Character Stats and Profiles Wiki

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Character Stats and Profiles Wiki

"Get out of my car, Watterson!"[]

Feat

The distance from Earth to Saturn is 1.2e+12 to 1.7e+12 m.

Average distance: (1.2e+12 + 1.7e+12)/2 = 1.45e+12 m

But...

Gumball wasn't close to the planet so we need to find the gap

pixel scalings

Richard: 667 px = 1.8796 m

Gumball: 481 px = 1.35545367316 m

Saturn's ring width: 165 px = 282000000 m

Gumball: 216 px = 1.35545367316 m (Welp, at least hes taller than Uzi)

Saturn's ring[]

Radian = 2atan(tan(35deg)*(165/745)) = 0.307707911 rad (17.6303646 deg)

Distance = 282000000*57.29/17.6303646 = 916361083.083 m

Gumball[]

Radian = 2atan(tan(35deg)*(130/596)) = 0.400582348 rad (22.9516779 deg)

Distance = 1.35545367316*57.29/22.9516779 = 3.38336662242 m

Distance[]

Gap between Gumball and Saturn: 916361083.083 - 3.38336662242 = 916361079.7 m

Travelled distance: 1.45e+12 - 916361079.7 = 1.4490836e+12 m

Attack speed[]

Gumball started to get launched in 01:21:91 and reach Saturn in 01:25:18

Timeframe: 3.27s

Velocity: 1.4490836e+12/3.27 = 443,144,831,804 m/s, or 1,478.1720492c (Massively FTL+)

"How is it feel to be crushed by a giant gorilla, son?"[]

Hector's maximum height is approximated about nearly 1000 ft, i will take 998 ft (304.1904 m) as the baseline cuz he looks really collosal.

Weight[]

Gumball: 292 px = 1.35545367316 m

Hector (shrinked): 353 px = 1.63861351584 m

Hector is a male gorilla so he weighs around 136 to 227 kg (181.5 as average)

Lifting Strength = (304.1904/1.63861351584)^3*181.5 = 1,161,137,210.64 (Class G)

Not done yet

Energy[]

Speed (shrinked): 1701.45 m/s (Comparable to Gumball)

Speed (collosal) = 1701.45*(304.1904/1.63861351584) = 315855.295393 m/s

KE = 0.5*1161137210.64*315855.295393^2 = 5.7920176e+19 J, or 12.558389054713752 gigatons (Island level)

High-End[]

So, i have just found this thing. In "The Uploads", Hector got hit by an airplane flying across his head, which means his height should be the same as the altitude a plane flies at. Additionally, during "The Potion", he mentioned his rump alone was visible from every side of tri-state.

According to this, a plane flies at about 8000 to 11000 m (9500 m as average). Substitute this in formulas, we get:

Weight = (9500/1.63861351584)^3*181.5 = 3.5368598e+13 kg (Class T)

Speed = 1701.45*(9500/1.63861351584) = 9864299.81429 m/s (Sub-Relativistic)

KE = 1.7221588e+27 J/411.60583234104905 petatons (Multi-Continent level)

Now, this is quite more than i expected.

"One word and you'll get a free travel to the other hemisphere"[]

Feat

Mass[]

Medium banana (186.44 g unpeeled): 7 - 8 inches (7.5 as average)

L banana (214.88 g unpeeled): 8 - 9 inches (8.5 as average)

XL banana (240.16 g unpeeled): 9+ inches (approximately 10)

Stuffs

Gumball: 389 px = 1.35545367316 m

Banana Joe: 341 px = 1.18819974948 m

Banana Barbara: 224 px = 1.38332932711 m

Banana Bob: 251 px = 1.44604954849 m

Weight (Total, imagines they stack on each other) = (3.08391113488/0.6604)^3 (0.1864+0.21488+0.24016) = 144.420219079 kg

Velocity[]

Distance from California to China is 10,807.40 km, or 10,807,000.40 m

For the timeframe, i will take when the first banana appears in China to the time the last potential energy of all three bananas is still remained, which is 03:35:57 to 03:35:95 (Or 0.038s)

Speed = 10807000.40/0.038 = 284394747.368 m/s (Relativistic+)

Energy[]

Since this passed 1% SoL (2997925 m/s), i will need to substitute this in Rela KE calculator instead.

Energy = 2.8048693e+19 J, or 6.7037985439 gigatons (Island level)

"You know what is it like to have a fairy as a girlfriend?"[]

Feat

Justifications: While this looks like a screen effect, it's actually meant to be a potrayal of character's movement since in past seasons, the starry background only randomly appears instead of after a rapid transition. To further support, in "The Compilation", Penny and Gumball were shown to be outside the space with strange planets surrounding them.

Minimum distance to exoplanets is 4 light years (3.7842922e+16 m)

They started to move at 04:34:04 and the starry background begins to appear at 04:34:92.

Timeframe: 0.088s

Speed = 3.7842922e+16/0.088 = 4.300332e+17 m/s, or 1.43443635e+9c (Massively FTL+)

Edit 1: I used this to precise videos frame by frame. The default frame speed of this site for videos is 25 FPS, or the same as the cartoon.

Edit 2: I forgot to change centiseconds to miliseconds, so i hope i don't have to deal with this anytime again cuz i'm starting to get unhinged.


"See that ball? Yeah, it's our Earth"[]

Gumball becomes bigger than a planet

Justifications:

  • The Earth in TAWOG is revealed to be a living being in "The Singing" and "The Extras".
  • Gumball is shown to be capable of altering the size other characters along with himself in rare occasions, as shown in "The Laziest" and "The Prank".
  • The visual in most music sections of the show are what canonically happened when the character singing, compare to songs with no special effect such as "What is Love" and "Billy Parkham in Your House". Aside, in "The Uncle", when Gumball singing his cover of "Goodbye", he wore an exact outfit he had during the song.

Earth's diameter: 544 px = 12765000 m (actually 12725000 m, but since Earth in fiction is shape of perfect globe so this will make sense)

Gumball: 1.017 px = 23847154.4118 m

Speed[]

Gumball's casual speed: 60 km/h (16.6666667 m/s) (As he outpaced a cop car with Frankie in "The Outside", with the permitted top speed for vehicles in residential areas in California is 35 mph, or 56.32704 km/h)

Big Gumball's speed = 16.6666667*(23847154.4118/1.35545367) = 293224757.286 m/s (Relativistic+)

Lifting Strength[]

Timeframe: 0.033s (02:09:07 to 02:09:40)

Acceleration = 293224757.286/0.033 = 8885598705.64 m/s^2

Assume Gumball weighs about 67.1 kg (mainly due to his oversized head), we get

Mass = (23847154.4118/1.355453673160)^3*67.1 = 3.654081e+23 kg

Since Gumball still can move as flexible as him in the original size, so the relativistic mass will be counted for his LS

Force = 3.654081e+23*8885598705.64 = 3.2468697e+33 kgf (Multi-Stellar)

KE[]

Got to use this again

Rela KE = 1.2491987e+41 J (Small Star level)

Ok, so that's the stuff.