| Index | State configuration | E (Ryd) | Index | State configuration | E (Ryd) |
| 1 | (2p0)0 | 0 | 36 | (2p1/2 4p3/2)2 | 95.45197 |
| 2 | (2p1/2 2p3/2)1 | 0.64205 | 37 | (2p1/2 4p1/2)0 | 95.48976 |
| 3 | (2p1/2 2p3/2)2 | 1.046974 | 38 | (2p1/2 4s1/2)2 | 95.62434 |
| 4 | (2p2)2 | 2.22993 | 39 | (2p3/2 4s1/2)1 | 95.69301 |
| 5 | (2p0)0 | 3.725701 | 40 | (2p1/2 4d3/2)2 | 96.02775 |
| 6 | (2p1/2 3s1/2)0 | 69.98660 | 41 | 2p1/2 4d5/2)2 | 96.17432 |
| 7 | (2p1/2 3s1/2)1 | 70.06545 | 42 | (2p1/2 4d5/2)3 | 96.18603 |
| 8 | (2p3/2 3s1/2)2 | 71.07260 | 43 | (2p1/2 4d3/2)1 | 96.22650 |
| 9 | (2p3/2 3s1/2)1 | 71.28858 | 44 | (2p3/2 4p1/2)1 | 96.39314 |
| 10 | (2p1/2 3p1/2)1 | 71.62157 | 45 | (2p3/2 4p3/2)3 | 96.43909 |
| 11 | (2p1/2 3p3/2)2 | 72.16925 | 46 | (2p3/2 4p1/2)2 | 96.44857 |
| 12 | (2p1/2 3p3/2)1 | 72.18456 | 47 | (2p3/2 4p3/2)1 | 96.47588 |
| 13 | (2p1/2 3p1/2)0 | 72.42029 | 48 | (2p1/2 4f5/2)3 | 96.53988 |
| 14 | (2p3/2 3p3/2)1 | 73.00730 | 49 | (2p1/2 4f5/2)2 | 96.55805 |
| 15 | (2p3/2 3p3/2)3 | 73.02872 | 50 | (2p1/2 4f7/2)3 | 96.56406 |
| 16 | (2p3/2 3p1/2)1 | 73.18370 | 51 | (2p1/2 4f7/2)4 | 96.56958 |
| 17 | (2p3/2 3p1/2)2 | 73.25095 | 52 | (2p3/2 4p3/2)2 | 96.66212 |
| 18 | (2p1/2 3d3/2)2 | 73.72002 | 53 | (2p3/2 4p3/2)0 | 96.86913 |
| 19 | (2p3/2 3p3/2)2 | 73.76855 | 54 | (2p3/2 4d5/2)4 | 97.14962 |
| 20 | (2p1/2 3d5/2)3 | 74.07187 | 55 | (2p3/2 4d3/2)2 | 97.15356 |
| 21 | (2p1/2 3d5/2)2 | 74.12905 | 56 | (2p3/2 4d3/2)3 | 97.21578 |
| 22 | (2p1/23d3/2)1 | 74.28704 | 57 | (2p3/2 4d5/2)2 | 97.27134 |
| 23 | (2p3/2 3p3/2)0 | 74.33629 | 58 | (2p3/2 4d3/2)1 | 97.27360 |
| 24 | (2p3/2 3d5/2)4 | 74.86687 | 59 | (2p3/2 4d3/2)0 | 97.28356 |
| 25 | (2p3/2 3d3/2)2 | 74.93615 | 60 | (2p3/2 4d5/2)3 | 97.43375 |
| 26 | (2p3/2 3d5/2)3 | 75.13969 | 61 | (2p3/2 4d5/2)1 | 97.45675 |
| 27 | (2p3/2 3d5/2)2 | 75.27364 | 62 | (2p3/2 4f5/2)1 | 97.60659 |
| 28 | (2p3/2 3d3/2)1 | 75.28583 | 63 | (2p3/2 4f7/2)4 | 97.62409 |
| 29 | (2p3/2 3d3/2)0 | 75.30911 | 64 | (2p3/2 4f5/2)2 | 97.65120 |
| 30 | (2p3/2 3d5/2)3 | 75.80306 | 65 | (2f3/2 4f7/2)3 | 97.65434 |
| 31 | (2p3/2 3d5/2)1 | 75.81687 | 66 | (2p3/2 4f7/2)5 | 97.67014 |
| 32 | (2p1/2 4s1/2)0 | 94.53285 | 67 | (2p3/2 4f5/2)4 | 97.68730 |
| 33 | (2p1/2 4s1/2)1 | 94.56133 | 68 | (2p1/2 4f5/2)1 | 97.70366 |
| 34 | (2p1/2 4p1/2)1 | 95.21598 | 69 | (2p3/2 4f7/2)2 | 97.72815 |
| 35 | (2p1/2 4p3/2)1 | 95.43674 |
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