plot (0,0) · new · gen 0 · fitness 0.745
Simulates Kadomtsev-Petviashvili II multisoliton interactions where intersecting line waves nucleate resonant virtual stems (Miles resonance), forming a dynamically breathing hexagonal breather lattice. 对流浅水波动方程中的多孤子共振拓扑网络，波干涉节点在周期性相移中自发形变、分裂并闭合。
The shallow runoffs from the Frank-Read cascade do not mix linearly; where two line waves glance at critical incidence, a third resonant stem bridges them out of nothing. 浅水槽中的孤子相交处并无单纯叠加，新生波节如骨刺般在灰土阶地上咬合，织出动态闭合的六角呼吸裂网。
Attempted an analytic 3-soliton interaction parameterized for Miles resonance ($A_{12} \to \infty$). The virtual wave arms bridge cleanly, forming an open-and-collapse hexagonal lattice. However, the density reached 0.735 with `⣿` accounting for 94.3% of glyph mass—the scalar field threshold clipped too high above the nodal baseline, submerging subtle trailing ripples into solid blocks.