This group consists of the following 188 tetrahedrons.
| I |
(1) (2) (3) (4) |
(21) (31) (41) (12) (32) (42) (13) (23) (43) (14) (24) (34) |
(121) (321) (421) (131) (231) (431) (141) (241) (341) (312) (412) (232) (132) (432) (142) (242) (342) (213) (413) (123) (423) (143) (243) (343) (214) (314) (124) (324) (134) (234) |
(4121) (4321) (1421) (2421) (3421) (4131) (4231) (1431) (2431) (3431) (2141) (3141) (1241) (3241) (1341) (2341) (4312) (1412) (2412) (3412) (4232) (4132) (1432) (2432) (3432) (2142) (3142) (1242) (3242) (1342) (2342) (4213) (1413) (2413) (3413) (4123) (1423) (2423) (3423) (2143) (3143) (1243) (3243) (1343) (2343) (1214) (3214) (4214) (1314) (2314) (4314) (3124) (4124) (1324) (2324) (4324) (2134) (4134) (1234) (4234) |
(14121) (24121) (34121) (34321) (14131) (24131) (34131) (24231) (12141) (42141) (13141) (43141) (43241) (42341) (34312) (14232) (24232) (34232) (14132) (12142) (43142) (41242) (43242) (23242) (41342) (24213) (14123) (42143) (13143) (41243) (23243) (41343) (42343) (23214) (13124) (12134) |
(214121) (314121) (124121) (324121) (134321) (234321) (214131) (314131) (134131) (234131) (124231) (324231) (134312) (234312) (124232) (324232) (134232) (234232) (214132) (314132) (124213) (324213) (214123) (314123) |
(1214121) (4314121) (4324121) (4134321) (4234321) (4214131) (1314131) (4234131) (4124231) (4324231) (4134312) (4234312) (4124232) (2324232) (4134232) (4214132) (4314132) (4124213) (4324213) (4214123) (4314123) |
The sum of all the matrices used to generate this shape is
| 208 197 197 302 0 |
197 208 197 302 0 |
197 197 208 302 0 |
241 241 241 468 0 |
-655 -655 -655 -1186 188 |
The sum of columns is (843 843 843 1374 –3803)
The sum of products is 3*710649+3*1158282 = 5606793
The volume ratio is sqrt(5606793/6) = 966.678
The mass ratio of a charged k meson to an electron is 966.102
A projection of this shape onto a plane follows.