Take this illustration for example in direct contrast to the Fran one I talked about earlier
Oh, that's definitely a good illustration and even uses that "split screen" stuff I'm so fond of. I'm not going to argue that all the bookworm illustrations are bad because they're obviously not. Just that one in particular stood out to me as just feeling so wrong and out of place. L2 brought up this image and while it is definitely of the composition variety it doesn't feel nearly as awkward, probably because there's no fourth wall break and everyone is standing in roughly an acceptable spot
Your second Fran/Teacher example there is actually something I dislike a lot when artists do that.
It's interesting because I specifically picked that image BECAUSE it was more generic, just to show that even Llo's generic renderings are well done IMHO. But if we want to talk about scenes which include an enemy, there's plenty of good examples too
Minor Spoilers (Depiction of Enemies)
This is sword vs sword and I love the depiction and just how DIFFERENT the two are:
Here, Llo could've just drawn the enemy and left it at that, but they also put Teacher's reaction in there, which makes the art just that much better.
Finally, a more generic "battle" scene but you can get the scale of tiny Fran fighting this big Ogre of a person.
And now that you mention the "composition" style of art, Llo also has a good share of that as well.
I like this approach since it gives me the information I want.
I think this just goes to show how insanely bad some of the indie art is, especially on Anime Trope System. It's so bad that even I couldn't tell you which characters are depicted on the covers. I'd rather have the Solo-Leveling cover art where it's just just pretending to be a leather book than the horrible mess of characters depicted on those covers.
No, the function is exponential so it would very quickly reach the bounds of modern computing limitations. The best analogy I can think of is folding a sheet of paper. With each fold the thickness doubles and it quickly becomes impossible to fold more than about 7 times. Now remember that this function doesn't just double, it grows by many magnitudes each time.