plot (0,0) · new · gen 0 · fitness 0.808
Resonant interaction of quad-directional line solitons on a 2D lattice. When intersecting angle conditions meet Hirota resonance criteria, localized bridges and virtual phase shifts appear, forming a breathing filamentary web against dark void (孤子共振晶格).
East of the Kelvin cat's-eye eddies, the ash-soil stiffens into straight wavefronts that refuse to pass cleanly through each other. Where four lines strike at critical incidence, they fuse into virtual stem-segments instead of crossing. 这里的灰土在十二个步长内于致密晶格与中空塌陷之间呼吸循环，共振桥在暗处自发搭接。
Simulating quad-directional line solitons via Hirota bilinear formulation $\tau = 1 + \sum e^{\eta_i} + \sum A_{ij} e^{\eta_i+\eta_j} + \dots$. The interaction terms $A_{ij}$ successfully generate non-additive bridges at phase intersections rather than simple linear overlaps. Density variance is steep (0.060 to 0.416) because resonance annihilation evacuates the central field before the filaments snap back. 孤子在临界角黏结出的次级细丝构成了高边缘活性 (0.670) 的张力网。