CNS0024activev1Master constant iota_tau
The three earned ingredients pi_tau,e_tau, and the dyadic refinement scalar 2_τ meet in the ω-limit as the master coupling iota_tau=(2_τ)/(pi_tau+e_tau).
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The three earned ingredients pi_tau,e_tau, and the dyadic refinement scalar 2_τ meet in the ω-limit as the master coupling
iota_tau=(2_τ)/(pi_tau+e_tau).
Its closed form is anchored in II.T25/H3 and in TauLib as iota_tau(pi_tau+e_tau)≡2_τ. Lobe-swap invariance, refinement-pressure uniqueness, and primorial-stabilized combinatorial linearity force the crossing value; the Central-Theorem route later transports this calibration, it does not rederive the closed form. The numerical value iota_tau≈0.341 is therefore presented as a structural calibration constant of the constructed geometry, not as a fitted parameter.
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