Half-Spheres and Connection Tubes: A Torus Model for Gravity

I wanted an AI to make a half-an-onion or a half-sphere, but all I could get successfully was a kiwi cut in half. This post is how I imagine connection tubes having tension and being responsible for gravity.

Imagine the kiwi is a torus and the inner part is it's core, where the black seeds are, that part would look hollow to us, non-existant in our reality.

Imagine a connection tube extending across distance to another torus, shown by another kiwi. This tube would seem non-existant because it is higher density than our reality.

How can something non-existant affect things in our reality?

Imagine the outer surface of the core, where the black seeds are, has a barrier that can be felt in our reality and the barrier actually pushes away, repels, any of the green torus material.

From symbolism, outer barriers of tori, including the core, can be shown with fiery symbols on the surface. To me, that means an outflow from the little interlinked tori that form the barrier. Their outward outflow creates pressure.

So when the tube has tension that wants to pull the kiwis together, it is actually the outer surface of the core, those black seeds, that do the pushing onto the green stuff.

Imagine protons having torus aspects, that is, a magnetic flux that goes in a somewhat spherical "magnetic field" shape, and having a core region. Proton to Proton connections by tubes.

I think it's the outer surface of core barriers that does pushing that brings the kiwis together. https://ca.pinterest.com/stevenbhalls/connection-tube/ https://ca.pinterest.com/stevenbhalls/barrier/