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  ]
 },
 "distance": {
  "d": 20,
  "X": {
   "value": 20,
   "confidence": "upper_bound",
   "witness": [
    281,
    289,
    299,
    332,
    335,
    348,
    383,
    393,
    414,
    430,
    432,
    434,
    438,
    454,
    458,
    461,
    463,
    471,
    487,
    489
   ]
  },
  "Z": {
   "value": 20,
   "confidence": "upper_bound",
   "witness": [
    5,
    10,
    31,
    35,
    41,
    50,
    82,
    87,
    93,
    254,
    290,
    291,
    315,
    325,
    333,
    347,
    353,
    358,
    359,
    364
   ]
  }
 },
 "provenance": {
  "authors": [
   "Bhardwaj, Aditya",
   "Ma, Muzhou",
   "Meister, Nadine",
   "King, Robbie",
   "Bluvstein, Dolev",
   "Preskill, John",
   "Cain, Madelyn",
   "Xu, Qian",
   "Huang, Hsin-Yuan"
  ],
  "construction": "Mitten code (arXiv:2607.28795, Definition 4): lifted product LP(A,B) over F2[G], G = GAP SmallGroup(126,1) = C7 : C18, base matrices A = [a0|a1], B = [b0|b1] from Table XIII, entries as 0-based indices into Elements(G): a0=[50, 117, 123], a1=[0, 62, 104], b0=[4, 39, 82], b1=[0, 67, 87]. Block form H_X = [[L(a0),0,L(a1),0,R(b0*)],[0,L(a0),0,L(a1),R(b1*)]], H_Z = [[R(b0),R(b1),0,0,L(a0*)],[0,0,R(b0),R(b1),L(a1*)]] with L(g)b(h)=b(gh), R(g)b(h)=b(h g^-1) and * the g->g^-1 involution (paper Definition 8). Check matrices taken from the authors' repository (github.com/a7b/yarn @ 82fb695a1e40, processor_codes/mitten). Independent reconstruction from Table XIII + GAP Elements ordering reproduces the published H_X/H_Z bit-for-bit.",
  "references": [
   "arXiv:2607.28795"
  ],
  "date": "2026",
  "notes": "Literature baseline. Paper claims d = 20 (upper bound estimate from >50M sQetch + >50k BP+OSD iterations). Seeded per issue #377.",
  "origin": "baseline"
 },
 "family": "lifted-product"
}
