Ze-Syncorda

I introduce Ze-syncorda as the static synaptic-weight configuration encoding an organism's self-referential information archive, with a corrected instantaneous capacity of S_syn = N_n x k_avg x H_syn = 8.6x10^10 x 7000 x 0.78 = 4.70x10^14 bits (~470 terabits). The diploid genome contributes I_DNA = 1.31x10^10 bits (0.003% of S_syn). I formalize two classes of "Ze-keys" for syncorda access: (1) the genetic Ze-key, MI_DNA(r) = r x h^2 x I_DNA = 3.27x10^9 bits for parent-child dyads (r = 0.50, h^2 = 0.50), and (2) the educational Ze-key, MI_edu = kappa_es x S_syn x eta = 2.03x10^13 bits after 18 years of intensive upbringing. The educational key exceeds the genetic key by a factor of 6,209x. A Ze-phase transition in syncorda access occurs when the Ze-connectivity kappa_es surpasses the social-network percolation critical threshold kappa_c = 1/k_avg = 1/6 = 0.167, requiring t_eff >= 5.41 effective years of intensive Ze-interaction. Applying Ze-Zeno and decay analysis, I show that Ze-keys remain valid for only ~3.2 months after separation from the syncorda holder, resolving post-mortem access dynamics and providing a Ze-theoretic basis for universal mourning period durations. The self-model partition Phi_self requires kappa_c_Phi = 0.180 > kappa_c = 0.167, establishing that even long-term educators cannot access the core identity. Ze-adversarial attacks (p_manipulation = 0.70) produce Ze-inversion (chi_Ze = -1.33), requiring tau_rec = 21.8 months for recovery with three Ze-anchor bonds -- consistent with clinical cult-recovery timelines of 17-26 months. The Ze analog of the no-hiding theorem predicts I_preservation = 9.26% of syncorda content survives in Ze-connected individuals post-mortem. Eight falsifiable experimental predictions are provided.