{
  "id": 162,
  "curve_key": "49433743504:-13749204393788608",
  "ainvs": [
    "0",
    "1",
    "0",
    "-1029869656",
    "15913087721444"
  ],
  "rank_lower_bound": 9,
  "naive_height": 74.31951471015851,
  "faltings_height": 4.1996249592052965,
  "conductor": "1312277573656056405360",
  "bad_primes": [
    "2",
    "3",
    "5",
    "43",
    "599",
    "115831",
    "1832712667"
  ],
  "discriminant": "-39490526497340544133267123200",
  "regulator": "1725985.6630133732536627998069706320686406126996309353094",
  "points": [
    [
      "30800",
      "-3662262"
    ],
    [
      "104384",
      "-32338710"
    ],
    [
      "5201141/4",
      "-11858161785/8"
    ],
    [
      "72821/4",
      "14306745/8"
    ],
    [
      "122216/25",
      "414489186/125"
    ],
    [
      "1528496/49",
      "1289868390/343"
    ],
    [
      "1109966/25",
      "949593564/125"
    ],
    [
      "3929870/169",
      "4680903876/2197"
    ],
    [
      "10635650/529",
      "-22218226104/12167"
    ]
  ],
  "submitter": "Seewoo Lee",
  "commentary": "Use Fermigier-Mestre's quartic parametrization with (a_1, \\dots, a_6) = (0,6,12,14,15,23) and t = 1. This 6-tuple may not come from specialization of actual bivariate polynomial 6-tuples of Fermigier-Mestre.",
  "created_at": "2026-06-25 06:08:44",
  "updated_at": "2026-07-01 22:54:24"
}