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The Returners, a group of intelligent lifeforms who seek to prevent the Universe turning from a closed system to an open one (which would prevent the Big Crunch and cause a Big Freeze to happen instead) send out a messege across the supermembrane to the many mini-universes so that they make the...
Big spoilers for this calc. So what is the final solution to the Three-Body Problem? Destroying one of the bodies. This is exactly what happens when the Gravity and Blue Space sends out the location of the Trisolaris (and the Solar System) to the Universe, and Trisolaris is destroyed by one of...
The droplets can achieve maximum speeds of 25,000km per second, and are capable of crossing 15,000,000km in 10 minutes. T = 25000km/1s = 25000000/299792458 X 100 = 8.33910238% C Of course, as the droplets primary method of attack is ramming, we can also get the kinetic energy for this...
The Droplet makes itself known, and terror ensures. 1. The Droplet destroys the coombined SFJCs space fleet The first Trisolaran probe, the Droplet, reaches the Solar System, and humanity is not close to prepared for the horrors this can unleash, with it wiping out the entire space fleet of...
More calcs and numbers from The Dark Forest! 1. SFJC ships maximum acceleration Ships of the Solar Fleet Joint Conference have a maximum acceleration of 15% C. 2. SFJC railguns On top of another reference to their spaceships being able to reach 15% the speed of light, there's also another...
Earth's Remembrance continues to be a captivating, fantastic and more than often insane series. It also has quite a few impressive feats, some of which are given to us directly! 1. First Stellar Hydrogen Bomb test This bomb creates a mass of land like a mountain to rise 3000m (3km) up and...
The Three-Body Problem is a fantastic science fiction novel. So why not calc it? 1. The Trisolarians fleet speed The ships of Trisolaris can achieve a maximium velocity of 10% the speed of light. Simple enough. However, the ships can only maintain this velocity for a limited period of time...
Stocking Anarchy
1 min read
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38
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1
The Outskirts Battledome (OBD)
It takes 2000 years for the Gilgamesh to reach Kern's World. Even when reaching the edge of the star system, they had been travelling for 1837 years. Kern's world is located 20 lightyears from Earth (or 1.892e+17m). T = 20LY/20 years = 2997924.58/340.29 = Mach 8809.9109 Final Results...
Children of Time isn't too heavy on feats, but it's one of the best science fiction books I've read in a good while, so I feel the need to share it and give it more of the attention it deserves. Let's start with a feat that's outright given to us... Old Empire ships can travel up to...
1. Jin vs Mubong Shockwave During chapter 532 the clash between Jin and Mubong was strong enough to cause a shockwave from Earth to the Sun capable to tear apart Mercurius and move a portion of the mass of the sun in short time. So to get the energy of that i need the KE of moving that part of...
ChaosTheory123
19 min read
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283
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4
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1
The Outskirts Battledome (OBD)
As we know from the "Super Exciting Guide?" Goku was doing this in over 100 Gs. So? Potential Energy = MGH M = Mass = 40 Tons = 40,000 Kilograms G = 100 Gs = 980 m/s^2 H = 1 meter (melee range for purposes of just lifting that shit at all) Majin Buu Arc Son Goku vs 40 Tons in 100 Gs Yield =...
Android 19 = 345 pixels Crater Depth = 885 pixels Android 19/Crater Depth = 2.565 Android 19 = 1.83 meters (Yamcha's Height; they both look vaguely to be like it) Crater Depth = 4.694 meters Crater Depth = 27 pixels Crater Diameter = 207 pixels Crater Diameter/Crater Depth = 7.667 Crater...
Well, in chapter 27 and 28 of Orient Shiro Inukai one of the obsidian eight cut the floor behind him deep enough to reach the Asthenosphere and lift the stone pillar of the rock cut it really fast and destroy it in the process. Now, the hole was deep probably was the distance between the crust...
ChaosTheory123
25 min read
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182
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1
The Outskirts Battledome (OBD)
This is the sole scalable aquatic sea life observed on Namek, at least in the manga. It will be used to find a depth for the waters near the islands. Beyond that, I've got nothing to work with, so fuck it. Krillin = 135 pixels Fish = 521 pixels Fish/Krillin = 3.859 Krillin = 1.53 meters...
ChaosTheory123
14 min read
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218
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1
The Outskirts Battledome (OBD)
It was work with cloud altitude or quite literally nothing, so fuck it. Cloud Height = 28 pixels Mountain Height = 145 pixels Mountain Height/Cloud Height = 5.179 They look enough like Cumulus and such so, let's reference here and here for a range of 500 meters and 1,500 meters Cloud Height...
Obviously, Piano is not to scale, so fuck using him, I'm using a normal sized passenger vehicle. Car = 49 pixels Tower Top Diameter = 230 pixels Tower Top Diameter/Car = 4.694 Wikipedia claims The minimum size of a normal passenger vehicle in Japan is about 4.7 meters long Car = 4.7 meters...
Panel Width = 1369 pixels Goku Armspan = 106 pixels Two-Lane Road = 31 pixels 2*atan(Object_Size/(Panel_Width/tan(FoV/2))) = object degree size 2*atan(106/(1369/tan(70/2 deg))) https://www.1728.org/angsize.htm Goku Armspan = 6.207 Degrees Goku Armspan = Goku Height = 1.23 meters (Goku was...
ChaosTheory123
15 min read
Views
194
Reaction score
2
The Outskirts Battledome (OBD)
So? Relevant 21st Tenka'ichi Budōkai Feats Krillin's Physical Might vs Orin Temple Bully Son Goku's Physical Might vs Giran Krillin's Physical Might vs Jackie Chun Nam's Physical Might Jackie Chun's Physical Might vs Son Goku Son Goku's Physical Might vs Jackie Chun Relevant 22nd Tenka'ichi...
Goku = 337 pixels Boulder = 474 pixels Boulder/Goku = 1.407 Goku = 1.23 meters (Goku was 12, he should be at least as tall as his son Goten) Boulder = 1.729 meters Volume = (4/3)PIr^3 r = Boulder/2 Boulder Volume = 2.705 m^3 Rock Density = 2,700 kg/m^3 Boulder Mass = 7,304 kilograms or...
Eztephan
2 min read
Views
109
Reaction score
1
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1
The Outskirts Battledome (OBD)
During the episode 22 of Buso Renkin, Hiwatari with the help of Hanaka boost the power of him Blaze of Glory generating a explosion that surround a great part of the Island where they fight Victor. The Feat in question. Firstly i need to find the size of the island in question. To get some...
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