Water Level - Bubbles

Hi
I've been researching flat earth because im so interested in it but ive had this question nagging in my mind that i hope someone can explain.

Water always finds its level right? Like, it will never conform to a ball we've tested this. But bubbles are always spheres? Like if i drop water into oil its always spherical? Why is that?

Also on the edges of water are curved because of surface tension right? Thats what we learned in school and you can see that at the edges of the pools of water. Or the meniscus in a glass. Or a drop of water on my hand. And there the water isnt level?

So im confused because if water isnt always finding its level and it can curve, then can it conform to a sphere earth?

There must be an explination? Help please!

Please don't fall into that trap. Instead, try this: https://en.wikipedia.org/wiki/Surface_tension. Short version? Sphere has smallest energy. Works for planets too. Just kidding, the planet thing is not because of surface tension
Also, https://en.wikipedia.org/wiki/Gravity . That's the thing holding it down and making it level. Don't confuse microspace and macrospace(drop vs ocean) It works on both, just the first thing is not so visible on large scale. It's also the reason for planet thing. Now seriously.
However, if gravity and wikipedia and NASA is root of all evil(always thought root of all evil are actually women(ignore that, old joke)) then you are too lost for us globist freemason brainwashed conspirators, and therefore I declare that answer to your question is: MAGIC!

Water always finds its level right? Like, it will never conform to a ball we've tested this. But bubbles are always spheres?

Yes, you can consider it as always finding its level.
The question then becomes, what is level?
Most people think of it as a flat surface, but that isn't the case. In reality it is based upon a multitude of factors, but the simple way to consider it is if you were a point on the surface of this water, if it wasn't level then you can lose energy by travelling in some direction along the surface; if it was level then you keep the same energy by moving along the surface.
On the small scale, such as droplets, surface tension dominates and forces it into a spherical shape. This also dominates near the edges of water, where preferable interactions with a surface such as most glass cause the water to try and stick to it and creep up it a bit. With a hydrophobic surface the opposite happens and it curves down at the edge, or just sits as beads on the surface.
At the large scale, ignoring the edges, gravity and the apparent centrifugal force dominate, and thus for Earth, water adopts a roughly spherical shape.

So yes, it can conform to a ball. The reason it typically doesn't is because you are likely testing within Earth's roche limit, and aren't testing it in free fall.
This means the gravitational attraction to Earth can rip it off the surface of the ball.
But all that shows is that Earth can't be a sphere being held "stationary" above a much larger surface with significantly greater attraction.

A similar experiment would be holding a flat surface perpendicular to Earth and noting the water falls off it. It doesn't show water can't stay on a flat surface, just not one in that arrangement.