment Radius = 106.5/2 = 53.25 pixels = 90.0467904559 Meters
Lowest Segment Height = 41.9 pixels = 70.8537186874 Meters
2/3 * Pi * 90.0467904559^2 * 70.8537186874 = 1,203,255.17456 M^3
Due to this segment being a dome with a large laser in it, I'll be using 80% hollowness rather than 70 here
1,203,255.17456 * 0.2 = 240,651.034912 M^3
LE: 240,651.034912 * 2700 = 649,757,794.261 kilograms
HE: 240,651.034912 * 8050 = 1,937,240,831.04 kilograms
Upper Segment Radius = 106.5/2 = 53.25 pixels = 90.0467904559 Meters
Upper segment Height = 56.3 pixels = 95.2044000501 Meters
Pi * 90.0467904559^2 * 95.2044000501 = 2,425,176.59884 M^3
2,425,176.59884 * 0.3 = 727,552.979652 M^3
LE: 727,552.979652 * 2700 = 1,964,393,045.06 kilograms
HE: 727,552.979652 * 8050 = 5,856,801,486.2 kilograms
Pillared Segment[]
Pillar Radius = 5.8/2 = 2.9 pixels = 4.90395666333 Meters
Pillar Height = 33 pixels = 55.8036447896 Meters
Pi * 4.90395666333^2 * 55.8036447896 = 4216.04934803 * 20 (We see half of the ship and 10 pillars, so there should be 20 total) = 84,320.9869607 M^3
Pillared Segment Radius = 66.4/2 = 33.2 pixels = 56.1418486974 Meters
Pillared Segment Height = 33 pixels = 55.8036447896 Meters
Pi * 56.1418486974^2 * 55.8036447896 = 552,568.160924 M^3
552,568.160924 * 0.3 = 165,770.448277 M^3
84,320.9869607 + 165,770.448277 = 250,091.435238 M^3
LE: 250,091.435238 * 2700 = 675,246,875.142 kilograms
HE: 250,091.435238 * 8050 = 2,013,236,053.66 kilograms
Lower Dome Radius = 109.9/2 = 54.95 Pixels = 92.9215236723 Meters
Lower Dome Height = 62.3 pixels = 105.350517285 Meters
2/3 * Pi * 92.9215236723^2 * 105.350517285 = 1,905,144.54257 M^3
1,905,144.54257 * 0.3 = 571,543.362771 M^3
LE: 571,543.362771 * 2700 = 1,543,167,079.48 kilograms
HE: 571,543.362771 * 8050 = 4,600,924,070.3 kilograms
Continuation[]
Solar Panel length = 32.8057790581 Meters = 164.6 pixels
End Cap Length = 174.3 pixels = 34.7390479333 meters
End Cap Height = 16.3 pixels = 3.24868893467 Meters
End Cap Width = 11.2 pixels = 2.23222797965 Meters
34.7390479333 * 3.24868893467 * 2.23222797965 = 251.921125862 * 32 (There's 32 of these parts) = 8061.47602757 M^3
End Rod Radius = 6.5/2 = 3.25 pixels = 0.64774472623 Meters
End Rod Length = 11.2 pixels = 2.23222797965
Pi * 0.64774472623^2 * 2.23222797965 = 2.9423626 * 32 = 94.1556032002 M^3
End Connector Radius = 48.3 pixels = 9.62648316225 Meters
End Connector Height = 7.9 pixels = 1.57451794993 Meters
Pi * 9.62648316225^2 * 1.57451794993 = 458.387535589 * 16 = 7334.20056942 M^3
8061.47602757 + 94.1556032002 + 7334.20056942 = 15,489.8322002 M^3
LE: 15,489.8322002 * 2700 = 41,822,546.9405 kilograms
HE: 15,489.8322002 * 8050 = 124,693,149.212 kilograms
Ship Height (Ignore the second red line) = 675.055 Meters = 439.8 pixels
Middle Segment Radius = 89.2/2 = 44.6 pixels = 68.4571464302 Meters
Middle Segment Height = 5.2 pixels = 7.98155070487 Meters
Pi * 68.4571464302^2 * 7.98155070487 = 117,509.974959 M^3
117,509.974959 * 0.3 = 35,252.9924877 M^3
Pillar Height = 12.9 pixels = 19.8003854025 Meters
Pillar Radius = 4.8/2 = 2.4 pixels = 3.68379263302 Meters
Pi * 3.68379263302^2 * 19.8003854025 = 844.138807277 * 8 (4 of these pillars on the half we can see) = 6753.11045822 M^3
Pillared Segment Radius = 15/2 = 7.5 pixels = 11.5118519782 Meters
Pi * 11.5118519782^2 * 19.8003854025 = 8243.54303983 M^3
8243.54303983 * 0.3 = 2473.06291195 M^3
2473.06291195 + 6753.11045822 = 9226.17337017 M^3
LE: 9226.17337017 * 2700 = 24,910,668.0995 kilograms
HE: 9226.17337017 * 8050 = 74,270,695.6299 kilograms
Top Section Radius 1 = 29/2 = 14.5 pixels = 22.2562471578 Meters
Top Section Radius 2 = 4.8 pixels = 7.36758526603 Meters
Top Section Radius 3 = 21.1 pixels = 32.3866768986 Meters
4/3 * Pi * 32.3866768986 * 7.36758526603 * 22.2562471578 = 22,244.9843312 M^3
22,244.984331 * 0.3 = 6673.49529936 M^3
LE: 6673.49529936 * 2700 = 18,018,437.3083 kilograms
HE: 6673.49529936 * 8050 = 53,721,637.1598 kilograms
Space Stations are actually made of aluminum/titanium, not steel. Going back and using Aluminum density for the lighter parts and titanium density for the darker ones.
Updated Weights[]
Support Beam Mass: 3501.4536608 * 4500 = 15,756,541.4736 * 8 = 126,052,331.789 kilograms
Connecting Section 1 Mass: 24,735.4626293 * 4500 = 111,309,581.832 kilograms
Connecting Section 2 Mass: 4269.49244105 * 4500 = 19,212,715.9847 kilograms
"Wing" Mass (Titanium Section): (12,536.5829289 + 16,879.9659909 + 6416.36134157) * 0.3 * 4500 = 48,374,428.8528 * 2 = 96,748,857.7056 kilograms
"Wing" Mass (Aluminum Section): (59,110.916852 + 164,056.501851 + 124,859.958056) * 0.3 * 2700 = 281,902,175.175 * 2 = 563,804,350.35 kilograms
The Rounded Segments on the spaceship are only rings which are covering the rest of the Middle Segment
Pi * 57.1564604208^2 * 38.0479396293 = 780,983.15055 * 0.3 = 234,294.945165 M^3 for the Segments underneath the rings
234,294.945165 * 4500 = 1,054,327,253.24 kilograms for the Segments
1,514,661.64407-780,983.15055 = 733678.49352 * 0.3 = 220,103.548056 M^3 for the rings
220,103.548056 * 2700 = 594,279,579.751 kilograms for the rings
Middle Segment Mass: 172,857.603988 * 4500 = 777,859,217.946 kilograms
Lowest Segment Mass: 240,651.034912 * 4500 = 1,082,929,657.1 kilograms
Solar Panel Cap Mass: 15,489.8322002 * 4500 = 69,704,244.9009 kilograms
Middle Segment Mass: 35,252.9924877 * 4500 = 158,638,466.195 kilograms
25,841,531.0356 + 126,052,331.789 + 111,309,581.832 + 19,212,715.9847 + 96,748,857.7056 + 563,804,350.35 + 777,859,217.946 + 594,279,579.751 + 2,337,732,398.2 + 1,964,393,045.06 + 675,246,875.142 + 1,543,167,079.48 + 24,910,668.0995 + 18,018,437.3083 + 1,082,929,657.1 + 69,704,244.9009 + 158,638,466.195 + 1,054,327,253.24 = 11,244,176,291.1 kilograms
0.5 * 11,244,176,291.1 * 19.4920630606^2 = 2.1360591*10^12 Joules, 510.530379246 Tons of TNT, 8-A, Multi-City Block level
Updated End 2[]
So, Apparently while space ships don’t use steel, space stations do, and looking at the close up of the metal around the solar panels, it does look quite a bit like steel, so this time I’ll be using the old mass of the main body and wings, but using the steel masses for the structures around the solar panels
25,841,531.0356 + 225,493,615.756 + 199,120,474.166 + 34,369,414.1505 + 96,748,857.7056 + 563,804,350.35 + 777,859,217.946 + 594,279,579.751 + 2,337,732,398.2 + 1,964,393,045.06 + 675,246,875.142 + 1,543,167,079.48 + 24,910,668.0995 + 18,018,437.3083 + 1,082,929,657.1 + 124,693,149.212 + 158,638,466.195 + 1,054,327,253.24 = 11,501,574,069.9 Kilograms
0.5 * 11,501,574,069.9 * 19.4920630606^2 = 2.184957*10^12 Joules, 522.217263392 Tons of TNT, 8-A, Multi-City Block level
Alright, I think I got everything right this time.
Bonus![]
Getting the AP for Henry destroying the solar panel
Volume of the solar panel: 747,466,441.77 cm^3
Fragmentation of Silicon is 56.5 joules/cm^3
739,385,723.48 * 56.5 = 41,775,293,376.6 Joules, 9.98453474585 Tons of TNT, High 8-C, Large Building level+
Henry used Agility![]
Henry dodges minigun bullets
I think the gun is an M61 Vulcan, which has a muzzle velocity of 1050 Meters/second
Henry's height = 1.8706896551724 meters = 84.9 pixels
Distance Henry moved = 168.4 pixels = 3.71053165997 Meters
Distance the bullet moved = 99.3 pixels = 2.18797977336 Meters
Henry's speed: 3.71053165997/(2.18797977336/1050) = 1780.66465257 Meters/Second, Mach 5.19144213576, Hypersonic
Nice
The CCC Does a Thing[]
The Center for Chaos Containment causes the Moon to crash into the Earth, hurtling its fragments a good distance
Earth Diameter = 12,742 Kilometers = 300.8 pixels
Area Radius 1 = 91.2/2 pixels = 1931.63297872 Kilometers
Area Radius 2 = 143.1/2 pixels = 3030.88464096 Kilometers
Distance a chunk flew = 265.6 pixels = 11,250.9148936 Kilometers
The closest shape to the destroyed area I could think of was an ellipsoid
4/3 * Pi * 3030.88464096 * 3030.88464096 * 1931.63297872 = 74,327,929,413.9 KM^3
Density of the Earth is 5510 Kg/M^3
74,327,929,413,900,000,000 * 5510 = 4.0954689*10^23 kilograms
Time elapsed = 87 frames (3.625 seconds)
11250.9148936/3.625 = 3,103.70066031 kilometers/second (1.035257058% SoL)
Using a RKE Calculator gets the final energy to be: 1.9726333*10^36 Joules, 471.470666989 Yottatons of TNT, Large Planet level
Henry Blows his Lid[]
Henry gets so angry that he violently explodes, there are probably better ways to calc this, but I'll just do a standard explosion radius calc.
Station Width = 186.4938642 Meters = 61.6 pixels
Explosion Radius = 311.2/2 = 155.6 Meters
Not sure which formula to use here, the explosion was in a spaceship, but Henry (The explosion's origin) was on the ship's floor at the time. I guess I'll... do both?
Air Formula: ((0.47107865697/0.28)^3)/1000 = 4.76218420951/2 (As the explosion is presumably not nuclear) = 2.38109210475 Kilotons of TNT, Small Town level
Ground Formula: 471.07865697^3*((27136*1.37895+8649)^(1/2)/13568-93/13568)^2 = 8.40167349306 Kilotons of TNT, Town level
Laser goes pew[]
Henry's soul moves around, getting its speed by comparing it to a laser (Which is likely light speed due to it bouncing off of a reflective surface)
In one frame:
Henry's soul moves 13.8 pixels
Laser End[]
the laser moves 921 pixels
13.8 / (921/299800000) = 4,492,117.26384 meters/second, 1.498371335% SoL, Sub-Relativistic
Bullet End[]
Comparing Henry's soul to bullets that are fired at him
The bullets move 55.5 pixels in 1 frame
Now this isn't a real life gun, so I'm not sure how fast its bullets move, however given that the bullets are absolutely massive, I think it’s safe to assume they’re .50 caliber (And the gun Mr. Macbeth was wielding looked like some kind of rifle). So I did a low-ball and a high-ball using the lowest and highest muzzle velocities I could find for rifles that used .50 caliber bullets.
The lowest I could find was the Snipex Rhino Hunter with a muzzle velocity of 780 m/s
The highest was the Gepárd Anti Material Rifle at up to 1000 m/s
LE: 13.8 / (55.5/780) = 193.945945946 Meters/Second, Mach 0.56544007564, Subsonic+
HE: 13.8 / (55.5/1000) = 248.648648649 Meters/Second, Mach 0.7249231739, Subsonic+
Henry gets Smashed by a Safe[]
Henry survives being slammed through a metal door by a safe
Henry's Height = 1.83 Meters = 231.1 pixels
Door Lining Width = 62.6 pixels = 49.5707485937 centimeters
Door Lining Width = 49.5707485937 centimeters = 32.3 pixels
Total Door Area Width = 153 pixels = 234.808809128 centimeters
Door Thickness: 234.808809128 - 49.5707485937 - 49.5707485937 = 1.35667311941 Meters
Door Length = 246.9 pixels = 3.78916960612 Meters
Door Height = 300.1 pixels = 4.60562899473 Meters
Door Volume: 1.35667311941 * 3.78916960612 * 4.60562899473 = 23.6759937014 M^3
Now, not all of the door was destroyed, assuming 30% survived for a high end, and 40% for a low end
Seeing as a load of dust flew off of the door after the safe hit it, the metal was likely pulverized. Pulverization of Steel ranges from 310 Joules/cm^3 to 1000 Joules/cm^3
LE: 23.6759937014 * 0.7 = 16.573195591 M^3
HE: 23.6759937014 * 0.6 = 14.2055962208 M^3
Final Calc[]
Low-Low End: 14,205,596.2208 * 310 = 4,403,734,828.45 Joules, 1.05251788443 Tons of TNT, Building level
High-Low End: 16,573,195.591 * 310 = 5,137,690,633.21 Joules, 1.22793753184 Tons of TNT, Building level+
Low-High End: 14,205,596.2208 * 1000 = 14,205,596,220.8 Joules, 3.39521898203 Tons of TNT, Large Building level
High-High End: 16,573,195.591 * 1000 = 16,573,195,591 Joules, 3.96108881238 Tons of TNT, Large Building level
Henry also lifts the safe with zero point energy
Door lining Width = 49.5707485937 centimeters = 28.8 pixels
Safe Width = 134.1 pixels = 2.30813798139 Meters
Safe Length = 160.9 pixels = 2.76942133636 Meters
Safe Height = 330 pixels = 5.67998160969 Meters
Assuming a hollowness of 80%
2.30813798139 * 2.76942133636 * 5.67998160969 = 36.3076157795 * 0.2 = 7.2615231559 M^3
Density of steel is 8050 Kg/M^3
21.7845694677 * 8050 = 58,455.261405 kilograms, Class 100
Henry Yeets a Helicopter[]
Henry launches a helicopter a far distance with a single punch
The helicopter is apparently a UH-60 Black Hawk, which has a width of 2.36 Meters
Helicopter Width = 2.36 Meters = 653 pixels
Screen Height = 584.3 pixels
2.36 * 584.3 / [653 * 2 * tan (70deg / 2)] = 1.50791871179 Meters between the screen and helicopter
Helicopter Width = 2.36 Meters = 6 pixels
Screen Height = 584.8 pixels
2.36 * 584.8 / [6 * 2 * tan (70deg / 2)] = 164.252254354 Meters between the screen and helicopter
164.252254354 - 1.50791871179 = 162.744335642 Meters
The helicopter flew this distance in 75 frames (3.125 seconds)
162.744335642/3.125 = 52.0781874054 Meters/Second
A UH-60 Blackhawk weighs 4819 kilograms when empty, and has a max takeoff weight of 10,659 kilograms (Which, seeing as this helicopter was in a mission at the Toppat raid at the time, is likely close to the helicopter's weight at the time)
0.5 * 10,659 * 52.0781874054^2 = 14.4543373575 MegaJoules, Wall level+
Henry Makes a Big Boom[]
Henry also creates a large explosion when he punches the helicopter
A UH-60 Black Hawk has a height of 5.13 meters (Which based on what the other measurements are, I believe is just the height of the fuselage)
5.13 meters = 272.8 pixels
Explosion Radius = 640/2 = 320 pixels = 6.01759530792 Meters (0.00601759530792 Kilometers)
((0.00601759530792/0.28)^3)/1000 = 9.92647009*10^-9 Megatons = 41,532,350.8555 Joules, divide by 2 as the explosion is non nuclear, and the final result is: 41,532,350.8555/2 = 20.7661754278 MegaJoules, 0.00496323504 Tons of TNT, Wall level+++
...ok
The Toppat Clan Makes a Big Boom[]
Earth Diameter = 12,742 Kilometers = 275.5 pixels
Explosion Radius = 42.4/2 = 21.2 pixels = 980.509618875 Kilometers
980,509.618875^3*((27136*1.37895+8649)^(1/2)/13568-93/13568)^2 = 75.7601961996 Teratons of TNT, Country level+
Henry gets Bigg[]
Henry eats a cookie and grows enormous
Henry's Height = 1.83 meters = 371.2 pixels
Henry's Shoe Length = 43 pixels
371.2/43 = An 8.63255813953 times difference between Henry's shoe and his height
Window Length = 662.2 pixels = 3.2646174569 Meters
Window Length = 3.2646174569 Meters = 272 pixels
Henry's Shoe Length = 163.9 pixels = 1.96717206318 Meters
1.96717206318 * 8.63255813953 = 16.9817272059 Meters for Henry's Height, Type 1 Large Size
Charle's Bold Action KE[]
Charles rams the Toppat Orbital Station, the explosion was already calced, but the Kinetic Energy of the ship being moved should get vastly better results
I've already calculated the mass of the station (Which is slightly higher for this feat due to the station still having all of its solar panels this time)
Station Mass: 11,501,856,491 + 1,741,596.80932 = 11,503,598,087.8 Kilograms
Station Height = 675.055 Meters = 434.8 Pixels
Distance Moved = 40.8 Pixels = 63.3446274149 Meters
Time Elapsed = 60 Frames = 2.5 Seconds
63.3446274149/2.5 = 25.337850966 Meters/Second
0.5 * 11,503,598,087.8 * 25.337850966^2 = 3,692,690,000,000 Joules, 882.574091778 Tons of TNT, Multi-City Block level+