{
  "schemaVersion": 1,
  "model": "Freidel-Livine Eq. (38), four unit spinors, closed equal-area face-normal family",
  "areaLabelJ": 2,
  "areaDefinition": "A_FL / ell_p^2 = J for the fixed-area state",
  "normalization": "Project-normalized positive RS/AL expectations; physical prefactor remains open",
  "shapeScope": "Equal face-area ratios only; this is a controlled subfamily at fixed total J, not all Gr(2,4) labels or all area partitions. Face labels are ordered and samples are not quotiented by leg permutations.",
  "coordinates": {
    "xDiagonal": "x = |n_0+n_1|/2 in (0,1), with each |n_i|=1",
    "phiRadians": "Bending angle between the (0,1) and (2,3) face-normal planes",
    "crossRatio": "lambda = <0,2><1,3> / (<0,3><1,2>) for the four normalized spinor rays",
    "crossRatioInShapeCoordinates": "lambda = ((t^2 - exp(i*phi))/(t^2 + exp(i*phi)))^2, t^2=(1-x)/(1+x)",
    "thurstonRelation": "For four marked points, lambda is a complex coordinate on M_0,4. It labels the spinor-ray configuration here; the cone-metric K\u00e4hler metric and its curvature data are not assumed to equal the LQG flux geometry."
  },
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