Sorry, are you claiming a boat can float at a list of 90°?, 100°? 120°? or even 180°? (starboard side, assuming 0° represents port and 45° perfect equilibrium, or vice versa)?
WHAT????????????????????????????????????? *peers at screen through fingers*
But other than
that (whatever "that" is...), yes of course a boat (or ship)
can float at a list of all of the angles you mentioned (even though it's abundantly clear now that you don't even understand what those angles represent).
And before you get the wrong idea... I am in no way suggesting that a ship must
necessarily float at those heel angles. What I
am telling you is that a) some ships most definitely do float (and have floated) at those heel angles, and b) your contention that ships both cannot and do not ever float at those heel angles.... is bogus and born of ignorance.
So you believe a ship can float on its superstructure
This strange and dogged insistence on talking about "floating on its superstructure" is yet another illustration that you don't know what you're talking about.
Look: ships float because/when - and only because/when - they have excess buoyancy.
Ships can, and do, float while heeled at 90 degrees. But for this to be anything more than a transient period of floating, it should almost always be the case that the whole side of the ship (including, of course, the side of the part of the ship that would normally be above the waterline) remains more-or-less watertight.
and that this only stops when water weighs it down?
Now, what the heck do you mean by "....only stops when water weighs it down"?
As plenty of people (including me) have repeatedly told you by now, the only reason why/when ships cease to float is if/when they cease to become buoyant. And - in extremely simplistic terms - this happens when the weight of water displaced by the ship (in whichever attitude it happens to be at the time) is less than the total weight of the ship. In many sinkings, the "weight of water" within the confines of the hull may be the salient factor, for sure.
But it needn't necessarily be the case. It might be an excess of heavy cargo, for example. Or it might be because a ship was carrying many more passengers than the maximum it was designed for. In both of those kinds of causes, the ship would become non-buoyant (and would therefore start to sink) without it ever being necessary for a single drop of water to enter into the hull.
Indeed, a sinking might occur even when the entire ship remained completely watertight: it might hit the sea bed in that fully-watertight state (provided that it didn't sink so deep that parts of the hull imploded). No water ingress required - provided that the ship now had a greater weight than the weight of water it was displacing.
I've tried explaining this concept to you, but it's pretty clear I've had no success in getting through.