Table 7. Open in new tab The C 0 odd...

Level	E_Calc	ΔE	λ (Å)	A (s⁻¹)	A (s⁻¹)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 10d [5/2]	0.8175273	1.9	1115.23	2.00(+6)	3.3(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 10d [5/2]	0.8180900	1.8	1114.46	4.93(+6)	9.0(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 10d [7/2]	0.8181491	2.4	1114.38	2.28(+6)	1.9(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 11d [5/2]	0.8192858	1.2	1112.82	1.53(+6)	2.6(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 11d [5/2]	0.8198505	−2.1	1112.01	3.54(+6)	7.0(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 11d [7/2]	0.8198949	1.7	1112.00	1.87(+6)	1.7(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 12d [5/2]	0.8206217	1.3	1111.01	1.19(+6)	2.2(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 12d [5/2]	0.8211880	1.0	1110.24	2.60(+6)	6.0(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 12d [7/2]	0.8212222	1.2	1110.20	1.58(+6)	1.6(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 13d [5/2]	0.8216603	1.2	1109.61	9.40(+5)	3.6(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 13d [5/2]	0.8222279	0.4	1108.83	1.91(+6)	9.0(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 13d [7/2]	0.8222545	1.2	1108.80	1.39(+6)	2.9(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 14d [5/2]	0.8224840	0.6	1108.49	7.47(+5)	1.3(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 14d [5/2]	0.8230517	1.5	1107.73	1.23(+6)	2.3(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 14d [7/2]	0.8230725	1.1	1107.70	1.47(+6)	3.3(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 15d [5/2]	0.8231495	0.5	1107.59	5.45(+5)	2.6(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 16d [5/2]	0.8236838	−0.1	1106.86	3.20(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 15d [5/2]	0.8237200	−1.0	1106.80	2.00(+6)	3.0(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 15d [7/2]	0.8237382	0.9	1106.80	3.32(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 17d [5/2]	0.8241373	0.3	1106.26	4.12(+5)	7.0(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 16d [5/2]	0.8242619	−0.7	1106.08	1.21(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 16d [7/2]	0.8242765	0.7	1106.08	5.77(+5)	2.2(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 18d [5/2]	0.8245146	0.4	1105.75	3.56(+5)
2s²2p (²P\|$_{3/2}^{\rm o}$\|⁠) 17d [5/2]	0.8247118	−1.3	1105.47	8.87(+5)	1.7(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 17d [7/2]	0.8247239	0.3	1105.47	5.94(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 19d [5/2]	0.8248338	0.9	1105.33	3.01(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 18d [5/2]	0.8250875	−0.3	1104.98	3.05(+5)	1.7(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 18d [7/2]	0.8250963	−0.1	1104.97	1.12(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 20d [5/2]	0.8251099	−0.2	1104.95	7.64(+4)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 21d [5/2]	0.8253385	0.1	1104.64	2.18(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 19d [5/2]	0.8254084	3.4	1104.59	7.15(+5)	1.3(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 19d [7/2]	0.8254171	0.4	1104.54	3.52(+5)	2.3(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 22d [5/2]	0.8255417	0.3	1104.37	1.96(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 20d [5/2]	0.8256803	2.9	1104.22	4.81(+5)	1.1(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 20d [7/2]	0.8256875	−0.8	1104.17	4.41(+5)	2.6(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 23d [5/2]	0.8257193		1104.13	1.59(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 24d [5/2]	0.8258731		1103.93	1.44(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 21d [5/2]	0.8259149		1103.87	5.40(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 21d [7/2]	0.8259214	−0.1	1103.86	2.52(+5)	2.5(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 25d [5/2]	0.8260104		1103.74	1.33(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 22d [5/2]	0.8261173		1103.60	2.84(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 22d [7/2]	0.8261225	0.5	1103.60	4.42(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 26d [5/2]	0.8261330		1103.58	7.65(+4)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 27d [5/2]	0.8262396		1103.44	1.05(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 23d [5/2]	0.8262947		1103.36	3.66(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 23d [7/2]	0.8262996	0.1	1103.36	2.35(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 28d [5/2]	0.8263367		1103.31	9.38(+4)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 29d [5/2]	0.8264230		1103.19	8.15(+4)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 24d [5/2]	0.8264501		1103.16	3.54(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 24d [7/2]	0.8264545	0.4	1103.16	1.77(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 30d [5/2]	0.8265017		1103.09	7.72(+4)

Level

E_Calc

ΔE

λ (Å)

A (s⁻¹)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 10d [5/2]

0.8175273

1.9

1115.23

2.00(+6)

3.3(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 10d [5/2]

0.8180900

1.8

1114.46

4.93(+6)

9.0(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 10d [7/2]

0.8181491

2.4

1114.38

2.28(+6)

1.9(+6)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 11d [5/2]

0.8192858

1.2

1112.82

1.53(+6)

2.6(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 11d [5/2]

0.8198505

−2.1

1112.01

3.54(+6)

7.0(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 11d [7/2]

0.8198949

1.7

1112.00

1.87(+6)

1.7(+6)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 12d [5/2]

0.8206217

1.3

1111.01

1.19(+6)

2.2(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 12d [5/2]

0.8211880

1.0

1110.24

2.60(+6)

6.0(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 12d [7/2]

0.8212222

1.2

1110.20

1.58(+6)

1.6(+6)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 13d [5/2]

0.8216603

1.2

1109.61

9.40(+5)

3.6(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 13d [5/2]

0.8222279

0.4

1108.83

1.91(+6)

9.0(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 13d [7/2]

0.8222545

1.2

1108.80

1.39(+6)

2.9(+6)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 14d [5/2]

0.8224840

0.6

1108.49

7.47(+5)

1.3(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 14d [5/2]

0.8230517

1.5

1107.73

1.23(+6)

2.3(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 14d [7/2]

0.8230725

1.1

1107.70

1.47(+6)

3.3(+6)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 15d [5/2]

0.8231495

0.5

1107.59

5.45(+5)

2.6(+5)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 16d [5/2]

0.8236838

−0.1

1106.86

3.20(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 15d [5/2]

0.8237200

−1.0

1106.80

2.00(+6)

3.0(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 15d [7/2]

0.8237382

0.9

1106.80

3.32(+5)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 17d [5/2]

0.8241373

0.3

1106.26

4.12(+5)

7.0(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 16d [5/2]

0.8242619

−0.7

1106.08

1.21(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 16d [7/2]

0.8242765

0.7

1106.08

5.77(+5)

2.2(+6)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 18d [5/2]

0.8245146

0.4

1105.75

3.56(+5)

2s²2p (²P|$_{3/2}^{\rm o}$|⁠) 17d [5/2]

0.8247118

−1.3

1105.47

8.87(+5)

1.7(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 17d [7/2]

0.8247239

0.3

1105.47

5.94(+5)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 19d [5/2]

0.8248338

0.9

1105.33

3.01(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 18d [5/2]

0.8250875

−0.3

1104.98

3.05(+5)

1.7(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 18d [7/2]

0.8250963

−0.1

1104.97

1.12(+6)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 20d [5/2]

0.8251099

−0.2

1104.95

7.64(+4)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 21d [5/2]

0.8253385

0.1

1104.64

2.18(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 19d [5/2]

0.8254084

3.4

1104.59

7.15(+5)

1.3(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 19d [7/2]

0.8254171

0.4

1104.54

3.52(+5)

2.3(+5)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 22d [5/2]

0.8255417

0.3

1104.37

1.96(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 20d [5/2]

0.8256803

2.9

1104.22

4.81(+5)

1.1(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 20d [7/2]

0.8256875

−0.8

1104.17

4.41(+5)

2.6(+5)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 23d [5/2]

0.8257193

1104.13

1.59(+5)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 24d [5/2]

0.8258731

1103.93

1.44(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 21d [5/2]

0.8259149

1103.87

5.40(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 21d [7/2]

0.8259214

−0.1

1103.86

2.52(+5)

2.5(+5)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 25d [5/2]

0.8260104

1103.74

1.33(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 22d [5/2]

0.8261173

1103.60

2.84(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 22d [7/2]

0.8261225

0.5

1103.60

4.42(+5)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 26d [5/2]

0.8261330

1103.58

7.65(+4)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 27d [5/2]

0.8262396

1103.44

1.05(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 23d [5/2]

0.8262947

1103.36

3.66(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 23d [7/2]

0.8262996

0.1

1103.36

2.35(+5)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 28d [5/2]

0.8263367

1103.31

9.38(+4)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 29d [5/2]

0.8264230

1103.19

8.15(+4)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 24d [5/2]

0.8264501

1103.16

3.54(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 24d [7/2]

0.8264545

0.4

1103.16

1.77(+5)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 30d [5/2]

0.8265017

1103.09

7.72(+4)

Level	E_Calc	ΔE	λ (Å)	A (s⁻¹)	A (s⁻¹)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 10d [5/2]	0.8175273	1.9	1115.23	2.00(+6)	3.3(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 10d [5/2]	0.8180900	1.8	1114.46	4.93(+6)	9.0(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 10d [7/2]	0.8181491	2.4	1114.38	2.28(+6)	1.9(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 11d [5/2]	0.8192858	1.2	1112.82	1.53(+6)	2.6(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 11d [5/2]	0.8198505	−2.1	1112.01	3.54(+6)	7.0(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 11d [7/2]	0.8198949	1.7	1112.00	1.87(+6)	1.7(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 12d [5/2]	0.8206217	1.3	1111.01	1.19(+6)	2.2(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 12d [5/2]	0.8211880	1.0	1110.24	2.60(+6)	6.0(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 12d [7/2]	0.8212222	1.2	1110.20	1.58(+6)	1.6(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 13d [5/2]	0.8216603	1.2	1109.61	9.40(+5)	3.6(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 13d [5/2]	0.8222279	0.4	1108.83	1.91(+6)	9.0(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 13d [7/2]	0.8222545	1.2	1108.80	1.39(+6)	2.9(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 14d [5/2]	0.8224840	0.6	1108.49	7.47(+5)	1.3(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 14d [5/2]	0.8230517	1.5	1107.73	1.23(+6)	2.3(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 14d [7/2]	0.8230725	1.1	1107.70	1.47(+6)	3.3(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 15d [5/2]	0.8231495	0.5	1107.59	5.45(+5)	2.6(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 16d [5/2]	0.8236838	−0.1	1106.86	3.20(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 15d [5/2]	0.8237200	−1.0	1106.80	2.00(+6)	3.0(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 15d [7/2]	0.8237382	0.9	1106.80	3.32(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 17d [5/2]	0.8241373	0.3	1106.26	4.12(+5)	7.0(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 16d [5/2]	0.8242619	−0.7	1106.08	1.21(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 16d [7/2]	0.8242765	0.7	1106.08	5.77(+5)	2.2(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 18d [5/2]	0.8245146	0.4	1105.75	3.56(+5)
2s²2p (²P\|$_{3/2}^{\rm o}$\|⁠) 17d [5/2]	0.8247118	−1.3	1105.47	8.87(+5)	1.7(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 17d [7/2]	0.8247239	0.3	1105.47	5.94(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 19d [5/2]	0.8248338	0.9	1105.33	3.01(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 18d [5/2]	0.8250875	−0.3	1104.98	3.05(+5)	1.7(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 18d [7/2]	0.8250963	−0.1	1104.97	1.12(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 20d [5/2]	0.8251099	−0.2	1104.95	7.64(+4)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 21d [5/2]	0.8253385	0.1	1104.64	2.18(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 19d [5/2]	0.8254084	3.4	1104.59	7.15(+5)	1.3(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 19d [7/2]	0.8254171	0.4	1104.54	3.52(+5)	2.3(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 22d [5/2]	0.8255417	0.3	1104.37	1.96(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 20d [5/2]	0.8256803	2.9	1104.22	4.81(+5)	1.1(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 20d [7/2]	0.8256875	−0.8	1104.17	4.41(+5)	2.6(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 23d [5/2]	0.8257193		1104.13	1.59(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 24d [5/2]	0.8258731		1103.93	1.44(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 21d [5/2]	0.8259149		1103.87	5.40(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 21d [7/2]	0.8259214	−0.1	1103.86	2.52(+5)	2.5(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 25d [5/2]	0.8260104		1103.74	1.33(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 22d [5/2]	0.8261173		1103.60	2.84(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 22d [7/2]	0.8261225	0.5	1103.60	4.42(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 26d [5/2]	0.8261330		1103.58	7.65(+4)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 27d [5/2]	0.8262396		1103.44	1.05(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 23d [5/2]	0.8262947		1103.36	3.66(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 23d [7/2]	0.8262996	0.1	1103.36	2.35(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 28d [5/2]	0.8263367		1103.31	9.38(+4)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 29d [5/2]	0.8264230		1103.19	8.15(+4)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 24d [5/2]	0.8264501		1103.16	3.54(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 24d [7/2]	0.8264545	0.4	1103.16	1.77(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 30d [5/2]	0.8265017		1103.09	7.72(+4)

Level

E_Calc

ΔE

λ (Å)

A (s⁻¹)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 10d [5/2]

0.8175273

1.9

1115.23

2.00(+6)

3.3(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 10d [5/2]

0.8180900

1.8

1114.46

4.93(+6)

9.0(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 10d [7/2]

0.8181491

2.4

1114.38

2.28(+6)

1.9(+6)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 11d [5/2]

0.8192858

1.2

1112.82

1.53(+6)

2.6(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 11d [5/2]

0.8198505

−2.1

1112.01

3.54(+6)

7.0(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 11d [7/2]

0.8198949

1.7

1112.00

1.87(+6)

1.7(+6)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 12d [5/2]

0.8206217

1.3

1111.01

1.19(+6)

2.2(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 12d [5/2]

0.8211880

1.0

1110.24

2.60(+6)

6.0(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 12d [7/2]

0.8212222

1.2

1110.20

1.58(+6)

1.6(+6)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 13d [5/2]

0.8216603

1.2

1109.61

9.40(+5)

3.6(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 13d [5/2]

0.8222279

0.4

1108.83

1.91(+6)

9.0(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 13d [7/2]

0.8222545

1.2

1108.80

1.39(+6)

2.9(+6)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 14d [5/2]

0.8224840

0.6

1108.49

7.47(+5)

1.3(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 14d [5/2]

0.8230517

1.5

1107.73

1.23(+6)

2.3(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 14d [7/2]

0.8230725

1.1

1107.70

1.47(+6)

3.3(+6)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 15d [5/2]

0.8231495

0.5

1107.59

5.45(+5)

2.6(+5)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 16d [5/2]

0.8236838

−0.1

1106.86

3.20(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 15d [5/2]

0.8237200

−1.0

1106.80

2.00(+6)

3.0(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 15d [7/2]

0.8237382

0.9

1106.80

3.32(+5)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 17d [5/2]

0.8241373

0.3

1106.26

4.12(+5)

7.0(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 16d [5/2]

0.8242619

−0.7

1106.08

1.21(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 16d [7/2]

0.8242765

0.7

1106.08

5.77(+5)

2.2(+6)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 18d [5/2]

0.8245146

0.4

1105.75

3.56(+5)

2s²2p (²P|$_{3/2}^{\rm o}$|⁠) 17d [5/2]

0.8247118

−1.3

1105.47

8.87(+5)

1.7(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 17d [7/2]

0.8247239

0.3

1105.47

5.94(+5)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 19d [5/2]

0.8248338

0.9

1105.33

3.01(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 18d [5/2]

0.8250875

−0.3

1104.98

3.05(+5)

1.7(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 18d [7/2]

0.8250963

−0.1

1104.97

1.12(+6)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 20d [5/2]

0.8251099

−0.2

1104.95

7.64(+4)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 21d [5/2]

0.8253385

0.1

1104.64

2.18(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 19d [5/2]

0.8254084

3.4

1104.59

7.15(+5)

1.3(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 19d [7/2]

0.8254171

0.4

1104.54

3.52(+5)

2.3(+5)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 22d [5/2]

0.8255417

0.3

1104.37

1.96(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 20d [5/2]

0.8256803

2.9

1104.22

4.81(+5)

1.1(+6)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 20d [7/2]

0.8256875

−0.8

1104.17

4.41(+5)

2.6(+5)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 23d [5/2]

0.8257193

1104.13

1.59(+5)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 24d [5/2]

0.8258731

1103.93

1.44(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 21d [5/2]

0.8259149

1103.87

5.40(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 21d [7/2]

0.8259214

−0.1

1103.86

2.52(+5)

2.5(+5)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 25d [5/2]

0.8260104

1103.74

1.33(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 22d [5/2]

0.8261173

1103.60

2.84(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 22d [7/2]

0.8261225

0.5

1103.60

4.42(+5)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 26d [5/2]

0.8261330

1103.58

7.65(+4)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 27d [5/2]

0.8262396

1103.44

1.05(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 23d [5/2]

0.8262947

1103.36

3.66(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 23d [7/2]

0.8262996

0.1

1103.36

2.35(+5)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 28d [5/2]

0.8263367

1103.31

9.38(+4)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 29d [5/2]

0.8264230

1103.19

8.15(+4)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 24d [5/2]

0.8264501

1103.16

3.54(+5)

2s² 2p (²P|$_{3/2}^{\rm o}$|⁠) 24d [7/2]

0.8264545

0.4

1103.16

1.77(+5)

2s² 2p (²P|$_{1/2}^{\rm o}$|⁠) 30d [5/2]

0.8265017

1103.09

7.72(+4)

Table 7.

Open in new tab

The C⁰ odd parity nd Rydberg states with total J = 3. The calculated energies E_Calc are relative to the ground state in Rydbergs. ΔE is the energy difference between calculation and experiment in cm⁻¹. λ is the wavelength of the transition from this state to the 2s² 2p² ³P₂ state and A is the corresponding transition probability from the present work (PW) and from the compilation of Haris & Kramida (2017) (HK7).

Level	E_Calc	ΔE	λ (Å)	A (s⁻¹)	A (s⁻¹)
				PW	HK
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 10d [5/2]	0.8175273	1.9	1115.23	2.00(+6)	3.3(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 10d [5/2]	0.8180900	1.8	1114.46	4.93(+6)	9.0(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 10d [7/2]	0.8181491	2.4	1114.38	2.28(+6)	1.9(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 11d [5/2]	0.8192858	1.2	1112.82	1.53(+6)	2.6(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 11d [5/2]	0.8198505	−2.1	1112.01	3.54(+6)	7.0(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 11d [7/2]	0.8198949	1.7	1112.00	1.87(+6)	1.7(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 12d [5/2]	0.8206217	1.3	1111.01	1.19(+6)	2.2(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 12d [5/2]	0.8211880	1.0	1110.24	2.60(+6)	6.0(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 12d [7/2]	0.8212222	1.2	1110.20	1.58(+6)	1.6(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 13d [5/2]	0.8216603	1.2	1109.61	9.40(+5)	3.6(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 13d [5/2]	0.8222279	0.4	1108.83	1.91(+6)	9.0(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 13d [7/2]	0.8222545	1.2	1108.80	1.39(+6)	2.9(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 14d [5/2]	0.8224840	0.6	1108.49	7.47(+5)	1.3(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 14d [5/2]	0.8230517	1.5	1107.73	1.23(+6)	2.3(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 14d [7/2]	0.8230725	1.1	1107.70	1.47(+6)	3.3(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 15d [5/2]	0.8231495	0.5	1107.59	5.45(+5)	2.6(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 16d [5/2]	0.8236838	−0.1	1106.86	3.20(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 15d [5/2]	0.8237200	−1.0	1106.80	2.00(+6)	3.0(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 15d [7/2]	0.8237382	0.9	1106.80	3.32(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 17d [5/2]	0.8241373	0.3	1106.26	4.12(+5)	7.0(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 16d [5/2]	0.8242619	−0.7	1106.08	1.21(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 16d [7/2]	0.8242765	0.7	1106.08	5.77(+5)	2.2(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 18d [5/2]	0.8245146	0.4	1105.75	3.56(+5)
2s²2p (²P\|$_{3/2}^{\rm o}$\|⁠) 17d [5/2]	0.8247118	−1.3	1105.47	8.87(+5)	1.7(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 17d [7/2]	0.8247239	0.3	1105.47	5.94(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 19d [5/2]	0.8248338	0.9	1105.33	3.01(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 18d [5/2]	0.8250875	−0.3	1104.98	3.05(+5)	1.7(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 18d [7/2]	0.8250963	−0.1	1104.97	1.12(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 20d [5/2]	0.8251099	−0.2	1104.95	7.64(+4)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 21d [5/2]	0.8253385	0.1	1104.64	2.18(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 19d [5/2]	0.8254084	3.4	1104.59	7.15(+5)	1.3(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 19d [7/2]	0.8254171	0.4	1104.54	3.52(+5)	2.3(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 22d [5/2]	0.8255417	0.3	1104.37	1.96(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 20d [5/2]	0.8256803	2.9	1104.22	4.81(+5)	1.1(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 20d [7/2]	0.8256875	−0.8	1104.17	4.41(+5)	2.6(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 23d [5/2]	0.8257193		1104.13	1.59(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 24d [5/2]	0.8258731		1103.93	1.44(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 21d [5/2]	0.8259149		1103.87	5.40(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 21d [7/2]	0.8259214	−0.1	1103.86	2.52(+5)	2.5(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 25d [5/2]	0.8260104		1103.74	1.33(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 22d [5/2]	0.8261173		1103.60	2.84(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 22d [7/2]	0.8261225	0.5	1103.60	4.42(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 26d [5/2]	0.8261330		1103.58	7.65(+4)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 27d [5/2]	0.8262396		1103.44	1.05(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 23d [5/2]	0.8262947		1103.36	3.66(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 23d [7/2]	0.8262996	0.1	1103.36	2.35(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 28d [5/2]	0.8263367		1103.31	9.38(+4)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 29d [5/2]	0.8264230		1103.19	8.15(+4)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 24d [5/2]	0.8264501		1103.16	3.54(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 24d [7/2]	0.8264545	0.4	1103.16	1.77(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 30d [5/2]	0.8265017		1103.09	7.72(+4)

Level	E_Calc	ΔE	λ (Å)	A (s⁻¹)	A (s⁻¹)
				PW	HK
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 10d [5/2]	0.8175273	1.9	1115.23	2.00(+6)	3.3(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 10d [5/2]	0.8180900	1.8	1114.46	4.93(+6)	9.0(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 10d [7/2]	0.8181491	2.4	1114.38	2.28(+6)	1.9(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 11d [5/2]	0.8192858	1.2	1112.82	1.53(+6)	2.6(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 11d [5/2]	0.8198505	−2.1	1112.01	3.54(+6)	7.0(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 11d [7/2]	0.8198949	1.7	1112.00	1.87(+6)	1.7(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 12d [5/2]	0.8206217	1.3	1111.01	1.19(+6)	2.2(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 12d [5/2]	0.8211880	1.0	1110.24	2.60(+6)	6.0(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 12d [7/2]	0.8212222	1.2	1110.20	1.58(+6)	1.6(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 13d [5/2]	0.8216603	1.2	1109.61	9.40(+5)	3.6(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 13d [5/2]	0.8222279	0.4	1108.83	1.91(+6)	9.0(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 13d [7/2]	0.8222545	1.2	1108.80	1.39(+6)	2.9(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 14d [5/2]	0.8224840	0.6	1108.49	7.47(+5)	1.3(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 14d [5/2]	0.8230517	1.5	1107.73	1.23(+6)	2.3(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 14d [7/2]	0.8230725	1.1	1107.70	1.47(+6)	3.3(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 15d [5/2]	0.8231495	0.5	1107.59	5.45(+5)	2.6(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 16d [5/2]	0.8236838	−0.1	1106.86	3.20(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 15d [5/2]	0.8237200	−1.0	1106.80	2.00(+6)	3.0(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 15d [7/2]	0.8237382	0.9	1106.80	3.32(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 17d [5/2]	0.8241373	0.3	1106.26	4.12(+5)	7.0(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 16d [5/2]	0.8242619	−0.7	1106.08	1.21(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 16d [7/2]	0.8242765	0.7	1106.08	5.77(+5)	2.2(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 18d [5/2]	0.8245146	0.4	1105.75	3.56(+5)
2s²2p (²P\|$_{3/2}^{\rm o}$\|⁠) 17d [5/2]	0.8247118	−1.3	1105.47	8.87(+5)	1.7(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 17d [7/2]	0.8247239	0.3	1105.47	5.94(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 19d [5/2]	0.8248338	0.9	1105.33	3.01(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 18d [5/2]	0.8250875	−0.3	1104.98	3.05(+5)	1.7(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 18d [7/2]	0.8250963	−0.1	1104.97	1.12(+6)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 20d [5/2]	0.8251099	−0.2	1104.95	7.64(+4)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 21d [5/2]	0.8253385	0.1	1104.64	2.18(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 19d [5/2]	0.8254084	3.4	1104.59	7.15(+5)	1.3(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 19d [7/2]	0.8254171	0.4	1104.54	3.52(+5)	2.3(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 22d [5/2]	0.8255417	0.3	1104.37	1.96(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 20d [5/2]	0.8256803	2.9	1104.22	4.81(+5)	1.1(+6)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 20d [7/2]	0.8256875	−0.8	1104.17	4.41(+5)	2.6(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 23d [5/2]	0.8257193		1104.13	1.59(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 24d [5/2]	0.8258731		1103.93	1.44(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 21d [5/2]	0.8259149		1103.87	5.40(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 21d [7/2]	0.8259214	−0.1	1103.86	2.52(+5)	2.5(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 25d [5/2]	0.8260104		1103.74	1.33(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 22d [5/2]	0.8261173		1103.60	2.84(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 22d [7/2]	0.8261225	0.5	1103.60	4.42(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 26d [5/2]	0.8261330		1103.58	7.65(+4)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 27d [5/2]	0.8262396		1103.44	1.05(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 23d [5/2]	0.8262947		1103.36	3.66(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 23d [7/2]	0.8262996	0.1	1103.36	2.35(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 28d [5/2]	0.8263367		1103.31	9.38(+4)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 29d [5/2]	0.8264230		1103.19	8.15(+4)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 24d [5/2]	0.8264501		1103.16	3.54(+5)
2s² 2p (²P\|$_{3/2}^{\rm o}$\|⁠) 24d [7/2]	0.8264545	0.4	1103.16	1.77(+5)
2s² 2p (²P\|$_{1/2}^{\rm o}$\|⁠) 30d [5/2]	0.8265017		1103.09	7.72(+4)

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