In Phen Theory, mass is not a fundamental property. It doesn’t exist by default — it emerges from scalar tension. Specifically, from projection that gets trapped.
A Phenom (ΦΝΩ) is a point — no size, no volume, no physical extent. It cannot grow, but it can ingest energy.
When a photon (ΦΝ⚟) is projected toward a Phenom and cannot escape, it doesn’t vanish — it gets swallowed inward. With nowhere to spread, the photon folds in on itself, becoming compressed within the point-like structure of the Phenom.
That compression becomes mass.
This compressed energy is not abstract — it’s quantised. The smallest unit of scalar photon energy under compression is called a Phress, symbolised as:
(The symbol 工, from the Japanese kanji “kō,” means “work” — representing compressed light doing work. It resembles a press or structured force.)
A Phress is a photon in compression — like a coiled spring, compacted and building scalar resistance.
A Phenom does not exist in isolation. In the Phenomena’s matrix, each Phenom is connected to 12 others via Tension Phibres (>–<) extending from the surrounding stacked Phenomenon.
Each of these Phibres carries one Phress (ΦΝ工) of energy.
When all 12 neighbours pull inward, the central Phenom compresses 12 Phresses — creating full scalar density, or full mass:
M = 12ΦΝ工
(Mass equals 12 units of photon energy under compression)
Mass, then, is not a fixed trait — it is a scalar state of relational compression. It expresses how much projected energy is being folded inward by the mesh of surrounding tension.
Absorb projection → tension increases → mass builds
Release energy → tension loosens → mass reduces
When projection is nearly gone, the Phenom becomes latent — transitioning into a Phen (ΦΝ): still present, but no longer generating mass.
Mass is compressed light. It is tension, folded inward, until resistance becomes real.
This is the foundation of all mass in Phen Theory — not as a property, but as a process.
M = ΦΝ工 — one Phress
M = 工 — shorthand
M = 12ΦΝ工 — full Phenomenon lattice
M = 12工 — shorthand
Let’s lean into pure speculation for a moment. What happens if this chain reaction — of Phress compression — goes unchecked?
Perhaps it leads to localised super-dense states, where certain Phenom grow so massively tensioned they begin to pull their neighbouring Phenom inward, distorting their shared Phurlons and increasing tension exponentially. The result? What we interpret as black holes — regions where Phenomenon become so tightly compressed that no projections escape. No visible light. No readable data. Just pure scalar resistance.
If the membrane of the Phenomena is like a crinkly map, then a black hole is a piece of that map that’s been scrunched into a marble and thrown into a 100,000 kg press. You can no longer see what’s inside. You might still feel the pull. And technically, you could unfold it — but it would take immense time, effort, and scalar reversal.
Now, stretch your mind a little further.
We’ve said before: Phurlons are stretchable, but traversal time is constant. One Plank (pun intended) still takes the same scalar step — no matter how far it’s been stretched or compressed. So if you were walking across a region of dense Phenomenon, you’d still be moving one Plank at a time.
But if I’m observing you from a relaxed, spread-out region of the Phenomena — your steps would appear absurdly fast. To me, you’re warping through scalar space. Meanwhile, if you look back at me, I’d seem to be crawling, barely moving at all.
Time, then, is not a universal beat.
It’s a relative flow, determined by how dense or stretched your Phenomena region is compared to mine. The tighter the mesh of tension, the faster things appear to move — not because time speeds up, but because the scalar space is folded tighter.
Find out how PTM reveals the emergence of stars and black holes