u/apollonirex

Bonus points for guessing which verse this is about

Sonic 3

One punch man

One piece

I can see why some GL fans would have issues with an actual uniform for the GL corps, but I personally think it's very neat.

I also think they're setting up Jon to have his suit be a permanent construct with episode 2.

Tbh, the marketing kinda fucked it up with it looking so brown, it doesn't look like that in the actual show at all.

I've seen a lot of people say that decapitating Shigaraki or just going for his head would finish him off, but multiple explicit statements in the Manga directly state otherwise.

This is further evidenced by AfO in Shigaraki's body holding it together with quirks by the end, and most of his brain matter just isn't there.

How is Shigaraki finally killed? His hyper-regeneration quirk gets destroyed by the OfA vestiges, his body is massively weakened and tearing itself apart from inheriting OfA, and Deku smashes this crumbling body into dust with an attack that clears out a country-sized thunderstorm as collateral damage- only then does Shigaraki die.

This means that final arc Shigaraki at his peak can just regenerate from any attacks that don't completely vaporise him (not even dust should remain), letting him tank+regen through a lot more attacks than expected.

TL;DR: if Shigaraki takes a week to decay the Japanese landmass, he takes around two minutes to an hour to decay the surface of Japan.

Shigaraki states that he's going to decay the entire landmass of Japan, right down to the very mantle.

He specifies that he's not going for just the surface, but "deep down below", decaying everything until there's "only the sky and the sea left."

Given that decay is dura-neg+ hax, I'm going to be using the volume measurements for this calc, and not the vaporization energy required for this feat.

He's graciously given us the surface area of Japan, which is 3.7x10¹¹ m².

The depth of the Japanese crust goes down for an average of 30km, or 3x10⁴ m

So, the total volume of the Japanese landmass would be-

(3.7x10¹¹)m² x (3x10⁴)m

which is 1.1x10¹⁶ m³

Shigaraki assumes he would take a week to destroy this much volume, which is about 604800 seconds

So, how long would it take for him to decay the entire surface of Japan?

The average topographic elevation in Japan is 58 meters. If we're being extremely generous, and say that Shigaraki is decaying a little below the ground, and highball all the skyscrapers, buildings, and man-made structures in Japan; let's take an average of 500 meters.

So for the very highballed surface estimate of Japan, he's decaying about-

(3.7x10¹¹) m² x (500) m

Which is 1.85x10¹⁴ m³

The ratio of the volume of Japan's surface (highball) and its landmass is exactly 1:100

So he would decay the surface of Japan a hundred times faster than decaying the entire landmass.

This brings the surface decay time down to 6048 seconds, or exactly 1 hour and 48 minutes, and remember, this is a massive highball for the volume of the surface he's decaying. This is the slowest possible timeframe for him decaying the entire surface (and then some) of Japan.

If we take the surface elevation at face value (60m rounding up), then Shigaraki would decay the surface of Japan (2.2x10¹³ m³) in around 2 minutes.

This is also not accounting for the irregular structure of the Japanese landmass, given that it's not in a uniform shape, and decay will have to travel much further to reach the edges of the landmass; compared to a country like Germany (roughly the same size as Japan).

This calc is consistent with him decaying a massive chunk of the Shizuoka prefecture (7.7x10⁸ m²) instantly by sending decay deep underground. He should also be able to instantly decay the surface of the entire prefecture, and it won't take long to reach the entire country that way.

Funnily enough, Rayquaza is one of the few pokemon with actual feats (blows up a meteor which was going to destroy the Earth)

My girl should've gotten that W😤

Goku- UI Theme

Cell- perfect cell theme (remix)

Ichigo- Number one

Aizen- Treachery

Naruto- Afternoon of Konoha

Giorno- il vento d'oro

Saitama- Seigi shikkou

Deku- You say run

Yuji- Skyfall

Muzan- Smooth criminal

I've had this Arrowhead plant in a water-filled vase for more than a year now, it used to be quite healthy and would grow new leaves regularly. I'd change the water in it every week or so. It sits on a side table adjacent to an east-facing window, so it gets plenty of indirect sunlight for about 5-6 hours.

However, last month it suddenly started withering away and shedding (nearly) all of its leaves. The third photo is a leaf I had to cut off since it turned completely brown and limp. I put the plant outside for a few days (because I thought it needed more sunlight) and that bleached the leaves completely white. Since then, the leaves have gotten some of their colour back. The stem and roots are still firm and snappy.

I trimmed off all the brown, limp parts of the remaining leaves. I've started putting in filtered water instead of tap water. I cleaned up the roots and cut off all the overly long roots and brown bits. I put in a crumpled napkin to let the plant sit higher so that the stem isn't submerged in water. I've ordered some liquid plant food to put in it as well.

Is there anything else I can do to make sure it lives? I would rather keep it in the vase that it is, since it was a gift from someone close. It did do very well in the vase for more than a year, but if there's no saving it then I will plant it in a pot.

This is the first plant I've ever taken care of so I would appreciate any advice or suggestions.

(yes, this is a set-up)

(With the sole exception of Satoru Gojo, of course)

Scenario 1: They're all in this city, but unaware of the Decay wave coming or what it does.

Scenario 2: They know that the attack is coming, and how it works. (Everything that touches the decay wave and then touches something else passes the decay on, even if it's dust or debris. Only Shigaraki himself can stop the decay from going further, or from decaying specific targets within the wave)