Of course, Class G Cell TK is important, but what about him?
As outlined above, TK has nothing to do with Ki, so having a higher PL or Ki than Cell wouldn't have that scale to other facets.
And the manga consistently shows TK being above the user's physical LS, so not much to say on that front. He can have his higher TK, the OP even says he could be an exception.
Except, I also went to go look at that too.
And once again, I don't think the Class G value holds up at all.
The calc basically hinges entirely on treating that tiny tree-looking thing on the chunk as a 30 meter adult Nikko fir. Since the thing is 30 px tall, the calc goes:
- 30 px = 30 m.
- 1 px = 1 m.
Which is how it gets:
- Chunk dimensions = 235 m x 69 m x 173 m.
- Volume = 235 x 69 x 173 = 2805195 m^3.
- Density = 2700 kg/m^3.
- Mass = 2805195 x 2700 = 7574026500 kg.
- Short tons = 7574026500 / 907.18474 = 8348935.080191053 short tons.
Which, gross btw, imagine using short over metric smh...
But that only actually works if that tiny background tree-looking thing
is actually a 30 meter tree, and just like the Namekian Class G calc, I'm puzzled as to why nobody questioned this?
For one, the calc just assumes the type of tree.
It's not like the manga tells us "this is an adult Nikko fir" or anything. They don't even really look like them either. It's taking a tiny background object and assigning it
a massive real-world tree height, so already the calc is dubious.
But more importantly, the scene itself doesn't even remotely draw these things like 30 meter trees.
We see those same little tree/bush-looking objects scattered around the place all throughout the scene.
Here is a selection from not just the chapter itself with the TK feat (the same exact scene even), but all throughout the chapters for that area and they're all consistently barely a few meters tall, almost always a point of reference adjacent to them.
But in the feat/chapter itself:
They are by a road, by a one-story house/building, by a side structure, by a farm tower-looking thing I forget the name of, and even
by a car.
Some are smaller than the house. The bigger ones are only
a bit above it.
Some of them don't even look like full trees (there is real trees but just saying).
30m tree is bafflingly large, it'd be one thing if there was zero other frame of reference for the scene but there's a bunch.
It makes the entire scene way larger than it's actually shown to be.
Using the nearby one-story building instead (just for example, there's a few options, but none good relatively, this ain't even the worst one, more of a middle ground):
- One story = 3 m.
- Building height = 23 px.
- Scale = 3 / 23 = 0.13043478260869565 m/px.
A nearby tree/object on same plane, picked a larger end one is 34 px, so:
- Tree/object height = 34 x 0.13043478260869565 = 4.434782608695652 m.
The scene itself puts that type of tree/object closer to 4.434782608695652m, not 30 m. Obviously there's margin for error, they're all so tiny and can vary, but the margin is only like 2x at absolute maximum (as in between the shortest and tallest, you won't be getting to much above this one, maybe 6m if ya squint).
Now plug that back into the original calc, where the tree on the chunk is 30 px:
- New tree height = 4.434782608695652 m.
- Old tree height = 30 m.
- 4.434782608695652 / 30 = 0.14782608695652175.
Original calc dimensions:
- 235 m x 69 m x 173 m.
- New dimensions:
235 x 0.14782608695652175 = 34.73913043478261 m.
- 69 x 0.14782608695652175 = 10.2 m.
- 173 x 0.14782608695652175 = 25.57391304347826 m.
New volume:
- 34.73913043478261 x 10.2 x 25.57391304347826 = 9061.838109640832 m^3.
Using the same density as the original calc:
- Mass = 9061.838109640832 x 2700 = 24466962.896030247 kg.
So with the scene's own building/tree scaling:
- Dimensions = 34.73913043478261 m x 10.2 m x 25.57391304347826 m.
- Volume = 9061.838109640832 m^3.
- Mass = 24466962.896030247 kg.
- Result = 24466.962896030247 tons.
Still Class M. Just not Class G.
And mind you, that was one of the larger ones, for a shorter one, just for proof of concept, the 30 px tree-looking object is around one story / 3 meters tall, then:
- Scale factor = 3 / 30 = 0.1.
- New dimensions = 23.5 m x 6.9 m x 17.3 m.
- Volume = 23.5 x 6.9 x 17.3 = 2805.195 m^3.
- Mass = 2805.195 x 2700 = 7574026.5 kg.
- 7574.0265 tons.
So the more scene-grounded results are thousands to tens of thousands of tons, not millions.
Then there's just the bigger visual problem: Cell is lifting this rock to make his ring.
He isn't lifting some 200+ meter chunk and then magically losing 99% of it's material.
He lifts the chunk, slices it up, and throws the pieces together into the Cell Games ring. The ring is shown in the same general area as the road, the car, the small building, the farm-like stuff, and the ring layout.
In the very scene this feat is part of, the footprint of the ring is incoherently smaller than the rock formation. It isn't drawn like some giant city-block-sized stone slab. It's clearly a big fighting ring sure, it's inconsistent as shit even but the general range is only tens of meters across every time, not a few hundred meters across.
Or well, it'd be liable to thousands with the calc at hand.
The original calc makes the rock:
Its full 3D diagonal is:
- sqrt(235^2 + 69^2 + 173^2) = 299.85829986845454 m.
So this calc is basically making the lifted chunk a near-300-meter scale object.
That is absurd for what Cell actually makes out of it.
Using the 4 x 4 x 7 tile-block setup we see him do:
- Tile count = 4 x 4 x 7 = 112 tile-units.
- Tile side length = s.
- Tile thickness = s / 4.
- One tile volume = s x s x (s / 4) = s^3 / 4.
- Total volume = 112 x (s^3 / 4) = 28s^3.
Now using the original calc's volume:
- 2805195 = 28s^3.
- s = cube root(2805195 / 28) = 46.444576617755615 m.
So if the original calc were in the right general area, each tile would be:
- Tile side length = 46.444576617755615 m.
- Tile thickness = 46.444576617755615 / 4 = 11.611144154438904 m.
Be so fr right now gang.
- The ring isn't 325 m x 186 m.
- The tiles aren't each 46 m wide.
- The slabs aren't 11 m thick.
That would make each tile wider than a large building.
It would make the ring some asinine mega-platform, when the whole page, hell the whole saga, is clearly selling it as a normal large martial arts ring that as a whole, is the size of a single large building given the footprint where the lil farmstead was.
And yeah, the tile art is inconsistent.
Like don't get me wrong that shit is wild.
I'm not saying the manga is a perfect footprint. The tile count shifts. The tile sizes shift. The final ring looks around 100 tile spaces while the sliced block setup is 112 tile-units. And then it jumps all over in the actual fight a handful of chapters later.
That kind of thing is fine though. That's normal manga slop.
But that only explains a small mismatch
within reason.
changing a bit relative to the characters is one thing, but it's always usually enough you wouldn't notice it reading it proper which is a good thing.
It doesn't explain the calc needing every tile to be 46 meters wide though.
- "100 tiles vs 112 tile-units" is normal art inconsistency among others.
- "Actually the ring is 325 m long and every tile is bigger than a house" is not.
The original scale doesn't even just make the rock bigger.
It makes the entire ring-making sequence outright absurd. If the rock is really that massive, where did the rest of the material go? He didn't destroy it all either, he just cut the edges off into a cube, like 90% is still there.
Why would Cell use a 235 m x 69 m x 173 m rock when there was others to scale with his ring right in front of him next to the stead), only trim some of the sides off into a cube (not the 90% he'd need to), all to make a fighting ring that is only a few dozen meters wide tops? Why would the same page show the ring layout near roads, a car, a one-story building, and farm structures if the platform is secretly hundreds of meters across?
Let's not even get into the later chapters with it either, you all get the point.
And, just because I wanted to cross-analyze this with past precedence...
There isn't an exact hard canon size for the Budokai ring, but around 18 m wide is a usable estimate off some random shit I was reading, honestly take this with a grain of salt, it could be larger (though not TO much larger. Don't forget the Buu Saga Budokai is stated to be larger than the DB one, which is what Cell said he was making his ring a bit larger than, but even that one still wouldn't line up here), with the older tournament ring being roughly 18.2 m x 17 m for argument's sake.
Cell's ring is larger, sure, but it's still in the same basic fighting-ring ballpark, which lines up with his "
bit larger" statement. It's not hundreds of meters across.
Using the same 4 x 4 x 7 slab setup:
- Tile count = 4 x 4 x 7 = 112.
- Tile thickness = tile side / 4.
- Total volume = 28s^3.
Low end, using 17 m for the 4-tile short side:
- 4 tiles = 17 m.
- Tile side = 17 / 4 = 4.25 m.
- Tile thickness = 4.25 / 4 = 1.0625 m.
- Total volume = 28 x 4.25^3 = 2149.4375 m^3.
- Mass = 2149.4375 x 2700 = 5803481.25 kg.
- Short tons = 5803481.25 / 907.18474 = 6397.243024612605 short tons.
- Equivalent cube side = cube root(2149.4375) = 12.905503130471564 m.
Safer end, using 18.2 m for the 4-tile short side:
- 4 tiles = 18.2 m.
- Tile side = 18.2 / 4 = 4.55 m.
- Tile thickness = 4.55 / 4 = 1.1375 m.
- Total volume = 28 x 4.55^3 = 2637.4985 m^3.
- Mass = 2637.4985 x 2700 = 7121245.95 kg.
- Short tons = 7121245.95 / 907.18474 = 7849.829958559487 short tons.
- Equivalent cube side = cube root(2637.4985) = 13.816479822034262 m.
So the ring-based version gives us:
- Low end = 6397.243024612605 short tons.
- High end = 7849.829958559487 short tons.
That fits the scene way better, the actual visual scale of the scene, the actual frame of references, and even Cell's own statement.
Fact is, this Class G calc is simply built upon a suspect point of reference. A lil random tiny background object needs to be a 30 meter adult tree, despite the scene showing similar objects next to normal buildings, a road, a car, and farm stuff. Then it turns the rock into a near-300-meter object, the slabs into 46 m tiles, and the final ring into a 325 m x 186 m platform.
That is way too much to take at face value. And just because I was testing a handful of methods. Scaling the Cell Games Ring off the road, or the road off the house and then to the footprint, gets legit around 20m so...
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Like just for reference here's the anime. You can
tell how big this shit is.
All of those are still Class M though, mind you, but we're also arguing that TK doesn't actually matter for this thread to begin with.
But that doesn't change the fact the actual feat would be more like a few magnitudes less even in the best situation.