As you can see there is a wall perpendicular to our ceiling thanks to the slope roof of the room. When I put my feet up and there is a nearby wall, my feet fall toward the wall. They don't fall down.
No, feet do still fall down. It is just more limited by your body.
They do not magically fall towards a wall. Nothing does. There is always another force making it go towards the wall.
Nope, it's mass.
Nope. It's not mass. Mass provides no directionality.
You need a force acting on the mass.
You wouldn't be able to pull that thing from the side if the whole structure wasn't straight.
But even something as simple as two flat rear tires changes the whole thing to =./
Pretty sure you can't pull with two flats, without serious effort.
Wrong again.
It does NOT need to be straight.
What you need is minimal friction and the like.
With the sled set up properly, the wheels roll with minimal resistance.
That means you can easily move it.
When you flatten the tires, you need to exert a significant force to distort the tires.
This makes it much harder to push.
And it is quite clear your claim is dishonest BS by even a casual thought, as you can make all tires flat, and then it is still hard to pull, even though it is straight. At that point it is more like =.=
You can set up a sled with different sized wheels and it works fine.
What you're talking about is angular momentum, not gravity.
No, what we are talking about is gravity. Not angular momentum, as already explained.
Repeating the same BS wont help you.
I can prove it to you by tilting my entire bookshelf sideways. But uhh, you know, I don't want to spend hours cleaning up books.
No, you can't.
You just assert BS, and ingore why your claims are wrong.
Look at how you have ignored a simple example of a stick on a string.
The top and bottom of the shelf allow books to stand upright or sideways. The middle shelf requires a lean.
No, the middle shelf allows the books to be stored at an angle, as that is how they are lowest.
Notice how the book is still trying to go down?
Now, if I had an upright book shelf, and leaned it enough to the side, WHAM "gravity" takes over and it falls down. Actually, it slides over on the side, and a force known as momentum keeps it moving.
Wrong again.
Momentum is NOT a force. Momentum is the tendency for an object to keep moving.
But in reality, when you are doing this you can calculate the centre of gravity of the bookshelf.
You can then also examine where the bookshelf is supported.
And do you know what is required for the bookshelf to fall over?
For the centre of gravity to be outside the point where the bookshelf is supported.
For example, if you tilt the bookshelf to the right, if the centre of gravity is to the left of the rightmost leg of the bookshelf, it will fall back to the left. But if it is to the right, then the torque from these 2 vectors results in the bookshelf turning, falling to the ground.
You can even start the bookshelf off almost balanced, just slightly to one side, and it accelerates; showing it is not merely momentum.
You can even go one step further, by starting with the bookshelf significantly off balance, and pushing it (and releasing) towards the point of balance. It will slow down as it converts its kinetic energy into gravitational potential energy; but unless you provided enough of a push to push it over that balance point, it stops and falls back down.
This shows quite conclusively it is NOT momentum or angular momentum.
Were I to remove all books from the shelf
You change the centre of gravity.
You can also move this around by moving the books.
If you load up all the books on the top shelf, at the right (or put large weights) it is easy to tip over to the right, but much harder to tip over to the left.
And if you load up all the books at the bottom, it is much more stable.
The books always lean toward the "bottom"
Yes, the bottom, towards Earth. Not the side like you claim they magically should be able to.
So we are back to "Why down?"
Were I to suddenly flip the entire shelf using some kind of tool, you would notice that the books actually fall up from their original position.
Do they fall up, or are you throwing it up?
So yes, I could walk on the walls, or even the ceiling if you rotated the room.
i.e. you can walk on the surface closer to the core of Earth.
However, no "gravity" would allow me to walk up all sides of a ball.
Why?
Have you tried it with a large ball well outside the Roche limit of any larger object?
Or just your typical wilful rejection of reality?
The Earth isn't a sphere, and objects fall due to buoyancy (lack thereof) and angular momentum.
All the evidence points to Earth being roughly spherical.
Buoyancy is an upwards force due to a pressure gradient and relies upon gravity. No buoyancy provides no reason for things to fall.
Angular momentum doesn't help you either.
You still have no reason for why things fall, nor any fault with gravity.
Instead, you just use whatever dishonest BS you can to pretend there is a problem.