{
  "source": "analytic",
  "method": "box 40x30x20 with every edge rounded r=3 = inner box (34x24x14) grown by a ball r (Steiner): V = abc + 2r(ab+bc+ca) + pi r^2 (a+b+c) + 4/3 pi r^3, A = 2(ab+bc+ca) + 2 pi r (a+b+c) + 4 pi r^2; faces 6 planes + 12 quarter cylinders + 8 sphere octants",
  "body_count": 1,
  "volume_mm3": 23340.84937505542,
  "area_mm2": 4726.265361880023,
  "center_of_mass": [
    20.0,
    15.0,
    10.0
  ],
  "bbox": {
    "min": [
      0.0,
      0.0,
      0.0
    ],
    "max": [
      40.0,
      30.0,
      20.0
    ]
  },
  "faces": 26
}