It has been proven in my earlier thread that donuts do not need holes to be classified as donuts. Because of this, it is proven that donut holes are donuts because the do not have a hole. Now, considering that all ring-shaped donuts have a hole in the middle, a donut hole, and donut holes are donuts, all ring-shaped donuts are donuts wrapped around donuts, and are therefore double-donuts.

This brings up another another point: what about jelly-filled donuts? It should be obvious that the jelly is filled inside of a hole. And, since it is proven that donut holes are donuts, there is a donut inside of a jelly-filled donut. But the jelly has to fit in somewhere, and it does: inside the donut that is inside the jelly-filled donut. So, there is a jelly-filled donut inside of the jelly-filled donut. And, since jelly-filled donuts have a hole in them- which is proved to be a donut filled with jelly- all jelly-filled donuts are infinitely filled with infinite jelly-filled donuts.

You need to get laid

umm... mind blown

better stop identifying all 4 corners of a square into one single point

Are we talking about classical or relativistic doughnuts?

What's the difference?

nerd alert