Inflated electrons and flux tube lattice structures

Dr. Steven B Halls | September 2026

This material was originally posted to Facebook on 2025-02-15 - view original post.

If an electron is "inflated" (see my previous post), then the stuff inside must be small enough to come out through all the little mini-electron donut holes on image A and B, and then they form flux tubes that spread out like the palm leaves on image C. But there is a problem. This post discusses it.

Inflated electrons contain tiny tori that form flux tubes spreading outward. High density environments may disassemble these tubes back into individua

If the teeny weeny stuff inside an electron, lets call them "aether particles" temporarily, if they act like sphere magnets and make tubes on the outside, why don't they stick together on the inside of the electron?

Sidebar: More factors may come into play. Not only is there flow through the big donut hole, and through the little mini-electrons on the surface, there is also a "void" core in the center which creates complex flow paths, and has etheric/higher-density flows passing horizontally out the sides of the big green donut. These are not shown or discussed in this post.

Sidebar 2: If donut structures like the electon can inflate or deflate based on surrounding density, there must be something that enforces a maximum size limit for certain favored structures like the electron. I haven't given attention to that yet. This is baby steps.

Now I want to throw some "metaphysics" into the discussion.

#1. From testimony of people who get close to flying saucers, they say that their electronics stop working. I'm assuming these UAPs create a very high density environment around the craft, and that super-saturates any ferromagnetic materials nearby, so things like metal wrenches don't get pulled toward the craft. ( wrenches *would* get pulled toward a MRI scanner, but not a hovering UFO.)

Imagine with me, that electrons "stop working" when surrounded by aether density that is too high, so the flow stops through the big donut hole and all the little surface outflows too. Seems OK, but lets also say that the connecting tube lattice (like on image A and B) stays intact, that it doesn't disintegrate into even teeny weenyer tori. So we're assuming a Goldielocks high density range can exist, strong enough to inhibit flows but weak enough to preserve certain interlinked structures.

But now comes the topic of the the big electron donut like C, and the big palm tree flux tubes like image D on my previous post. (click my name to see that post) Those flux tubes flow in a curved path that gets sucked into the south side of the donut hole. Those flux tubes must stop holding together like a sphere magnet tube, and break apart into non-sticky teeny weeny tori, returning to the size that could fit through the mini-electron holes.

Is that a "gotcha" inconsistency? Can flux tubes of magnetic flux separate back into teeny weeny individual tori, while the interlinking connection tubes on the electron surface are still intact?

This is an argument that supports the idea that connection tubes are truly higher-density than the Goldielock pressure range that disassembles flux tubes in the South inflow zone of a magnetic torus. This argument also says that typical magnetic flux tubes on those curvy paths, are built with magnetic attraction of sphere tori, but they aren't interlinked by tougher connection tubes.

Ready for a laugh? On illuminated manuscripts, like image D and E, the torus often has 3 zones, the upper outflow zone, the lower inflow zone, and a middle zone of horizontal flow and high density. I'm really starting to think this refers to flux tubes simply "coming apart" into teeny weeny tori as they flow into the South high density area near the core.

I don't understand everything in this collection with "coming apart" materials, https://ca.pinterest.com/stevenbhalls/chopped-up/ and in this collection with three zones: https://ca.pinterest.com/stevenbhalls/three-stripes/ there is a lot pick and choose from, but it *is* a pattern found in symbolism.