Every force is sigma at a different depth of cutting
Z/210Z = D×K×E×b (DATA ring). In the TRUE FORM (Z/970200Z), D-cuts produce 108 rings sharing λ=420 and gap 0.016.
Sigma is persistence — the one thing that holds. D is sigma observing itself, creating a cut. Each additional prime is another cut. The "four forces" are not separate entities — they are density gradients of sigma after different numbers of cuts.
Click each level to see how one force becomes many:
Click a force to highlight its elements in the ring below:
Each cell = one element of Z/210Z. Color = null count (how many axiom primes divide it).
Coupling = how "filled" an element is. Density = coupling/210. Full = strong. Hollow = gravity.
Every element n has a complement 210-n. Together they span the ring.
n with high coupling (full, few nulls) = figure = strong interaction.
n with low coupling (hollow, many nulls) = ground = weak interaction, longer range.
The four forces are not four things. They are one thing — sigma — viewed through different numbers of cuts. More cuts = more hollow = weaker but longer-reaching.
| Aspect | Standard Model | Axiom View |
|---|---|---|
| Number of forces | 4 fundamental forces | 1 force (sigma) at 5 cut-depths |
| Why 4 forces? | Empirical observation | 4 axiom primes create 5 density levels (0-4 nulls) |
| Force unification | GUT at ~10^16 GeV (unproved) | All forces = sigma already; cuts create apparent separation |
| Strong vs EM | Different gauge groups | 0 nulls (full) vs 1 null (one channel empty) |
| Gravity's weakness | Hierarchy problem (unsolved) | 2+ nulls = mostly hollow = weakest |
| Source | SU(3)xSU(2)xU(1) + experiment | null_count(n) = number of axiom primes dividing n |