EA-SEI-MM-01 §5.4 — Synthetic Computation Results
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Seed:                137
T (time steps):      100
Baseline drift:      0.0
Baseline noise sigma: 0.5
Spike at t=25, amplitude 4.5
Dip   at t=60, amplitude -3.0
Sustained shift [70, 100), amplitude 1.2

METRICS
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Total variance from most likely:  0.584
Mean absolute deviation (MAD):    0.435
Max deviation:                    4.500
Cumulative variance at end:       0.375

INTERPRETATION
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The dashed line (baseline) is the most likely trajectory: a
maximum-entropy zero-mean Gaussian. The solid line (observed)
contains three inserted perturbations: an impulse spike, an
impulse dip, and a sustained shift over the final third.

Total variance, MAD, and max deviation are properties of the
deviation series itself. Cumulative variance is the variance of
the running integral, normalized by T; it serves as a proxy for
the magnitude of ∮ when the encounter is maintained.

Random noise also deviates from baseline, but the inserted
perturbations have STRUCTURE (impulsive vs. sustained) that
noise does not. The Mandala condition — surprisal that remains
coherent — is what distinguishes meaning from mere variance.

This synthetic series does not validate the principle against
any external field. It demonstrates that the integral is
numerically instantiable.
