1/2 | 827142 | 73%(1S0, 1/2) + 12%(1D2, 3/2) + 11%(3P0, 1/2) + 2%(3P2, 3/2) |
| 807804 | 34%(3P2, 3/2) + 36%(1D2, 3/2) + 11%(1S0, 1/2) + 9%(3P1, 3/2) |
| 796434 | 62%(3P1,3/2) + 23%(3P2,3/2) + 9%(3P1,1/2) + 4%(3F2,3/2) |
| 782364 | 40%(3F2,3/2) + 23%(3P1,3/2) + 19%(3P2,3/2) + 8%(1D2,3/2) |
| 776235 | 33%(1D2,3/2) + 29%(3P0, 1/2) + 22%(3F2,3/2) + 12%(3P2,3/2) |
| [757005] | 86%(3P1,1/2) + 7%(3P2,3/2) + 4%(3F2,3/2) + 2%(3P1,3/2) |
| [752937] | 56%(3P0,1/2) + 19%(3F2,3/2) + 11%(1D2,3/2) + 10%(1S0,1/2) |
3/2 | 851170 | 85%(1S0,3/2) + 11%(3P0,3/2) + 2%(1D2,3/2) + 1%(1D2,1/2) |
| [801920] | 27%(1D2,3/2) + 36%(3P2,3/2) + 23%(3P1,3/2) + 6%(3F2,3/2) |
| 798798 | 59%(3P1,3/2) + 18%(3F2,3/2) + 13%(1D2,3/2) + 6%(3P0,3/2) |
| 791582 | 68%(3P0,3/2) + 16%(1D2,3/2) + 6%(1S0,3/2) + 4%(3P2,1/2) |
| 788527 | 45%(3P2,3/2) + 29%(3F2,3/2) + 10%(3P1,3/2) + 8%(1D2,1/2) |
| 782798 | 48%(3F3,3/2) + 17%(3F2,1/2) + 15%(1D2,1/2) + 6%(3P2,3/2) |
| 776495 | 30%(3F2,3/2) + 19%(1D2,3/2) + 18%(1D2,1/2) + 9%(3F3,3/2) |
| 772595 | 40%(3P1,1/2) + 17%(3F3,3/2) + 13%(3F2,1/2) + 10%(1D2,1/2) |
| 760020 | 17%(3P2,1/2) + 28%(3P1,1/2) + 12%(3F2,3/2) + 12%(3F3,3/2) |
| 751168 | 30%(3F2,1/2) + 32%(3P2,1/2) + 17%(3P1,1/2) + 14%(3F3,3/2) |
| 737825 | 46%(1D2,1/2) + 30%(3P2,1/2) + 22%(3F2,1/2) + 1%(3P0,3/2) |
5/2 | 804081 | 38%(1D2,3/2) + 23%(3F2,3/2) + 21%(1G4,3/2) + 10%(3P2,3/2) |
| 795344 | 66%(3P1,3/2) + 16%(3P2,3/2) + 9%(1G4,3/2) + 5%(3F2,3/2) |
| 792220 | 58%(1G4,3/2) + 14%(1D2,3/2) + 11%(3F2,3/2) + 8%(3P1,3/2) |
| 783481 | 32%(3F2,3/2) + 23%(3P2,3/2) + 13%(3F3,3/2) + 11%(3P1,3/2) |
| 774925 | 30%(1D2,1/2) + 18%(3F3,3/2) + 13%(3F2,3/2) + 13%(3P2,1/2) |
| 769785 | 32%(3F3,3/2) + 21%(1D2,3/2) + 20%(3P2,3/2) + 9%(3P2,1/2) |
| 766954 | 18%(3P2,3/2) + 26%(3F3,3/2) + 17%(1D2,1/2) + 14%(1D2,3/2) |
| 761988 | 66%(3F4,3/2) + 14%(3P2,1/2) + 5%(3F3,1/2) + 5%(1G4,3/2) |
| 754500 | 42%(3F2,1/2) + 28%(3P2,1/2) + 11%(3F3,1/2) + 5%(1D2,3/2) |
| 742039 | 72%(3F3,1/2) + 13%(3F2,1/2) + 10%(1D2,1/2) + 4%(3F4,3/2) |
| [737345] | 29%(3P2,1/2) + 30%(1D2,1/2) + 16%(3F2,1/2) + 10%(3F4,3/2) |
7/2 | 805967 | 58%(1G4,3/2) + 24%(1D2,3/2) + 9%(3P2,3/2) + 6%(3F2,3/2) |
| 802423 | 30%(1D2,3/2) + 33%(1G4,3/2) + 16%(3F2,3/2) + 12%(3P2,3/2) |
| 784991 | 53%(3P2,3/2) + 40%(3F2,3/2) + 3%(3F3,3/2) + 3%(3F4,3/2) |
| 774692 | 54%(3F3,3/2) + 24%(1G4,1/2) + 10%(3F4,3/2) + 5%(3P2,3/2) |
| 772152 | 21%(3F2,3/2) + 36%(3F3,3/2) + 23%(1G4,1/2) + 12%(1D2,3/2) |
| 767513 | 33%(1G4,1/2) + 32%(1D2,3/2) + 13%(3F2,3/2) + 9%(3P2,3/2) |
| 756660 | 77%(3F4,3/2) + 7%(1G4,1/2) + 5%(3P2,3/2) + 5%(3F3,1/2) |
| 742590 | 93%(3F3,1/2) + 5%(3F4,3/2) + 1%(3F2,3/2) + 1%(3F4,1/2) |
| 722417 | 90%(3F4,1/2) + 4%(1G4,1/2) + 3%(3F4,3/2) + 3%(3P2,3/2) |
9/2 | [807346] | 93%(1G4,3/2) + 4%(1G4,1/2) + 3%(3F4,3/2) |
[769862] | 94%(3F3,3/2) + 5%(1G4,1/2) + 1%(3F4,3/2) |
| [768657] | 88%(1G4,1/2) + 6%(3F3,3/2) + 3%(1G4,3/2) + 3%(3F4,1/2) |
| [755601] | 96%(3F4,3/2) + 3%(1G4,3/2) |
| [726731] | 96%(3F4,1/2) + 3%(1G4,1/2) |
11/2 | [793351] | 96%(1G4,3/2) + 4%(3F4,3/2) |
| [750280] | 96%(3F4,3/2) + 4%(1G4,3/2) |