this time i have some HMT blogs
hmt was a really nice guy no idea why he deleted his blogs tbh
hmt was a really nice guy no idea why he deleted his blogs tbh
(Kubera) Ghandarva etc
relevant links:
http://comic.naver.com/webtoon/detail.nhn?titleId=131385&no=167&weekday=tue
http://comic.naver.com/webtoon/detail.nhn?titleId=131385&no=168&weekday=tue
http://comic.naver.com/webtoon/detail.nhn?titleId=131385&no=169&weekday=tue
(http://imgur.com/LFrO6g8) 126px(red line) = 9km
the barrier is 916px(yellow) wide, or 65.43km wide.
while the land is 551.33px(green) wide or 39.381km wide.
the city is supposed to be hidden in that area.
which is 281px wide.
for a low end, let's say that the barrier occupies all that space.
ghandarva is 1179px tall.
well, that is a massive lowball since.
- he is way past the horizon, and he can still give that in your face look.
- well, yeah foreground -> background.
- ghandarva is looming in the place while his back is farther in sight, also looks like his body is curved(?) like a snakes.
- his bottom isn't shown on panel.
this is Ghandarva's smallest sura form so far anyway according to maruna.
anyways, 65.43km/281px * 1179px = 274.53km.
so we're done for the first part.
second part is the size of the Tsunami, and Kubera planet size.
the land is 513.35px.
i'll use ang sizing to get the size of the tsunami, which is just beyond the city.
Degree = 2*atan(513.35/(516/tan(70/2))) = 69.72302653047
distance is 28.266km, just add the radius of the barrier to get the minimum distance from the tsunami.
new distance is 60.981km.
Now, to get the tsunami's size.
Degree = 2*atan(458/(516/tan(70/2))) = 63.722071026728.
size turns out to be 75.8km.
anyway, we see Ghandarva raise the water, yet we can't see him in the planetary scan or whatever you want to call it.
he's massively bigger than the water raised anyway, so i expect no one to claim that he got engulfed below.
so yeah, he's so small in that scan that he's at best > 1px.
the diameter is 589.2px.
or 274.53*589.2 = 161,753.08km.
energy to raise that fuckton of water?
volume is 6230518283654.2232980437546333km^3
or 6230518283654223298043.7546333kg.
mgh = 6230518283654223298043.7546333*9.81*75.8
that's equal to 1.11 Exaton worth of energy.
and that's not all.
he did fragment the ground(there's alot of violent fragmentation going around, but i can't really calc those.),
Asked mike earlier, on how i can find the volume here.
Volume is 1.11e24m^3
that is 2.13 Zettatons(128654628.4 Diameter).
total Energy is 2.131 Zettatons.
that is in his weakest form and a casual attack to boot.
In Currygom's blog, Currygom also notes that the techniques Gandharva is using, which is to sprout water from the ground, is actually a pretty basic technique. Depending on who's using it though...
(I think he flooded an area the size of Australia )
anyways, to get the planet size.
i need to use this circle calculator.
since it's going to take a fuckton of space, and i'm too lazy for that shit.
chord length(red line) is 502.2837843291379838px long.
segment height is 15.8113883008418967px tall.
radius is 2.0024e+3px.
converting that to km, that's equal to 549718.872km.
GBE of such a planet is 1.436E+38J(Lower Limit).
Upper limit is 6.710E+47J.
saw something like 1.6e29 gigatons and i got lazy to convert for the high end.
can't be bothered to convert the lower end.
according to makara, her/his trancendentals can bust a planet.
Anyway, to finally finish this blog.
Makara's Trancendentals at least 34.32 Nt-6.710 KFoe. (not sure about this one)
note*
everything is a lowball.
Asura's Wrath: Vlitra's feats
First feat (strength/durability)
@10:56
[YOUTUBE]bRF9kXwkaHQ[/YOUTUBE]
Second feat (attack speed)
@27:36
[YOUTUBE]HrFrfZ89PPg[/YOUTUBE]
Physical strength/durability feat:
Crater horizontal diameter:
166/387*12756200=5471651.679 m
Crater vertical diameter:
148/387*12756200=4878340.051
Crater volume:
(12756200/2)*(5471651.679/2)*(4878340.051/2)
=42561982187278293657.831225 m^3
I think 120 J/cc is fine, since most of the debris was launched into space
42561982187278293657.831225*10^5*120
=510743786247339523893974700 J
1.22 exatons
Attack speed feat:
Distance crossed by the blast:
545.18/145*12756.2=47961.55 km
It takes the blast one frame to move across that distance. There are 29 frames in a second.
47961550/(1/29)=1390884950 m/s
4.63c
Recap:
Vlitra's physical strength: 1.22 exatons
Vlitra's blast speed: 4.63 c
These feats apply to Vlitra himself (obviously) and to top tier deities: the first one applies to 6 armed Vajra Asura's striking strength, since Vlitra, who could withstand that amount of force, was heavily damaged by a punch from Asura. Most of the 7 deities should get powerscaling from that. And the second one applies to Vajra Asura and Vajra Yasha, who dodged several of those blasts, Deus (who was fighting them both at the same time just a few minutes earlier) and likely Augus (who is as powerful as Deus).
whale size and shin's beam: a 666 satan calculation
yep.
first thing first, I need to know the size of that poor whale.
and I'll scale it from the turtle it ate ten chapters earlier.
but to know how big the turtle is, I need to know how big the cast's ship is first.
person (1.7m): 10 pixel
glass: 22.8 pixel
that's pretty easy
1.7/10*22.8=3.876m
now I can scale the full ship
ship: 3.876/5.66*195.16=133.65m
Now I have the ship's length, I can scale the turtle's ball thingy
turtle ball thingy: 133.65/30*238=1060.29m
Now, finally I can scale (part of) the whale. I'll scale the eye, it's the only thing I really need for the beam later.
so
eye: 1060.29/12*13=1148.65m
Now I'll work on the blast.
kishi was kind enough to make the blast rectangular. so no problems here. some angsize to find the distance to the horizon, which will be our length, and then direct scaling from the whale's eye.
eye: 5 pixel
depth: 1148.65/5*154=35378.42m
width: 1148.65/5*209.7=48174.381m
distance to the horizon:
I'll need to know the width of the panel in degrees, and I'll use flutter's formula.
I just have to input the panel width (1453) and height (381)
2*atan(tan(70/2)*(1453/381)=138.9398172722128 degrees
now for the distance itself
width (degrees):
2*atan(6/(1453/tan(138.9398172722128/2)))=1.2635373477124101919
now I have the width in metres and degrees, I can use the angsize calculator, and the distance is 2184400m
volume=2184400*35378.42*48174.381=3722946063013218.888m^3
but I need mass
7342651482683784.64922646*1000=7342651482683784649.22646kg
now comes the hard part.
I'll use the same method chaos used for frieza's ki whip
T = sqrt((2h)/9.8))
you can see there's a little bit of water (namely, about 10 pixel, or slightly less) pretty close to the whale. so I'll just use that as the re-filled height. using free fall I should be able to get a time-frame
10 pixel=2297.3m
T=sqrt((2*2297.3)/9.8)
T=21.65 seconds
speed: 2184400/21.65=100896m/s
now for the power of the blast
KE=.5*100896^2*7342651482683784649.22646=37374106385313751483331467510.85568J
8.93 exatons
I'm not really going to do anything myself here. it's just to finish what cableguy startedworries
I'm talking about this
http://www.narutoforums.com/blog.php?b=15558
he stopped at finding the volume of rock destroyed, labeling it as "large building level". That would be true for simple destruction, as in fragmentation.
But I'll simply go on and find the actual power behind this feat anyway.
volume of rock destroyed:
2818198000 cm^3
If that copious amount of dust means anything, it probably means pulverization
2818198000*214.35=604080741300J
144.38 tons
multi city block level
that or 120J/cc for a low end
2818198000*120=338183760000J
80.83 tons
still multi city block level