{
  "cusp": "t^2=x^3",
  "lambda": "1/2",
  "fibrations": [
    "F0=x",
    "F1=x+t/2"
  ],
  "fibre_vectors_t_x": [
    [
      "1",
      "0"
    ],
    [
      "1",
      "-1/2"
    ]
  ],
  "determinant": "-1/2",
  "bad_cylinder_intersection": "{t=x=0}; in this example it lies in S",
  "volterra": {
    "A": "-1/2",
    "end": "1/2",
    "alpha": "1/8",
    "detour_radius": "1/16",
    "kernel": "-1",
    "principal": "t^2-1/64",
    "solution": "(81/625)*(t-1/8)^3/(t+1/8)^5",
    "identity": "d[(t^2-1/64)*f]/dt=f; (A^2-1/64)*f(A)=1"
  },
  "scope": "Exact geometric section and scalar calibration only; the candidate proof treats all complex directions, rectangular matrices and singular strata."
}