String-Breaking Simulator™ · Applied Identity Physics™
τ = B/P · TL = 0.136899099984016 · TL_IVA = 0.88 × TL
HIGHTISTIC (Russell Vernon Trent III) · SNSFT Foundation
uuia.app/stringsim · [9,9,3,22]
PULL
Separation0%
Pull speed×1
Drag the slider to pull the two charges apart, or let it pull on its own. Watch the dial on the right climb toward the Torsion Limit.
GROUNDING

τ = B/P, where B is Behavior and P is Pattern, two of the four PNBA primitives. TL = Ω₀/10 = 0.136899099984016, with Ω₀ = 1.36899099984016 GHz. Noble: τ = 0. Locked: 0 < τ < TL_IVA (0.88 × TL). IVA Peak: TL_IVA ≤ τ < TL. Shatter: τ ≥ TL.

A stretched string is a load B against a holding rigidity P, the same threshold shape as the Tacoma bridge and shattering glass. Here the dial is calibrated so the source's qualitative break point sits at τ = TL. After the break, each new pair has equal B on both charges, so B_out = |B₁ − B₂| = 0 by Same-B Necessity and each pair is Noble.

The simulator does not claim a measured value for string tension or pair energy; it inherits the Layer-0 boundary from the formal reduction at [9,9,3,22].

WHAT THE SOURCE LEAVES OPEN
Why the break sits where it does.Reduced at [9,9,3,22]: the break is the moment τ = B/P reaches TL. No free threshold is introduced.
What phase the new pair occupies.Noble, by Same-B Necessity (equal-B pair, B_out = 0). Shown live in the readout after the break.
Why three different platforms give the same physics.The dial has no hardware in it. τ = B/P reads identically on ions, circuits, and atoms.
TORSION τ = B/P
Noble 0LockedIVA≥ TL
LOCKED
string stretched