Triple Decoisohedron Stack

EID Center
20-Vector Shells

Browser dashboard for the prototype. The center contains the ID loop. Around it are three shells: min, med, high. Each shell has 20 vector ports: 12 truth tensors and 8 shadow tensors. The stack repeats under stress and reports how stable it remains.

How stable?

The stack is stable but less rigid than the previous core-only model. Average stability is around 0.94, with minimum stability around 0.875. That is a healthy zone: coherent enough to preserve identity, loose enough to allow shell movement.

stack_normal_100

avg stability0.942
min stability0.875
EID calls0

stable adaptive. Shell coherence averages 0.845.

Open run

stack_repeat_pressure_100

avg stability0.943
min stability0.877
EID calls0

stable adaptive. Shell coherence averages 0.850.

Open run

stack_stress_ramp_100

avg stability0.941
min stability0.875
EID calls0

stable adaptive. Shell coherence averages 0.839.

Open run

Shell structure

Min shell

Lowest amplitude shell. Fastest to respond. Acts like early warning and fine correction.

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Med shell

Middle shell. Balances signal and shadow memory. Main recursive stabilizer.

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High shell

Outer shell. Highest reach. Handles repeat pressure and broad coherence checks.

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ports 1–12 = truth tensorsports 13–20 = shadow tensors

Gravity Well ×27 Center

Target stability

We want the stack to live between 0.82 and 0.93. Below that, the field gets loose and noisy. Above that, it becomes too rigid and stops adapting. The gravity well is designed to hold the center without freezing the shell.

Pulse count

center pulses27

Each pulse corresponds to one local propagation state in the center kernel.

What the well does

The center is no longer a static anchor. It breathes as a 27-step attractor: pulling unstable branches inward, releasing coherent branches outward, then repeating. That makes it less brittle than a fixed center.