Analysis of the spectrum of four-times-ionized lutetium (Lu v)

Victor Kaufman; Jack Sugar

doi:10.1364/JOSA.68.001529

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Analysis of the spectrum of four-times-ionized lutetium (Lu v)

Victor Kaufman and Jack Sugar

Journal of the Optical Society of America
Vol. 68,
Issue 11,
pp. 1529-1541
(1978)
•https://doi.org/10.1364/JOSA.68.001529

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Victor Kaufman and Jack Sugar, "Analysis of the spectrum of four-times-ionized lutetium (Lu v)," J. Opt. Soc. Am. 68, 1529-1541 (1978)

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History
- Original Manuscript: April 13, 1978
- Published: November 1, 1978

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Abstract

Spectra of Lu obtained with a sliding spark discharge at peak currents of 50–500 A were recorded with a 10.7 m normal incidence spectrograph in the range of 500–2100 Å. Intercomparison of spectra revealed a distinct separation of Lu iii, iv, and v, the first two of which have already been anlayzed. The present work contains an interpretation of Lu v in which 419 lines are classified as transitions among 136 energy levels of the 4f¹³, 4f¹²5d, 4f¹²6s, and 4f¹²6p configurations. Calculated energy levels and eigenvectors, obtained with fitted values for the radial integrals, are given.

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Classified spectral lines of Lu v.

Wave Length (Å)	Int.^a	Wave number (cm⁻¹)	Classification^b
1843.938	7	54 231.75	$220 182_{5 / 2} - 274 413_{5 / 2}^{°}$
1838.460	4	54393.35	$202 173_{11 / 2} - 256 566_{11 / 2}^{°}$
1819.006	4	54 975.08	$220 182_{5 / 2} - 275 157_{7 / 2}^{°}$
1814.240	60	55 119.49	$202 173_{11 / 2} - 257 293_{13 / 2}^{°}$
1811.205	2	55 211.86	$219 202_{3 / 2} - 274 413_{5 / 2}^{°}$
1809.730	60	55 256.86	$201 310_{11 / 2} - 256 566_{11 / 2}^{°}$
1800.399	20b	55 543.24	$207 779_{7 / 2} - 263 323_{7 / 2}^{°}$
1793.854	60bl	55 745.89	$207 779_{7 / 2} - 263 525_{9 / 2}^{°}$
1790.865	20bl	55 838.93	$228 554_{9 / 2} - 284 393_{9 / 2}^{°}$
1789.056	5bl	55 895.39	$219 261_{7 / 2} - 275 157_{7 / 2}^{°}$
1789.384	15	55 885.15	$212 047_{9 / 2} - 267 932_{9 / 2}^{°}$
1787.584	60bl	55 941.42	$212 047_{9 / 2} - 267 988_{11 / 2}^{°}$
1786.501	20bl	55 975.33	$211 957_{11 / 2} - 267 932_{9 / 2}^{°}$
1786.411	10bl	55 978.16	$217 422_{9 / 2} - 273 400_{9 / 2}^{°}$
1786.254	100bl	55 983.08	$201 310_{11 / 2} - 257 293_{13 / 2}^{°}$
1785.749	20bl	55 998.91	$243 552_{11 / 2} - 299 551_{13 / 2}^{°}$
			$217 422_{9 / 2} - 273 421_{7 / 2}^{°}$
1785.199	20bl	56 016.16	$228 377_{7 / 2} - 284 393_{9 / 2}^{°}$
1785.034	10bl	56 021.34	$219 261_{7 / 2} - 275 283_{5 / 2}^{°}$
1784.713	40bl	56 031.41	$211 957_{11 / 2} - 267 988_{11 / 2}^{°}$
1783.513	20bl	56 069.11	$200 497_{13 / 2} - 256 566_{11 / 2}^{°}$
1783.126	4	56 081.28	$219 202_{3 / 2} - 275 283_{5 / 2}^{°}$
1780.161	30	56 174.69	$218 982_{5 / 2} - 275 157_{7 / 2}^{°}$
1777.677	40bl	56 253.18	$217 147_{7 / 2} - 273 400_{9 / 2}^{°}$
1777.040	20	56 273.35	$217 147_{7 / 2} - 273 421_{7 / 2}^{°}$
1776.176	20	56 300.72	$218 982_{5 / 2} - 275 283_{5 / 2}^{°}$
1775.921	50bl	56 308.81	$207 216_{9 / 2} - 263 525_{9 / 2}^{°}$
1775.340	20bl	56 327.23	$243 552_{11 / 2} - 299 879_{11 / 2}^{°}$
1773.513	4	56 385.26	$220 182_{5 / 2} - 276 567_{7 / 2}^{°}$
1760.697	20bl	56 795.68	$200 497_{13 / 2} - 257 293_{13 / 2}^{°}$
1757.639	3bl	56 894.50	$228 377_{7 / 2} - 285 271_{7 / 2}^{°}$
1741.985	7	57 405.77	$220 182_{5 / 2} - 277 587_{5 / 2}^{°}$
1736.574	3	57 584.64	$218 982_{5 / 2} - 276 567_{7 / 2}^{°}$
1731.593	3	57 750.29	$212 047_{9 / 2} - 269 797_{9 / 2}^{°}$
1728.896	40	57 840.37	$211 957_{11 / 2} - 269 797_{9 / 2}^{°}$
1723.849	10	58 009.72	$217 147_{7 / 2} - 275 157_{7 / 2}^{°}$
1721.095	7bl	58 102.54	$212 047_{9 / 2} - 270 150_{11 / 2}^{°}$
1709.023	50	58 512.96	$217 422_{9 / 2} - 275 935_{11 / 2}^{°}$
1677.768	10	59 603.01	$228 377_{7 / 2} - 288 068_{9 / 2}^{°}$
1647.007	1h	60 716.19	$207 216_{9 / 2} - 267 932_{9 / 2}^{°}$
1629.368	3	61 373.48	$212 047_{9 / 2} - 273 421_{7 / 2}^{°}$
1584.538	3	63 109.87	$212 047_{9 / 2} - 275 157_{7 / 2}^{°}$
1544.949	1	64 727.05	$220 182_{5 / 2} - 284 908_{5 / 2}^{°}$
1536.335	3	65 089.96	$220 182_{5 / 2} - 285 271_{7 / 2}^{°}$
1523.901	1bl	65 621.06	$207 779_{7 / 2} - 273 400_{9 / 2}^{°}$
1520.695	5	65 759.40	$202 173_{11 / 2} - 267 932_{9 / 2}^{°}$
1519.401	1h	65 815.40	$202 173_{11 / 2} - 267 988_{11 / 2}^{°}$
1516.850	1	65 926.09	$218 982_{5 / 2} - 284 908_{5 / 2}^{°}$
1510.946	2	66 183.70	$207 216_{9 / 2} - 273 400_{9 / 2}^{°}$
1500.995	10	66 622.47	$201 310_{11 / 2} - 267 932_{9 / 2}^{°}$
1500.734	30	66 634.06	$207 779_{7 / 2} - 274 413_{5 / 2}^{°}$
1499.728	5	66 678.75	$201 310_{11 / 2} - 267 988_{11 / 2}^{°}$
1493.883	3	66 939.64	$219 261_{7 / 2} - 286 201_{9 / 2}^{°}$
1487.908	2	67 208.45	$220 182_{5 / 2} - 287 390_{7 / 2}^{°}$
1485.582	200	67 313.68	$243 539_{13 / 2} - 310 853_{15 / 2}^{°}$
1484.176	10	67 377.45	$207 779_{7 / 2} - 275 157_{7 / 2}^{°}$
1478.758	20	67 624.31	$202 173_{11 / 2} - 269 797_{9 / 2}^{°}$
1475.774	40	67 761.05	$217 147_{7 / 2} - 284 908_{5 / 2}^{°}$
1473.710	200	67 855.95	$211 957_{11 / 2} - 279 813_{13 / 2}^{°}$
1472.120	400	67 929.24	$207 779_{7 / 2} - 275 709_{9 / 2}^{°}$
1471.880	2	67 940.32	$207 216_{9 / 2} - 275 157_{7 / 2}^{°}$
1471.203	100	67 971.60	$228 554_{9 / 2} - 296 526_{11 / 2}^{°}$
1471.094	10cl	67 976.62	$202 173_{11 / 2} - 270 150_{11 / 2}^{°}$
1470.045	3bl	68 025.12	$219 261_{7 / 2} - 287 287_{5 / 2}^{°}$
1469.454	50	68 052.48	$212 047_{9 / 2} - 280 099_{7 / 2}^{°}$
1468.991	200	68 073.93	$217 422_{9 / 2} - 285 495_{11 / 2}^{°}$
1468.749	10	68 085.15	$202 173_{11 / 2} - 270 258_{13 / 2}^{°}$
			$219 202_{3 / 2} - 287 287_{5 / 2}^{°}$
1467.809	40bl	68 128.75	$219 261_{7 / 2} - 287 390_{7 / 2}^{°}$
1464.031	20	68 304.56	$218 982_{5 / 2} - 287 287_{5 / 2}^{°}$
1463.514	20	68 328.69	$228 377_{7 / 2} - 296 706_{7 / 2}^{°}$
1461.825	20bl	68 407.64	$218 982_{5 / 2} - 287 390_{7 / 2}^{°}$
1460.708	30	68 459.95	$220 182_{5 / 2} - 288 642_{7 / 2}^{°}$
1460.113	100	68 487.84	$201 310_{11 / 2} - 269 797_{9 / 2}^{°}$
1459.156	10b	68 532.76	$217 422_{9 / 2} - 285 954_{7 / 2}^{°}$
1455.214	100	68 718.41	$207 216_{9 / 2} - 275 935_{11 / 2}^{°}$
			$219 261_{7 / 2} - 287 980_{5 / 2}^{°}$
1454.375	100	68 758.05	$212 047_{9 / 2} - 280 805_{9 / 2}^{°}$
1453.910	30	68 780.04	$217 422_{9 / 2} - 286 201_{9 / 2}^{°}$
1453.751	30	68 787.57	$207 779_{7 / 2} - 276 567_{7 / 2}^{°}$
1453.353	200	68 806.40	$219 261_{7 / 2} - 288 068_{9 / 2}^{°}$
1452.638	100	68 840.27	$201 310_{11 / 2} - 270 150_{11 / 2}^{°}$
1452.469	20bl	68 848.28	$211 957_{11 / 2} - 280 805_{9 / 2}^{°}$
1450.686	100	68 932.89	$228 377_{7 / 2} - 297 310_{9 / 2}^{°}$
1450.356	100	68 948.58	$201 310_{11 / 2} - 270 258_{13 / 2}^{°}$
1449.324	40	68 997.68	$218 982_{5 / 2} - 287 980_{5 / 2}^{°}$
1448.138	100	69 054.19	$217 147_{7 / 2} - 286 201_{9 / 2}^{°}$
1443.641	40	69 269.29	$212 047_{9 / 2} - 281 316_{11 / 2}^{°}$
1441.952	10	69 350.43	$207 216_{9 / 2} - 276 567_{7 / 2}^{°}$
1441.761	200	69 359.62	$211 957_{11 / 2} - 281 316_{11 / 2}^{°}$
1435.556	10	69 659.42	$218 982_{5 / 2} - 288 642_{7 / 2}^{°}$
1432.771	100	69 794.82	$243 552_{11 / 2} - 313 347_{11 / 2}^{°}$
1432.500	50	69 808.02	$243 539_{13 / 2} - 313 347_{11 / 2}^{°}$
			$207 779_{7 / 2} - 277 587_{5 / 2}^{°}$
1429.209	4	69 968.77	$217 422_{9 / 2} - 287 390_{7 / 2}^{°}$
1420.023	50b	70 421.39	$243 552_{11 / 2} - 313 974_{13 / 2}^{°}$
1290.447	10	77 492.54	$207 779_{7 / 2} - 285 271_{7 / 2}^{°}$
1247.456	4	80 163.12	$217 147_{7 / 2} - 297 310_{9 / 2}^{°}$
1236.607	5	80 866.46	$187 526_{15 / 2} - 268 393_{15 / 2}^{°}$
1015.829	1	98 441.7	$158 125_{11 / 2} - 256 566_{11 / 2}^{°}$
1008.394	1	99 167.5	$158 125_{11 / 2} - 257 293_{13 / 2}^{°}$
1002.891	2cl	99 711.7	$156 855_{9 / 2} - 256 566_{11 / 2}^{°}$
979.306	2	102 113.1	$171 307_{7 / 2} - 273 421_{7 / 2}^{°}$
965.653	1	103 556.8	$166 240_{9 / 2} - 269 797_{9 / 2}^{°}$
963.227	1	103 817.6	$171 465_{3 / 2} - 275 283_{5 / 2}^{°}$
960.921	1	104 066.8	$173 520_{7 / 2} - 277 587_{5 / 2}^{°}$
958.970	2	104 278.5	$171 005_{5 / 2} - 275 283_{5 / 2}^{°}$
956.772	3	104 518.1	$170 639_{9 / 2} - 275 157_{7 / 2}^{°}$
954.374	20	104 780.7	$151 786_{13 / 2} - 256 566_{11 / 2}^{°}$
952.173	3	105 022.9	$162 909_{11 / 2} - 267 932_{9 / 2}^{°}$
951.662	10	105 079.3	$162 909_{11 / 2} - 267 988_{11 / 2}^{°}$
951.237	3	105 126.2	$162 806_{9 / 2} - 267 932_{9 / 2}^{°}$
950.729	1	105 182.4	$162 806_{9 / 2} - 267 988_{11 / 2}^{°}$
950.246	4	105 235.9	$180 036_{7 / 2} - 285 271_{7 / 2}^{°}$
950.032	2	105 259.6	$170 023_{5 / 2} - 275 283_{5 / 2}^{°}$
948.762	7	105 400.5	$158 125_{11 / 2} - 263 525_{9 / 2}^{°}$
947.805	40	105 506.9	$151 786_{13 / 2} - 257 293_{13 / 2}^{°}$
941.636	10	106 198.1	$167 223_{5 / 2} - 273 421_{7 / 2}^{°}$
940.775	10	106 295.3	$167 125_{9 / 2} - 273 421_{7 / 2}^{°}$
940.328	3	106 345.8	$163 804_{13 / 2} - 270 150_{11 / 2}^{°}$
939.097	4	106 485.2	$168 671_{7 / 2} - 275 157_{7 / 2}^{°}$
938.578	3	106 544.1	$170 023_{5 / 2} - 276 567_{7 / 2}^{°}$
937.713	10	106 642.5	$178 629_{9 / 2} - 285 271_{7 / 2}^{°}$
937.466	10	106 670.5	$156 855_{9 / 2} - 263 525_{9 / 2}^{°}$
935.559	10	106 887.9	$162 909_{11 / 2} - 269 797_{9 / 2}^{°}$
935.448	10	106 900.7	$198 089_{7 / 2} - 304 990_{5 / 2}^{°}$
934.647	20	106 992.2	$162 806_{9 / 2} - 269 797_{9 / 2}^{°}$
933.672	20	107 103.9	$156 219_{7 / 2} - 263 323_{7 / 2}^{°}$
933.182	10	107 160.2	$166 240_{9 / 2} - 273 400_{9 / 2}^{°}$
933.007	15	107 180.3	$166 240_{9 / 2} - 273 421_{7 / 2}^{°}$
932.915	4	107 190.9	$167 223_{5 / 2} - 274 413_{5 / 2}^{°}$
931.917	4	107 305.6	$156 219_{7 / 2} - 263 525_{9 / 2}^{°}$
931.584	10	107 344.0	$162 806_{9 / 2} - 270 150_{11 / 2}^{°}$
929.670	6	107 565.0	$170 023_{5 / 2} - 277 587_{5 / 2}^{°}$
929.606	10	107 572.4	$178 629_{9 / 2} - 286 201_{9 / 2}^{°}$
929.005	3	107 642.0	$203 211_{15 / 2} - 310 853_{15 / 2}^{°}$
927.222	50	107 849.0	$165 551_{11 / 2} - 273 400_{9 / 2}^{°}$
926.999	10	107 874.9	$177 396_{9 / 2} - 285 271_{7 / 2}^{°}$
926.815	3	107 896.3	$168 671_{7 / 2} - 276 567_{7 / 2}^{°}$
926.489	3	107 934.3	$167 223_{5 / 2} - 275 157_{7 / 2}^{°}$
925.787	80	108 016.2	$148 551_{11 / 2} - 256 566_{11 / 2}^{°}$
925.655	10	108 031.6	$167 125_{9 / 2} - 275 157_{7 / 2}^{°}$
925.408	1	108 060.4	$167 223_{5 / 2} - 275 283_{5 / 2}^{°}$
923.812	5	108 247.1	$202 173_{11 / 2} - 310 420_{9 / 2}^{°}$
923.492	2	108 284.6	$196 706_{5 / 2} - 304 990_{5 / 2}^{°}$
923.042	20	198 337.4	$154 985_{9 / 2} - 263 323_{7 / 2}^{°}$
922.727	40	108 374.4	$176 019_{11 / 2} - 284 393_{9 / 2}^{°}$
921.898	60	108 471.8	$155 054_{11 / 2} - 263 525_{9 / 2}^{°}$
921.319	40	108 540.0	$154 985_{9 / 2} - 263 525_{9 / 2}^{°}$
921.116	2	108.563.9	$172 242_{9 / 2} - 280 805_{9 / 2}^{°}$
920.925	50	108 586.4	$159 402_{13 / 2} - 267 988_{11 / 2}^{°}$
920.621	4	108 622.3	$166 535_{7 / 2} - 275 157_{7 / 2}^{°}$
919.909	8	108 706.4	$166 577_{5 / 2} - 275 283_{5 / 2}^{°}$
919.607	10cl	108 742.1	$148 551_{11 / 2} - 257 293_{13 / 2}^{°}$
919.557	5	108 748.0	$166 535_{7 / 2} - 275 283_{5 / 2}^{°}$
918.260	40	108 901.6	$154 421_{5 / 2} - 263 323_{7 / 2}^{°}$
918.131	8cl	108 916.9	$166 240_{9 / 2} - 275 157_{7 / 2}^{°}$
917.821	2	108 953.7	$166 577_{5 / 2} - 275 530_{3 / 2}^{°}$
916.503	1	109 110.3	$201 310_{11 / 2} - 310 420_{9 / 2}^{°}$
915.730	2	109 202.4	$164 198_{7 / 2} - 273 400_{9 / 2}^{°}$
			$161 055_{11 / 2} - 270 258_{13 / 2}^{°}$
914.719	100	109 323.1	$147 970_{15 / 2} - 257 293_{13 / 2}^{°}$
913.729	5	109 441.6	$167 125_{9 / 2} - 276 567_{7 / 2}^{°}$
913.569	10	109 460.8	$170 639_{9 / 2} - 280 099_{7 / 2}^{°}$
912.834	4	109 549.0	$195 441_{5 / 2} - 304 990_{5 / 2}^{°}$
910.683	10	109 807.6	$158 125_{11 / 2} - 267 932_{9 / 2}^{°}$
910.220	10	109 863.5	$158 125_{11 / 2} - 267 988_{11 / 2}^{°}$
909.637	2	109 933.9	$164 479_{3 / 2} - 274 413_{5 / 2}^{°}$
908.988	10	110 012.4	$178 629_{9 / 2} - 288 642_{7 / 2}^{°}$
908.460	4	110 076.3	$170 023_{5 / 2} - 280 099_{7 / 2}^{°}$
907.718	7	110 166.3	$170 639_{9 / 2} - 280 805_{9 / 2}^{°}$
907.554	10	110 186.2	$203 161_{13 / 2} - 313 347_{11 / 2}^{°}$
906.619	5	110 299.9	$175 654_{7 / 2} - 285 954_{7 / 2}^{°}$
906.082	3	110 365.2	$167 223_{5 / 2} - 277 587_{5 / 2}^{°}$
905.047	2	110 491.4	$162 909_{11 / 2} - 273 400_{9 / 2}^{°}$
904.594	3	110 546.8	$175 654_{7 / 2} - 286 201_{9 / 2}^{°}$
902.954	30	110 747.6	$159 402_{13 / 2} - 270 150_{11 / 2}^{°}$
902 833	30	110 762.4	$203 211_{15 / 2} - 313 974_{13 / 2}^{°}$
902.499	10	110 803.4	$164 479_{3 / 2} - 275 283_{5 / 2}^{°}$
902.185	3	110 842.0	$162 558_{7 / 2} - 273 400_{9 / 2}^{°}$
901.582	20	110 916.2	$162 483_{9 / 2} - 273 400_{9 / 2}^{°}$
901.232	3	110 959.2	$164 198_{7 / 2} - 275 157_{7 / 2}^{°}$
901.126	30	110 972.2	$157 016_{13 / 2} - 267 988_{11 / 2}^{°}$
900.812	4	111 010.9	$166 577_{5 / 2} - 277 587_{5 / 2}^{°}$
900.271	10	111 077.6	$156 855_{9 / 2} - 267 932_{9 / 2}^{°}$
900.213	5	111 084.8	$164 198_{7 / 2} - 275 283_{5 / 2}^{°}$
899.817	5	111 133.7	$156 855_{9 / 2} - 267 988_{11 / 2}^{°}$
899.489	10	111 174.2	$202 173_{11 / 2} - 313 347_{11 / 2}^{°}$
898.918	20cl	111 244.8	$177 396_{9 / 2} - 288 642_{7 / 2}^{°}$
898.415	40	111 307.1	$168 506_{13 / 2} - 279 813_{13 / 2}^{°}$
898.301	2	111 321.2	$168 491_{11 / 2} - 279 813_{13 / 2}^{°}$
897.857	3	111 376.3	$157 016_{13 / 2} - 268 393_{15 / 2}^{°}$
897.766	4	111 387.6	$173 520_{7 / 2} - 284 908_{5 / 2}^{°}$
897.422	4	111 427.8	$168 671_{7 / 2} - 280 099_{7 / 2}^{°}$
897.282	20	111 447.6	$161 973_{5 / 2} - 273 421_{7 / 2}^{°}$
			$198 972_{9 / 2} - 310 420_{9 / 2}^{°}$
895.470	20	111 673.1	$158 125_{11 / 2} - 269 797_{9 / 2}^{°}$
895.152	40	111 712.8	$156 219_{7 / 2} - 267 932_{9 / 2}^{°}$
895.014	60	111 730.0	$156 663_{15 / 2} - 268 393_{15 / 2}^{°}$
894.013	10	111 855.1	$162 558_{7 / 2} - 274 413_{5 / 2}^{°}$
893.489	4	111 920.8	$192 100_{9 / 2} - 304 021_{7 / 2}^{°}$
892.656	20	112 025.2	$158 125_{11 / 2} - 270 150_{11 / 2}^{°}$
			$187 526_{15 / 2} - 299 551_{13 / 2}^{°}$
892.556	4	112 037.7	$201 310_{11 / 2} - 313 347_{11 / 2}^{°}$
891.991	10	112 108.8	$190 994_{5 / 2} - 303 103_{5 / 2}^{°}$
891.814	100	112 131.0	$163 804_{13 / 2} - 275 935_{11 / 2}^{°}$
890.360	20	112 314.1	$168 491_{11 / 2} - 280 805_{9 / 2}^{°}$
890.114	7	112 345.1	$161 055_{11 / 2} - 273 400_{9 / 2}^{°}$
890.068	7	112 350.9	$162 806_{9 / 2} - 275 157_{7 / 2}^{°}$
889.923	1	112 369.2	$164 198_{7 / 2} - 276 567_{7 / 2}^{°}$
889.410	5	112 434.0	$173 520_{7 / 2} - 285 954_{7 / 2}^{°}$
889.359	8	112 440.5	$161 973_{5 / 2} - 274 413_{5 / 2}^{°}$
888.932	20	112 494.5	$174 895_{7 / 2} - 287 390_{7 / 2}^{°}$
888.110	20	112 598.6	$162 558_{7 / 2} - 275 157_{7 / 2}^{°}$
887.517	10	112 673.8	$162 483_{9 / 2} - 275 157_{7 / 2}^{°}$
886.824	20	112 761.9	$150 561_{7 / 2} - 263 323_{7 / 2}^{°}$
886.533	8	112 798.9	$162 909_{11 / 9} - 275 709_{9 / 2}^{°}$
886.438	50	112 811.0	$168 506_{13 / 2} - 281 316_{11 / 2}^{°}$
886.322	50	112 825.8	$168 491_{11 / 2} - 281 316_{11 / 2}^{°}$
886.160	70	112 846.4	$143 721_{9 / 2} - 256 566_{11 / 2}^{°}$
			$174 544_{9 / 2} - 287 390_{7 / 2}^{°}$
885.923	10	112 876.6	$183 649_{9 / 2} - 296 526_{11 / 2}^{°}$
885.720	15	112 902.4	$162 806_{9 / 2} - 275 709_{9 / 2}^{°}$
885.394	30	112 944.1	$156 855_{9 / 2} - 269 797_{9 / 2}^{°}$
885.235	20	112 964.3	$150 561_{7 / 2} - 263 525_{9 / 2}^{°}$
885.160	2	112 973.9	$167 125_{9 / 2} - 280 099_{7 / 2}^{°}$
885.057	2	112 987.0	$175 654_{7 / 2} - 288 642_{7 / 2}^{°}$
884.928	4	113 003.5	$154 985_{9 / 2} - 267 988_{11 / 2}^{°}$
884.747	1	113 026.7	$190 994_{5 / 2} - 304 021_{7 / 2}^{°}$
884.512	20	113 056.7	$183 649_{9 / 2} - 296 706_{7 / 2}^{°}$
884.290	20	113 085.0	$174 895_{7 / 2} - 287 980_{5 / 2}^{°}$
			$171 307_{7 / 2} - 284 393_{9 / 2}^{°}$
884.207	40	113 095.7	$184 215_{11 / 2} - 297 310_{9 / 2}^{°}$
884.111	1	113 107.9	$164 479_{3 / 2} - 277 587_{5 / 2}^{°}$
883.914	20	113 133.1	$157 016_{13 / 2} - 270 150_{11 / 2}^{°}$
883.609	2	113 172.2	$174 895_{7 / 2} - 288 068_{9 / 2}^{°}$
883.520	4	113 183.6	$161 973_{5 / 2} - 275 157_{7 / 2}^{°}$
883.065	30	113 241.9	$157 016_{13 / 2} - 270 258_{13 / 2}^{°}$
882.963	30	113 255.0	$172 242_{9 / 2} - 285 495_{11 / 2}^{°}$
882.654	7	113 294.6	$156 855_{9 / 2} - 270 150_{11 / 2}^{°}$
882.537	1	113 309.6	$161 973_{5 / 2} - 275 283_{5 / 2}^{°}$
881.497	8	113 443.3	$171 465_{3 / 2} - 284 908_{5 / 2}^{°}$
881.434	3	113 451.4	$162 483_{9 / 2} - 275 935_{11 / 2}^{°}$
880.873	10bl	113 523.7	$174 544_{9 / 2} - 288 068_{9 / 2}^{°}$
880.610	10	113 557.6	$161 973_{5 / 2} - 275 530_{3 / 2}^{°}$
880.543	20	113 566.3	$166 535_{7 / 2} - 280 099_{7 / 2}^{°}$
880.457	6	113 577.3	$156 219_{7 / 2} - 269 797_{9 / 2}^{°}$
880.316	100	113 595.5	$156 663_{15 / 2} - 270 258_{13 / 2}^{°}$
879.666	10	113 679.5	$167 125_{9 / 2} - 280 805_{9 / 2}^{°}$
879.409	20	113 712.7	$172 242_{9 / 2} - 285 954_{7 / 2}^{°}$
878.279	2	113 859.0	$166 240_{9 / 2} - 280 099_{7 / 2}^{°}$
878.199	5	113 869.4	$173 520_{7 / 2} - 287 390_{7 / 2}^{°}$
877.933	7	113 903.9	$171 005_{5 / 2} - 284 908_{5 / 2}^{°}$
877.848	20	113 914.9	$189 188_{7 / 2} - 303 103_{5 / 2}^{°}$
877.501	20	113 959.9	$172 242_{9 / 2} - 286 201_{9 / 2}^{°}$
877.127	10	114 008.5	$162 558_{7 / 2} - 276 567_{7 / 2}^{°}$
876.548	15	114 083.8	$162 483_{9 / 2} - 276 567_{7 / 2}^{°}$
876.449	50	114 096.7	$174 544_{9 / 2} - 288 642_{7 / 2}^{°}$
875.892	50	114 169.4	$182 357_{13 / 2} - 296 526_{11 / 2}^{°}$
875.724	3	114 191.2	$167 125_{9 / 2} - 281 316_{11 / 2}^{°}$
875.121	4	114 269.9	$166 535_{7 / 2} - 280 805_{9 / 2}^{°}$
874.319	1	114 374.7	$198 972_{9 / 2} - 313 347_{11 / 2}^{°}$
874.237	2	114 385.4	$159 035_{7 / 2} - 273 421_{7 / 2}^{°}$
873.840	15	114 437.4	$158 983_{5 / 2} - 273 421_{7 / 2}^{°}$
873.323	4	114 505.1	$172 885_{5 / 2} - 287 390_{7 / 2}^{°}$
872.869	10	114 564.7	$166 240_{9 / 2} - 280 805_{9 / 2}^{°}$
872.647	5	114 593.8	$161 973_{5 / 2} - 276 567_{7 / 2}^{°}$
872.194	4	114 653.3	$161 055_{11 / 2} - 275 709_{9 / 2}^{°}$
870.990	5	114 811.8	$154 985_{9 / 2} - 269 797_{9 / 2}^{°}$
			$181 894_{7 / 2} - 296 706_{7 / 2}^{°}$
870.836	40	114 832.2	$189 188_{7 / 2} - 304 021_{7 / 2}^{°}$
870.436	3	114 884.9	$170 023_{5 / 2} - 284 908_{5 / 2}^{°}$
869.949	10	114 949.2	$171 005_{5 / 2} - 285 954_{7 / 2}^{°}$
869.760	5	114 974.2	$148 551_{11 / 2} - 263 525_{9 / 2}^{°}$
869.347	20	115 028.8	$162 558_{7 / 2} - 277 587_{5 / 2}^{°}$
868.993	8	115 075.7	$166 240_{9 / 2} - 281 316_{11 / 2}^{°}$
868.841	20	115 095.8	$172 885_{5 / 2} - 287 980_{5 / 2}^{°}$
			$155 054_{11 / 2} - 270 150_{11 / 2}^{°}$
868.652	3	115 120.8	$173 520_{7 / 2} - 288 642_{7 / 2}^{°}$
868.447	5	115 148.0	$172 242_{9 / 2} - 287 390_{7 / 2}^{°}$
868.327	10	115 163.9	$154 985_{9 / 2} - 270 150_{11 / 2}^{°}$
868.023	10	115 204.3	$155 054_{11 / 2} - 270 258_{13 / 2}^{°}$
867.487	2	115 275.5	$158 125_{11 / 2} - 273 400_{9 / 2}^{°}$
866.928	70	115 349.8	$164 463_{15 / 2} - 279 813_{13 / 2}^{°}$
866.324	3	115 430.2	$158 983_{5 / 2} - 274 413_{5 / 2}^{°}$
863.370	5	115 825.1	$172 242_{9 / 2} - 288 068_{9 / 2}^{°}$
862.798	5	115 901.9	$164 198_{7 / 2} - 280 099_{7 / 2}^{°}$
862.222	10	115 979.4	$171 307_{7 / 2} - 287 287_{5 / 2}^{°}$
861.924	100	116 019.5	$152 373_{17 / 2} - 268 393_{15 / 2}^{°}$
861.455	3	116 082.6	$171 307_{7 / 2} - 287 390_{7 / 2}^{°}$
861.164	3	116 121.8	$159 035_{7 / 2} - 275 157_{7 / 2}^{°}$
860.781	6	116 173.5	$158 983_{5 / 2} - 275 157_{7 / 2}^{°}$
860.567	7	116 202.4	$151 786_{13 / 2} - 267 988_{11 / 2}^{°}$
859.849	6	116 299.4	$158 983_{5 / 2} - 275 283_{5 / 2}^{°}$
859.109	4	116 399.6	$172 242_{9 / 2} - 288 642_{7 / 2}^{°}$
858.128	4	116 532.7	$159 402_{13 / 2} - 275 935_{11 / 2}^{°}$
858.039	2	116 544.8	$156 855_{9 / 2} - 273 400_{9 / 2}^{°}$
857.582	30	116 606.9	$151 786_{13 / 2} - 268 393_{15 / 2}^{°}$
			$164 198_{7 / 2} - 280 805_{9 / 2}^{°}$
855.408	3	116 903.2	$162 909_{11 / 2} - 279 813_{13 / 2}^{°}$
853.379	1	117 181.2	$156 219_{7 / 2} - 273 400_{9 / 2}^{°}$
852.709	8	117 273.4	$180 036_{7 / 2} - 297 310_{9 / 2}^{°}$
852.267	2	117 334.1	$171 307_{7 / 2} - 288 642_{7 / 2}^{°}$
852.001	30	117 370.7	$150 561_{7 / 2} - 267 932_{9 / 2}^{°}$
			$185 736_{7 / 2} - 303 103_{5 / 2}^{°}$
851.580	10	117 428.7	$170 639_{9 / 2} - 288 068_{9 / 2}^{°}$
850.976	1	117 512.1	$163 804_{13 / 2} - 281 316_{11 / 2}^{°}$
850.836	6	117 531.4	$159 035_{7 / 2} - 276 567_{7 / 2}^{°}$
850.458	3	117 583.7	$158 983_{5 / 2} - 276 567_{7 / 2}^{°}$
			$158 125_{11 / 2} - 275 709_{9 / 2}^{°}$
850.057	60	117 639.1	$193 214_{17 / 2} - 310 853_{15 / 2}^{°}$
849.723	4	117 685.4	$167 223_{5 / 2} - 284 908_{5 / 2}^{°}$
849.545	2	117 710.0	$168 491_{11 / 2} - 286 201_{9 / 2}^{°}$
848.824	4	117 810.0	$158 125_{11 / 2} - 275 935_{11 / 2}^{°}$
848.206	4	117 895.8	$162 909_{11 / 2} - 280 805_{9 / 2}^{°}$
847.460	4	117 999.6	$162 806_{9 / 2} - 280 805_{9 / 2}^{°}$
846.067	1	118 193.9	$156 219_{7 / 2} - 274 413_{5 / 2}^{°}$
845.296	2	118 301.7	$156 855_{9 / 2} - 275 157_{7 / 2}^{°}$
844.852	8	118 363.9	$151 786_{13 / 2} - 270 150_{11 / 2}^{°}$
844.543	4	118 407.2	$162 909_{11 / 2} - 281 316_{11 / 2}^{°}$
844.079	10	118 472.3	$151 786_{13 / 2} - 270 258_{13 / 2}^{°}$
843.810	4	118 510.0	$162 806_{9 / 2} - 281 316_{11 / 2}^{°}$
843.503	1	118 553.2	$159 035_{7 / 2} - 277 587_{5 / 2}^{°}$
843.058	2	118 615.8	$168 671_{7 / 2} - 287 287_{5 / 2}^{°}$
841.544	3	118 829.1	${167.125}_{9 / 2} - 285 954_{7 / 2}^{°}$
841.366	5	118 854.3	$156 855_{9 / 2} - 275 709_{9 / 2}^{°}$
840.916	20	118 917.9	$157 016_{13 / 2} - 275 935_{11 / 2}^{°}$
839.780	1	119 078.8	$156 855_{9 / 2} - 275 935_{11 / 2}^{°}$
838.674	20	119 235.8	$150 561_{7 / 2} - 269 797_{9 / 2}^{°}$
837.382	2	119 419.8	$166 535_{7 / 2} - 285 954_{7 / 2}^{°}$
836.289	10	119 575.8	$168 491_{11 / 2} - 288 068_{9 / 2}^{°}$
836.108	1	119 601.7	$143 721_{9 / 2} - 263 323_{7 / 2}^{°}$
834.694	3	119 804.3	$143 721_{9 / 2} - 263 525_{9 / 2}^{°}$
833.931	2	119 914.0	$177 396_{9 / 2} - 297 310_{9 / 2}^{°}$
833.538	2	119 970.5	$168 671_{7 / 2} - 288 642_{7 / 2}^{°}$
832.149	2	120 170.7	$154 985_{9 / 2} - 275 157_{7 / 2}^{°}$
831.499	2	120 264.7	$167 125_{9 / 2} - 287 390_{7 / 2}^{°}$
830.492	3	120 410.5	$159 402_{13 / 2} - 279 813_{13 / 2}^{°}$
830.408	10bl	120 422.7	$147 970_{15 / 2} - 268 393_{15 / 2}^{°}$
829.830	3	120 506.6	$176 019_{11 / 2} - 296 526_{11 / 2}^{°}$
828.845	3	120.649.8	$165 551_{11 / 2} - 286 201_{9 / 2}^{°}$
827.442	1	120 854.3	$166 535_{7 / 2} - 287 390_{7 / 2}^{°}$
827.260	10	120 880.9	$155 504_{11 / 2} - 275 935_{11 / 2}^{°}$
826.794	4	120 949.1	$154 985_{9 / 2} - 275 935_{11 / 2}^{°}$
825.910	2	121 078.6	$182 025_{5 / 2} - 303 103_{5 / 2}^{°}$
825.652	10	121 116.4	$158 983_{5 / 2} - 280 099_{7 / 2}^{°}$
825.428	2	121 149.2	$166 240_{9 / 2} - 287 390_{7 / 2}^{°}$
823.595	1	121 418.9	$167 223_{5 / 2} - 288 642_{7 / 2}^{°}$
822.936	1	121 516.1	$167 125_{9 / 2} - 288 642_{7 / 2}^{°}$
822.821	1	121 533.1	$166 535_{7 / 2} - 288 068_{9 / 2}^{°}$
822.497	4	121 580.9	$154 985_{9 / 2} - 276 567_{7 / 2}^{°}$
822.378	2	121 598.5	$148 551_{11 / 2} - 270 150_{11 / 2}^{°}$
821.750	2	121 691.5	$163 804_{13 / 2} - 285 495_{11 / 2}^{°}$
821.643	20	121 707.3	$148 551_{11 / 2} - 270 258_{13 / 2}^{°}$
820.249	10	121 914.1	$159 402_{13 / 2} - 281 316_{11 / 2}^{°}$
819.642	1	122 004.4	$164 198_{7 / 2} - 286 201_{9 / 2}^{°}$
818.952	1	122 107.2	$166 535_{7 / 2} - 288 642_{7 / 2}^{°}$
817.741	10	122 288.1	$147 970_{15 / 2} - 270 258_{13 / 2}^{°}$
814.355	2	122 796.5	$157 016_{13 / 2} - 279 813_{13 / 2}^{°}$
813.433	1	122 935.7	$161 973_{5 / 2} - 284 908_{5 / 2}^{°}$
811.908	1	123 166.6	$154 421_{5 / 2} - 277 587_{5 / 2}^{°}$
808.779	1	123 643.1	$162 558_{7 / 2} - 286 201_{9 / 2}^{°}$
807.412	1	123 852.5	$150 561_{7 / 2} - 274 413_{5 / 2}^{°}$
805.483	3	124 149.1	$151 786_{13 / 2} - 275 935_{11 / 2}^{°}$
804.715	1	124 267.5	$143 721_{9 / 2} - 267 988_{11 / 2}^{°}$
804.510	1	124 299.2	$157 016_{13 / 2} - 281 316_{11 / 2}^{°}$
803.460	3	124 461.7	$156 855_{9 / 2} - 281 316_{11 / 2}^{°}$
798.984	2	125 158.9	$162 909_{11 / 2} - 288 068_{9 / 2}^{°}$
798.330	1	125 261.4	$162 806_{9 / 2} - 288 068_{9 / 2}^{°}$
793.168	1	126 076.6	$143 721_{9 / 2} - 269 797_{9 / 2}^{°}$
791.571	1	126 331.0	$154 985_{9 / 2} - 281 316_{11 / 2}^{°}$
790.958	8	126 428.9	$143 721_{9 / 2} - 270 150_{11 / 2}^{°}$
757.646	3	131 987.7	$143 721_{9 / 2} - 275 709_{9 / 2}^{°}$
718.842	6	139 112.6	$171 307_{7 / 2} - 310 420_{9 / 2}^{°}$
711.861	1	140 476.8	$159 402_{13 / 2} - 299 879_{11 / 2}^{°}$
701.121	20	142 628.7	$11 793_{5 / 2}^{°} - 154 421_{5 / 2}$
699.848	8	142 888.1	$156 663_{15 / 2} - 299 551_{13 / 2}^{°}$
665.863	2	150 181.	$11 793_{5 / 2}^{°} - 161 973_{5 / 2}$
664.182	10	150 561.	$0_{7 / 2}^{°} - 150 561_{7 / 2}$
663.292	50	150 763.	$11 793_{5 / 2}^{°} - 162 558_{7 / 2}$
659.711	4	151 582.	$147 970_{15 / 2} - 299 551_{13 / 2}^{°}$
656.146	4	152 405.	$11 793_{5 / 2}^{°} - 164 198_{7 / 2}$
647.581	5	154 421.	$0_{7 / 2}^{°} - 154 421_{5 / 2}$
646.238	20	154 742.	$11 793_{5 / 2}^{°} - 166 535_{5 / 2}$
646.060	1	154 784.	$11 793_{5 / 2}^{°} - 166 577_{5 / 2}$
645.219	20	154 986.	$0_{7 / 2}^{°} - 154 985_{9 / 2}$
643.374	3	155 431.	$11 793_{5 / 2}^{°} - 167 223_{5 / 2}$
640.120	20	156 221.	$0_{7 / 2}^{°} - 156 219_{7 / 2}$
637.531	40	156 855.	$0_{7 / 2}^{°} - 156 855_{9 / 2}$
637.437	50cl	156 878.	$11 793_{5 / 2}^{°} - 168 671_{7 / 2}$
628.998	1	158 983.	$0_{7 / 2}^{°} - 158 983_{5 / 2}$
628.793	40	159 035.	$0_{7 / 2}^{°} - 159 035_{7 / 2}$
628.091	4	159 213.	$11 793_{5 / 2}^{°} - 171 005_{5 / 2}$
626.285	2	159 672.	$11 793_{5 / 2}^{°} - 171 465_{3 / 2}$
618.330	10	161 726.	$11 793_{5 / 2}^{°} - 173 520_{7 / 2}$
617.384	1	161 974.	$0_{7 / 2}^{°} - 161 973_{5 / 2}$
615.447	7	162 484.	$0_{7 / 2}^{°} - 162 483_{9 / 2}$
615.162	30	162 559.	$0_{7 / 2}^{°} - 162 558_{7 / 2}$
614.226	60	162 807.	$0_{7 / 2}^{°} - 162 806_{9 / 2}$
610.275	2	163 861.	$11 793_{5 / 2}^{°} - 175 654_{7 / 2}$
609.013	7	164 200.	$0_{7 / 2}^{°} - 164 198_{7 / 2}$
601.537	50	166 241.	$0_{7 / 2}^{°} - 166 240_{9 / 2}$
600.470	10	166 536.	$0_{7 / 2}^{°} - 166 535_{7 / 2}$
600.328	4	166 576.	$0_{7 / 2}^{°} - 166 577_{5 / 2}$
598.004	2	167 223.	$0_{7 / 2}^{°} - 167 223_{5 / 2}$
597.338	7	167 410.	$11 793_{5 / 2}^{°} - 179 203_{5 / 2}$
594.380	10	168 243.	$11 793_{5 / 2}^{°} - 180 036_{7 / 2}$
588.156	2	170 023.	$0_{7 / 2}^{°} - 170 023_{5 / 2}$
587.887	1	170 101.	$11 793_{5 / 2}^{°} - 181 894_{7 / 2}$
587.432	20	170 232.	$11 793_{5 / 2}^{°} - 182 025_{5 / 2}$
584.778	1	171 005.	$0_{7 / 2}^{°} - 171 005_{5 / 2}$
583.746	10	171 307.	$0_{7 / 2}^{°} - 171 307_{7 / 2}$
580.580	2	172 242.	$0_{9 / 2}^{°} - 172 242_{9 / 2}$
576.300	15	173 521.	$0_{7 / 2}^{°} - 173 520_{7 / 2}$
574.902	10	173 943.	$11 793_{5 / 2}^{°} - 185 736_{7 / 2}$
571.346	20	175 025.	$11 793_{5 / 2}^{°} - 186 818_{5 / 2}$
569.300	20	175 654.	$0_{7 / 2}^{°} - 175 654_{7 / 2}$
563.723	100	177 392	$0_{7 / 2}^{°} - 177 396_{9 / 2}$
			$11 793_{5 / 2}^{°} - 189 188_{7 / 2}$
558.024	5	179 204.	$0_{7 / 2}^{°} - 179 203_{5 / 2}$
			$11 793_{5 / 2}^{°} - 190 994_{5 / 2}$
555.444	40	180 036.	$0_{7 / 2}^{°} - 180 036_{7 / 2}$
549.772	2	181 894.	$0_{7 / 2}^{°} - 181 894_{7 / 2}$
549.375	10	182 025.	$0_{7 / 2}^{°} - 182 025_{5 / 2}$
544.518	2	183 649.	$0_{7 / 2}^{°} - 183 649_{9 / 2}$
			$11 793_{5 / 2}^{°} - 195 441_{5 / 2}$
540.794	5	184 913.	$11 793_{5 / 2}^{°} - 196 706_{5 / 2}$
538.398	1	185 736.	$0_{7 / 2}^{°} - 185 736_{7 / 2}$
536.778	2	186 297.	$11 793_{5 / 2}^{°} - 198 089_{7 / 2}$
535.277	10	186 819.	$0_{7 / 2}^{°} - 186 818_{5 / 2}$
528.571	2	189 190.	$0_{7 / 2}^{°} - 189 188_{7 / 2}$
523.569	20	190 997.	$0_{7 / 2}^{°} - 190 994_{5 / 2}$
520.559	20	192 101.	$0_{7 / 2}^{°} - 192 100_{9 / 2}$
511.664	10	195 441.	$0_{7 / 2}^{°} - 195 441_{5 / 2}$
508.374	2	196 706.	$0_{7 / 2}^{°} - 196 706_{5 / 2}$
504.825	3	198 088.	$0_{7 / 2}^{°} - 198 089_{7 / 2}$

a Symbols following the intensity are b, broad; bl, blend (of hyperfine components, see text); cl, close to another line; h, hazy.
b Classifications are represented by the energy values and J values of the levels giving rise to the transitions. Levels of odd parity are denoted by a degree symbol.

Observed energy levels of quadruply ionized lutetium in units of cm⁻¹. Term assignments are generally obtained from the major component of the eigenvector.

Configuration	Term	J	Energy Level	Number of Transitions
4f¹³	²F°	7/2	0.0	36
		5/2	11 793.4	23
4f¹²(³H₆)5d	(6,3/2)	9/2	143 721.1	7
		15/2	147 970.2	4
		11/2	148 551.1	5
		13/2	151 786.2	7
4f¹²(³H₆)5d	(6,5/2)	7/2	150 561.5	6
		17/2	152 373.6	1
		9/2	154 986.9	10
		15/2	156 663.1	3
		13/2	157 016.9	7
		11/2	158 125.2	10
4f¹²(³F₄)5d	(4,3/2)	5/2	154 421.5	4
		11/2	155 054.1	4
		7/2	156 219.8	7
		9/2	156 855.3	12
4f¹²(³H₅)5d	(5,5/2)	5/2	158 983.6	7
		7/2	164 198.2	9
		15/2	164 463.4	1
		9/2	166 240.8	9
		11/2	168 491.7	5
		13/2	168 506.0	2
4f¹²(³H₅)5d	(5,3/2)	7/2	159 035.3	5
		13/2	159 402.5	6
		9/2	162 806.3	10
		11/2	162 909.7	9
4f¹²(³F₄)5d	(4,5/2)	11/2	161 055.8	3
		5/2	161 973.5	9
		9/2	162 483.5	5
		7/2	162 558.5	8
		13/2	163 804.4	4
4f¹²(³F₃)5d	(3,3/2)	3/2	164 479.9	3
		7/2	166 535.3	10
		5/2	170 023.4	6
		9/2	170 639.2	4
4f¹²(³H₄)5d	(4,3/2)	11/2	165 551.8	2
		9/2	167 125.8	9
		5/2	167 223.0	9
		7/2	171 307.8	7
4f¹²(³F₂)5d	(2,3/2)	5/2	166 577.0	5
		7/2	168 671.6	6
4f(³H₄)5d	(4,5/2)	5/2	171 005.1	5
		3/2	171 465.5	3
		9/2	172 242.2	8
		7/2	175 654.8	5
4f¹²(³F₃)5d	(3,5/2)	5/2	172 885.0	2
		7/2	173 520.9	7
		9/2	174 544.6	3
4f¹²(³F₂)5d	(2,5/2)	7/2	174 895.8	3
		9/2	177 396.9	4
4f¹²(¹G₄)5d	(4,3/2)	11/2	176 019.6	2
		9/2	178 629.5	3
		5/2	179 203.	2 R^a
		7/2	180 036.0	4
4f¹²(¹G₄)5d	(4,5/2)	7/2	181 894.0	3
		13/2	182 357.0	1
		9/2	183 649.3	3
		11/2	184 215.0	1
		5/2	186 818.9	2
4f¹²(¹D₂)5d	(2,3/2)	5/2	182 025.0	3
		7/2	185 736.1	3
4f¹²(¹I₆)5d	(6,3/2)	15/2	187 526.6	2
4f¹²(¹D₂)5d	(2,5/2)	7/2	189 188.7	4
		5/2	190 994.9	4
		9/2	192 100.7	2
4f¹²(¹I₆)5d	(6,5/2)	17/2	193 214.2	1
		9/2	198 972.8	2
		11/2	202 173.5	9
		13/2	203 161.3	1
		15/2	203 211.5	2
4f¹²(³P₂)5d	(2,3/2)	5/2	195 441.5	3
		7/2	198 089.8	3
4f¹²(³P₁)5d	(1,3/2)	5/2	196 706.0	3
4f¹²(³H₆)6s	(6,1/2)	13/2	200 497.6	2
		11/2	201 310.1	9
4f¹²(³F₄)6s	(4,1/2)	9/2	207 216.8	6
		7/2	207 779.8	9
4f¹²(³H₅)6s	(5,1/2)	11/2	211 957.5	6
		9/2	212 047.5	9
4f¹²(³H₄)6s	(4,1/2)	7/2	217 147.6	6
		9/2	217 422.0	7
4f¹²(³F₃)6s	(3,1/2)	5/2	218 982.7	8
		7/2	219 262.0	7
4f¹²(³F₂)6s	(2,1/2)	3/2	219 202.1	3
		5/2	220 182.1	8
4f¹²(¹G₄)6s	(4,1/2)	7/2	228 377.4	5
		9/2	228 554.6	2
4f¹²(¹I₆)6s	(6,1/2)	13/2	243 539.6	2
		11/2	243 552.8	4
4f¹²(³H₆)6p	(6,1/2)°	11/2	256 566.9	8
		13/2	257 293.1	7
4f¹²(³F₄)6p	(4,1/2)°	7/2	263 323.1	6
		9/2	263 525.7	10
4f¹²(³H₅)6p	(5,1/2)°	9/2	267 932.8	11
		11/2	267 988.9	13
4f¹²(³H₆)6p	(6,3/2)°	15/2	268 393.1	6
		9/2	269 797.9	13
		11/2	270 150.1	14
		13/2	270 258.6	9
4f¹²(³F₄)6p	(4,1/2)°	9/2	273 400.8	14
		7/2	273 421.0	10
4f¹²(³F₂)6p	(2,1/2)°	5/2	274 413.9	10
		3/2	275 530.9	2
4f¹²(³F₃)6p	(3,1/2)°	7/2	275 157.3	22
		5/2	275 283.3	13
4f¹²(³F₄)6p	(4,3/2)°	9/2	275 709.1	7
		11/2	275 935.0	11
		7/2	276 567.3	14
		5/2	277 587.9	10
4f¹²(³H₅)6p	(5,3/2)°	13/2	279 813.3	7
		7/2	280 099.9	9
		9/2	280 805.7	11
		5/2	281 316.9	13
4f¹²(¹G₄)6p	(4,1/2)°	9/2	284 393.5	4
		7/2	285 271.9	6
4f¹²(³H₄)6p	(4,3/2)°	5/2	284 908.8	9
		11/2	285 495.9	2
		7/2	285 954.8	7
		9/2	286 201.8	10
4f¹²(³F₂)6p	(2,3/2)°	5/2	287 287.2	5
		7/2	288 642.1	13
4f¹²(³F₃)6p	(3,3/2)°	7/2	287 390.5	13
		5/2	287 980.4	4
		9/2	288 068.2	10
4f¹²(¹G₄)6p	(4,3/2)°	11/2	296 526.0	4
		7/2	296 706.0	3
		9/2	297 310.5	5
4f¹²(¹I₆)6p	(6,1/2)°	13/2	299 551.7	4
		11/2	299 879.8	2
4f¹²(¹D₂)6p	(2,3/2)°	5/2	303 103.6	4
		7/2	304 021.5	3
4f¹²(³P₂)6p	(2,1/2)°	5/2	304 990.5	3
4f¹²(¹I₆)6p	(6,3/2)°	9/2	310 420.6	4
		15/2	310 853.3	3
		11/2	313 347.6	6
		13/2	313 974.1	2

a This level is derived solely from resonance transitions.

Fitted values for radial parameters of the 4f¹²5d, 4f¹²6s, and 4f¹²6p configurations of Lu V. Units are cm⁻¹.

Parameter	4f¹²5d	4f¹²6s	4f¹²6p
A	179122 ± 120	218131 ± 50	284660 ± 56
E¹(f¹²)	8294 ± 23	8506 ± 65	8466 ± 20
E²(f¹²)	39.86 ± .20	41.21 ± .35	41.37 ± .13
E³(f¹²)	827.8 ± 2.0	806.3 ± 7.9	810.7 ± 2.3
α(f¹²)	28.8 ± 1.5	19.8 ± 2.4	20.5 ± .9
β(f¹²)	−1000 (fixed)	−1000 (fixed)	−1000 (fixed)
γ(f¹²)	−71 ±6	−70 (fixed)	−65.1 ± 3.2
ζ(4f)	3534.6 ± 5.1	3534.5 ± 8	3534.5 ± 2.7
F²(fd)	28153 ± 110
F⁴(fd)	18844 ± 250
G¹(fd)	9221 ± 35
G³(fd)	11069 ± 250
G⁵(fd)	7921 ± 230
D¹(fd)	1226 ± 96
D³(fd)	0 (fixed)
X²(fd)	2258 ± 200
X⁴(fd)	1340 ± 400
ζ(5d)	2493 ± 10
F²(fp)			9683 ± 53
G²(fp)			2951 ± 38
G⁴(fp)			2784 ± 120
D¹(fp)			308 ± 46
X³(fp)			0 (fixed)
ζ(6p)			8096 ± 7
G³(fs)		3025 ± 150
R²(fd,fs)^a		0 (fixed)
R³(fd,sf)^a		−3164 ± 930

a Configuration interaction parameters between 4f¹²5d and 4f¹²6s.

Calculated energies and compositions of the levels of the 4f¹²(5d + 6s) configuration of quadruply ionized lutetium. Units are cm⁻¹.

Levels
J	calc	obs	o-c	Composition in J₁j coupling
1/2	168 855			(³F₂)3/2	62%,	(³F₃)5/2	17%
	174 924			(³F₂)5/2	48%,	(³F₃)5/2	15%
	176 470			(³F₃)5/2	59%,	(³F₂)5/2	23%
	184 033			(³P₁)3/2	32%,	(¹D₂)3/2	24%
	191 204			(³P₁)3/2	28%,	(³P₂)5/2	18%
	195 131			(³P₁)3/2	39%,	(¹D₂)5/2	29%
	200 915			(³P₂)3/2	57%,	(¹D₂)3/2	34%
	208 725			(³P₂)5/2	61%,	(¹D₂)5/2	32%
	243 458			(³P₀) s	86%,	(¹S₀) s	7%
	245 898			(³P₁) s	93%,	(³P₀) s	6%
	290 691			(¹S₀) s	92%,	(³P₀) s	7%
3/2	160 621			(³H₄)5/2	25%,	(¹G₄)5/2	25%
	164 531	164479	−52	(³F₃)3/2	43%,	(³F₄)5/2	27%
	167 859			(³F₂)3/2	27%,	(³F₃)3/2	18%
	171 425	171465	40	(³H₄)5/2	37%,	(³F₃)3/2	31%
	174 623			(³F₂)5/2	36%,	(³F₃)5/2	35%
	175 864			(³F₃)5/2	34%,	(³F₂)5/2	32%
	183 395			(¹G₄)5/2	45%,	(³F₄)5/2	18%
	185 446			(³P₂)3/2	45%,	(³F₂)3/2	18%
	190 153			(¹D₂)5/2	37%,	(³P₂)5/2	27%
	194 364			(³P₀)3/2	71%,	(³F₂)5/2	7%
	196 063			(³P₁)3/2	64%,	(¹D₂)3/2	10%
	201 492			(³P₂)3/2	27%,	(³P₁)3/2	26%
	204 253			(³P₁)5/2	71%,	(¹D₂)3/2	10%
	207 400			(³P₂)5/2	62%,	(¹D₂)5/2	33%
	219 206	219 202	−4	(³F₂) s	73%,	(¹D₂) s	24%
	235 402			(³P₂) s	41%,	(¹D₂) s	36%
	239 011			(¹S₀)3/2	89%,	(³P₀)3/2	9%
	245 038			(³P₁) s	98%,	(¹D₂) s	1%
	248 775			(³P₂) s	55%,	(¹D₂) s	39%
5/2	154 343	154 421	78	(³F₄)3/2	46%,	(¹G₄)3/2	32%
	158 940	158 983	43	(³H₅)5/2	36%,	(³F₃)3/2	17%
	161 956^a	161 973	17	(³F₄)3/2	28%,	(³F₄)5/2	12%
	166 626	166 577	−49	(³F₂)3/2	22%,	(³H₅)5/2	19%
	167 171^a	167 223	52	(³F₂)3/2	20%,	(³H₄)3/2	17%
	170 067	170 023	−44	(³F₃)3/2	31%,	(³F₂)5/2	17%
	170 918	171 005	87	(³H₄)5/2	40%,	(³F₃)3/2	18%
	172 867	172 885	18	(³F₃)5/2	59%,	(³H₄)3/2	11%
	177 586			(³F₂)5/2	35%,	(³F₄)5/2	19%
	179 224^a	179 203	−41	(¹G₄)5/2	25%,	(¹G₄)3/2	21%
	182 114^a	182 025	−89	(³P₂)3/2	19%,	(¹D₂)3/2	18%
	186 821^a	186 818	−3	(³F₂)3/2	16%,	(¹G₄)5/2	16%
	191 130^a	190 994	−136	(³P₂)5/2	27%,	(¹D₂)5/2	27%
	195 431^a	195 441	10	(¹D₂)3/2	21%,	(³P₂)3/2	15%
	196 694	196 706	12	(³P₁)3/2	76%,	(³P₂)3/2	11%
	200 302			(³P₀)5/2	37%,	(³P₂)5/2	23%
	203 563			(³P₂)5/2	35%,	(³P₀)5/2	31%
	204 569			(³P₁)5/2	87%,	(³P₂)5/2	8%
	218 998	218 982	−16	(³F₃)s	61%,	(³F₂) s	28%
	220 168	220 182	14	(³F₂) s	42%,	(³F₃)s	38%
	235 091			(³P₂) s	45%,	(¹D₂)s	31%
	244 691			(¹S₀)5/2	90%,	(³P₀)5/2	8%
	248 185			(³P₂) S	50%,	(¹D₂) s	43%
7/2	150 602	150 561	−41	(³H₆)5/2	34%,	(³F₄)3/2	29%
	156 272	156 219	−53	(³F₄)3/2	28%,	(³H₅)3/2	26%
	159 067	159 035	−32	(³H₅)3/2	39%,	(³H₆)5/2	30%
	162 507	162 558	51	(³F₄)5/2	28%,	(¹G₄)5/2	10%
	164 149	164 198	49	(³H₅)5/2	47%,	(³F₃)3/2	16%
	166 583	166 535	−48	(³F₃)3/2	45%,	(³H₅)5/2	17%
	168 652	168 671	19	(³F₂)3/2	37%,	(³F₄)5/2	18%
	171 288	171 307	19	(³H₄)5/2	20%,	(³F₂)5/2	20%
	173 523	173 520	−3	(³F₃)5/2	31%,	(³H₄)5/2	19%
	174 916	174 895	−21	(³F₂)5/2	21%,	(³H₄)3/2	21%
	175 619^a	175 654	35	(¹G₄)5/2	28%,	(³H₄)5/2	11%
	180 000	180 036	36	(¹G₄)3/2	35%,	(³H₄)3/2	18%
	181 830^a	181 894	64	(³H₄)5/2	34%,	(¹G₄)5/2	32%
	185 778^a	185 736	−42	(³P₂)3/2	28%,	(¹D₂)3/2	13%
	189 246^a	189 188	−58	(³P₂)5/2	30%,	(¹D₂)5/2	16%
	195 946			(¹I₆)5/2	84%,	(³H₄)3/2	3%
	197 982	198 090	108	(³P₂)3/2	26%,	(¹D₂)5/2	23%
	200 410			(³P₁)5/2	44%,	(³P₂)3/2	22%
	203 640			(³P₂)5/2	38%,	(³P₁)5/2	36%
	207 776	207 779	3	(³F₄) s	58%,	(¹G₄) s	32%
	217 184	217 147	−37	(³H₄) s	54%,	(³F₄) s	29%
	219 254	219 261	7	(³F₃) s	97%,	(³H₄) s	1%
	228 360	228 377	17	(¹G₄) s	54%,	(³H₄) s	35%
9/2	143 797	143 721	−76	(³H₆)3/2	85%,	(³H₆)5/2	5%
	155 026	154 985	−41	(³H₆)5/2	35%,	(³F₄)3/2	34%
	156 867	156 855	−12	(³F₄)3/2	27%,	(³H₆)5/2	24%
	162 565	162 483	−82	(³F₄)5/2	44%,	(¹G₄)5/2	24%
	162 776	162 806	30	(³H₅)3/2	54%,	(³F₄)5/2	13%
	166 206	166 240	34	(³H₅)5/2	46%,	(³H₄)3/2	19%
	167 166	167 125	−41	(³H₄)3/2	29%,	(³F₄)3/2	18%
	170 622	170 639	17	(³F₃)3/2	50%,	(³H₅)3/2	18%
	172 244^a	172 242	−2	(³F₂)5/2	24%,	(³H₄)5/2	23%
	174 473	174 544	71	(³F₃)5/2	61%,	(³H₅)5/2	10%
	177 476	177 396	−80	(³F₂)5/2	34%	(¹G₄)3/2	23%
	178 644^a	178 629	−15	(³H₄)3/2	35%,	(¹G₄)3/2	24%
	183 634^a	183 649	15	(³H₄)5/2	40%,	(¹G₄) 5/2	37%
	190 198			(¹I₆)3/2	76%,	(¹I₆)5/2	8%
	192 026^a	192 100	74	(³P₂)5/2	42%,	(¹D₂)5/2	28%
	199 025	198 972	−53	(¹I₆)5/2	89%,	(¹I₆)3/2	9%
	205 274			(³P₂)5/2	51%	(¹D₂)5/2	40%
	207 204	207 216	12	(³F₄) s	64%,	(¹G₄) s	29%
	212 022	212 047	25	(³H₅) s	99%,	(³H₄) s	1%
	217 425	217 422	−3	(³H₄) s	53%,	(³F₄) s	27%
	228 571	228 554	−17	(¹G₄) s	51%,	(³H₄) s	40%
11/12	148 492	148 551	59	(³H₆)3/2	82%,	(³H₆)5/2	11%
	155 010	155 054	44	(³F₄)3/2	37%,	(³H₆)5/2	36%
	158 097	158 125	28	(³H₆)5/2	38%,	(¹G₄)3/2	14%
	161 034	161 055	21	(³F₄)5/2	51%,	(¹G₄)5/2	20%
	162 924	162 909	−15	(³H₅)3/2	75%,	(³H₆)5/2	8%
	165 608	165 551	−57	(³H₄)3/2	46%,	(³F₄)3/2	32%
	168 449	168 491	42	(³H₅)5/2	74%,	(³F₃)5/2	20%
	172 563			(³H₄)5/2	38%,	(¹G₄)5/2	22%
	176 040	176 019	−21	(¹G₄)3/2	41%,	(³H₄)3/2	23%
	177 019			(³F₃)5/2	56%,	(³H₅)5/2	9%
	184 197^a	184 215	18	(³H₄)5/2	47%,	(¹G₄)5/2	44%
	195 061			(¹I₆)3/2	92%,	(¹I₆)5/2	5%
	201 344	201 310	−34	(³H₆) s	88%,	(¹I₆)5/2	8%
	202 196	202 173	−23	(¹I₆)5/2	84%,	(³H₆) s	9%
	211 938	211 957	19	(³H₅) s	100%,
	243 549	243 552	3	(¹I₆) s	99%,	(³H₆) s	1%
13/2	151 659	151 786	127	(³H₆)3/2	93%,	(³F₄)5/2	3%
	156 997	157 016	19	(³H₆)5/2	52%,	(³H₅)3/2	24%
	159 425	159 402	−23	(³H₅)3/2	70%,	(³H₆)5/2	18%
	163 788	163 804	16	(³F₄)5/2	30%,	(¹G₄)5/2	29%
	168 578	168 506	−72	(³H₅)5/2	92%,	(¹G₄)5/2	4%
	171 502			(³H₄)5/2	51%,	(³F₄)5/2	35%
	182 370	182 357	−13	(¹G₄)5/2	52%,	(³H₄)5/2	33%
	197 489			(¹I₆)3/2	97%,	(³H₆)3/2	1%
	200 488	200 497	9	(³H₆) s	99%,	(¹I₆) s	1%
	203 177	203 161	−16	(¹I₆)5/2	98%,	(³H₆)5/2	1%
	243 538	243 539	1	(¹I₆) s	99%,	(³H₆) s	1%
15/2	148 004	147 970	−34	(³H₆)3/2	97%,	(¹I₆)3/2	1%
	156 696	156 663	−33	(³H₆)5/2	98%,	(¹I₆)5/2	1%
	164 513	164 463	−50	(³H₅)5/2	99%,	(³H₆)3/2	1%
	187 536	187 526	−10	(¹I₆)3/2	93%,	(¹I₆)5/2	6%
	203 171	203 211	40	(¹I₆)5/2	93%,	(¹I₆)3/2	6%
17/2	152 381	152 373	−8	(³H₆)5/2	99%,	(¹I₆)5/2	1%
	193 160	193 214	54	(¹I₆)5/2	99%,	(³H₆)5/2	1%

a The smaller of the listed eigenvector components was used in Table II as the level name. This was done in order to give each level a unique designation.

Calculated energies and compositions of the levels of the 4f¹²6p configuration of quadruply ionized lutetium. The designations give the parent state and the j value of the p electron. Units are cm⁻¹.

Levels
J	calc	obs	o-c	Composition in J₁j coupling
1/2	287 887			(³F₂)3/2	72%,	(¹D₂)3/2	21%
	299 959			(³P₀)1/2	46%,	(³P₁)1/2	37%
	300 838			(³P₁)1/2	45%,	(³P₀)1/2	42%
	304 915			(³P₂)3/2	33%,	(¹D₂)3/2	31%
	313 911			(³P₁)3/2	96%,	(³P₁)1/2	2%
	318 649			(³P₂)3/2	53%,	(¹D₂)3/2	41%
	346 900			(¹S₀)1/2	91%,	(³P₀)1/2	8%
3/2	275 522	275 530	8	(³F₂)1/2	70%,	(¹D₂)1/2	25%
	287 263			(³F₃)3/2	49%,	(³F₂)3/2	31%
	288 307			(³F₂)3/2	42%,	(³F₂)3/2	41%
	291 738			(³P₂)1/2	42%,	(¹D₂)1/2	27%
	301 900			(³P₂)1/2	82%,	(³P₂)3/2	7%
	303 995			(³P₂)1/2	18%,	(¹D₂)3/2	19%
	305 231			(¹D₂)1/2	28%	(³P₂)1/2	27%
	312 317			(³P₀)3/2	86%,	(¹S₀)3/2	7%
	314 955			(³P₁)3/2	91%,	(¹D₂)3/2	3%
	317 371			(³P₂)3/2	52%,	(¹D₂)3/2	35%
	358 887			(¹S₀)3/2	92%,	(³P₀)3/2	7%
5/2	274 410	274 413	3	(³F₂)1/2	34%,	(³F₄)3/2	21%
	275 286	275 283	−3	(³F₃)1/2	88%,	(³F₂)1/2	7%
	277 536	217 587	51	(³F₄)3/2	33%,	(³F₂)1/2	30%
	284 895	284 908	13	(³H₄)3/2	52%,	(³F₄)3/2	26%
	287 267^a	287 287	20	(³F₃)3/2	47%,	(³F₂)3/2	31%
	288 029	287 980	−49	(³F₃)3/2	49%,	(³F₂)3/2	33%
	291 809			(³P₂)1/2	39%,	(¹D₂)1/2	32%
	296 240			(¹G₄)3/2	52%,	(³H₄)3/2	30%
	303 123^a	303 103	−20	(³P₂)3/2	45%,	(¹D₂)3/2	28%
	304 972	304 990	18	(³P₂)1/2	49%,	(¹D₂)1/2	41%
	313 544			(³P₁)3/2	91%,	(¹D₂)3/2	5%
	316 206			(³P₂)3/2	48%,	(¹D₂)3/2	39%
7/2	263 325	263 323	−2	(³F₄)1/2	61%,	(¹G₄)1/2	31%
	273 439	273 421	−18	(³H₄)1/2	48%,	(³F₄)1/2	26%
	275 127	275 157	29	(³F₃)1/2	65%,	(³F₄)3/2	11%
	276 561	276 567	6	(³F₄)3/2	49%,	(¹G₄)3/2	23%
	280 080	280 099	19	(³H₅)3/2	87%,	(³F₃)1/2	7%
	285 266	285 271	5	(¹G₄)1/2	48%,	(³H₄)1/2	39%
	285 956	285 954	−2	(³H₄)3/2	46%,	(³F₂)3/2	26%
	287 394	287 390	−4	(³F₃)3/2	91%,	(³F₂)3/2	3%
	288 657	288 642	−15	(³F₂)3/2	62%,	(¹D₂)3/2	22%
	296 692	296 706	14	(¹G₄)3/2	51%,	(³H₄)3/2	39%
	304 022^a	304 021	−1	(³P₂)3/2	46%,	(¹D₂)3/2	31%
	317 275			(³P₂)3/2	49%,	(¹D₂)3/2	44%
9/2	263 525	263 525	0	(³F₄)1/2	60%,	(¹G₄)1/2	29%
	267 909	267 932	23	(³H₅)1/2	82%,	(³H₆)3/2	14%
	269 807	269 797	−10	(³H₆)3/2	80%,	(³H₅)1/2	16%
	273 427	273 400	−27	(³H₄)1/2	51%,	(³F₄)1/2	27%
	275 751	275 709	−42	(³F₄)3/2	61%,	(¹G₄)3/2	27%
	280 783	280 805	22	(³H₅)3/2	95%,	(³F₃)3/2	2%
	284 413	284 393	−20	(¹G₄)1/2	50%,	(³H₄)1/2	33%
	286 229	286 201	−28	(³H₄)3/2	45%,	(³F₄)3/2	23%
	288 064	288 068	4	(³F₃)3/2	92%,	(³H₄)3/2	3%
	297 324	297 310	−14	(¹G₄)3/2	50%,	(³H₄)3/2	41%
	310 451	310 420	−31	(¹I₆)3/2	98%,	(³H₆)3/2	1%
11/2	256 587	256 566	−21	(³H₆)1/2	96%,	(³H₆)3/2	1%
	267 999	267 988	−11	(³H₅)1/2	91%,	(³H₆)3/2	7%
	270 151	270 150	−1	(³H₆)3/2	87%,	(³H₅)1/2	8%
	275 899	275 935	36	(³F₄)3/2	59%,	(¹G₄)3/2	31%
	281 308	281 316	8	(³H₅)3/2	99%,
	285 518	285 495	−23	(³H₄)3/2	54%,	(³F₄)3/2	30%
	296 504	296 526	22	(¹G₄)3/2	49%,	(³H₄)3/2	36%
	299 838	299 879	41	(¹I₆)1/2	91%,	(¹G₄)3/2	4%
	313 411	313 347	−64	(³I₆)3/2	96%,	(¹I₆)1/2	3%
13/2	257 309	257 293	−16	(³H₆)1/2	99%,	(¹I₆)1/2	1%
	270 250	270 258	8	(³H₆)3/2	99%,	(¹I₆)3/2	1%
	279 809	279 813	4	(³H₅)3/2	100%,
	299 570	299 551	−19	(¹I₆)1/2	97%,	(¹I₆)3/2	2%
	313 938	313 974	36	(¹I₆)3/2	97%,	(¹I₆)1/2	2%
15/2	268 381	268 393	12	(³H₆)3/2	99%,	(¹I₆)3/2	1%
	310 809	310 853	44	(¹I₆)3/2	99%,	(³H₆)3/2	1%

a The smaller of the listed eigenvector components was used in Table II as the level name. This was done in order to give each level a unique designation.

TABLE I

Classified spectral lines of Lu v.

Wave Length (Å)	Int.^a	Wave number (cm⁻¹)	Classification^b
1843.938	7	54 231.75	$220 182_{5 / 2} - 274 413_{5 / 2}^{°}$
1838.460	4	54393.35	$202 173_{11 / 2} - 256 566_{11 / 2}^{°}$
1819.006	4	54 975.08	$220 182_{5 / 2} - 275 157_{7 / 2}^{°}$
1814.240	60	55 119.49	$202 173_{11 / 2} - 257 293_{13 / 2}^{°}$
1811.205	2	55 211.86	$219 202_{3 / 2} - 274 413_{5 / 2}^{°}$
1809.730	60	55 256.86	$201 310_{11 / 2} - 256 566_{11 / 2}^{°}$
1800.399	20b	55 543.24	$207 779_{7 / 2} - 263 323_{7 / 2}^{°}$
1793.854	60bl	55 745.89	$207 779_{7 / 2} - 263 525_{9 / 2}^{°}$
1790.865	20bl	55 838.93	$228 554_{9 / 2} - 284 393_{9 / 2}^{°}$
1789.056	5bl	55 895.39	$219 261_{7 / 2} - 275 157_{7 / 2}^{°}$
1789.384	15	55 885.15	$212 047_{9 / 2} - 267 932_{9 / 2}^{°}$
1787.584	60bl	55 941.42	$212 047_{9 / 2} - 267 988_{11 / 2}^{°}$
1786.501	20bl	55 975.33	$211 957_{11 / 2} - 267 932_{9 / 2}^{°}$
1786.411	10bl	55 978.16	$217 422_{9 / 2} - 273 400_{9 / 2}^{°}$
1786.254	100bl	55 983.08	$201 310_{11 / 2} - 257 293_{13 / 2}^{°}$
1785.749	20bl	55 998.91	$243 552_{11 / 2} - 299 551_{13 / 2}^{°}$
			$217 422_{9 / 2} - 273 421_{7 / 2}^{°}$
1785.199	20bl	56 016.16	$228 377_{7 / 2} - 284 393_{9 / 2}^{°}$
1785.034	10bl	56 021.34	$219 261_{7 / 2} - 275 283_{5 / 2}^{°}$
1784.713	40bl	56 031.41	$211 957_{11 / 2} - 267 988_{11 / 2}^{°}$
1783.513	20bl	56 069.11	$200 497_{13 / 2} - 256 566_{11 / 2}^{°}$
1783.126	4	56 081.28	$219 202_{3 / 2} - 275 283_{5 / 2}^{°}$
1780.161	30	56 174.69	$218 982_{5 / 2} - 275 157_{7 / 2}^{°}$
1777.677	40bl	56 253.18	$217 147_{7 / 2} - 273 400_{9 / 2}^{°}$
1777.040	20	56 273.35	$217 147_{7 / 2} - 273 421_{7 / 2}^{°}$
1776.176	20	56 300.72	$218 982_{5 / 2} - 275 283_{5 / 2}^{°}$
1775.921	50bl	56 308.81	$207 216_{9 / 2} - 263 525_{9 / 2}^{°}$
1775.340	20bl	56 327.23	$243 552_{11 / 2} - 299 879_{11 / 2}^{°}$
1773.513	4	56 385.26	$220 182_{5 / 2} - 276 567_{7 / 2}^{°}$
1760.697	20bl	56 795.68	$200 497_{13 / 2} - 257 293_{13 / 2}^{°}$
1757.639	3bl	56 894.50	$228 377_{7 / 2} - 285 271_{7 / 2}^{°}$
1741.985	7	57 405.77	$220 182_{5 / 2} - 277 587_{5 / 2}^{°}$
1736.574	3	57 584.64	$218 982_{5 / 2} - 276 567_{7 / 2}^{°}$
1731.593	3	57 750.29	$212 047_{9 / 2} - 269 797_{9 / 2}^{°}$
1728.896	40	57 840.37	$211 957_{11 / 2} - 269 797_{9 / 2}^{°}$
1723.849	10	58 009.72	$217 147_{7 / 2} - 275 157_{7 / 2}^{°}$
1721.095	7bl	58 102.54	$212 047_{9 / 2} - 270 150_{11 / 2}^{°}$
1709.023	50	58 512.96	$217 422_{9 / 2} - 275 935_{11 / 2}^{°}$
1677.768	10	59 603.01	$228 377_{7 / 2} - 288 068_{9 / 2}^{°}$
1647.007	1h	60 716.19	$207 216_{9 / 2} - 267 932_{9 / 2}^{°}$
1629.368	3	61 373.48	$212 047_{9 / 2} - 273 421_{7 / 2}^{°}$
1584.538	3	63 109.87	$212 047_{9 / 2} - 275 157_{7 / 2}^{°}$
1544.949	1	64 727.05	$220 182_{5 / 2} - 284 908_{5 / 2}^{°}$
1536.335	3	65 089.96	$220 182_{5 / 2} - 285 271_{7 / 2}^{°}$
1523.901	1bl	65 621.06	$207 779_{7 / 2} - 273 400_{9 / 2}^{°}$
1520.695	5	65 759.40	$202 173_{11 / 2} - 267 932_{9 / 2}^{°}$
1519.401	1h	65 815.40	$202 173_{11 / 2} - 267 988_{11 / 2}^{°}$
1516.850	1	65 926.09	$218 982_{5 / 2} - 284 908_{5 / 2}^{°}$
1510.946	2	66 183.70	$207 216_{9 / 2} - 273 400_{9 / 2}^{°}$
1500.995	10	66 622.47	$201 310_{11 / 2} - 267 932_{9 / 2}^{°}$
1500.734	30	66 634.06	$207 779_{7 / 2} - 274 413_{5 / 2}^{°}$
1499.728	5	66 678.75	$201 310_{11 / 2} - 267 988_{11 / 2}^{°}$
1493.883	3	66 939.64	$219 261_{7 / 2} - 286 201_{9 / 2}^{°}$
1487.908	2	67 208.45	$220 182_{5 / 2} - 287 390_{7 / 2}^{°}$
1485.582	200	67 313.68	$243 539_{13 / 2} - 310 853_{15 / 2}^{°}$
1484.176	10	67 377.45	$207 779_{7 / 2} - 275 157_{7 / 2}^{°}$
1478.758	20	67 624.31	$202 173_{11 / 2} - 269 797_{9 / 2}^{°}$
1475.774	40	67 761.05	$217 147_{7 / 2} - 284 908_{5 / 2}^{°}$
1473.710	200	67 855.95	$211 957_{11 / 2} - 279 813_{13 / 2}^{°}$
1472.120	400	67 929.24	$207 779_{7 / 2} - 275 709_{9 / 2}^{°}$
1471.880	2	67 940.32	$207 216_{9 / 2} - 275 157_{7 / 2}^{°}$
1471.203	100	67 971.60	$228 554_{9 / 2} - 296 526_{11 / 2}^{°}$
1471.094	10cl	67 976.62	$202 173_{11 / 2} - 270 150_{11 / 2}^{°}$
1470.045	3bl	68 025.12	$219 261_{7 / 2} - 287 287_{5 / 2}^{°}$
1469.454	50	68 052.48	$212 047_{9 / 2} - 280 099_{7 / 2}^{°}$
1468.991	200	68 073.93	$217 422_{9 / 2} - 285 495_{11 / 2}^{°}$
1468.749	10	68 085.15	$202 173_{11 / 2} - 270 258_{13 / 2}^{°}$
			$219 202_{3 / 2} - 287 287_{5 / 2}^{°}$
1467.809	40bl	68 128.75	$219 261_{7 / 2} - 287 390_{7 / 2}^{°}$
1464.031	20	68 304.56	$218 982_{5 / 2} - 287 287_{5 / 2}^{°}$
1463.514	20	68 328.69	$228 377_{7 / 2} - 296 706_{7 / 2}^{°}$
1461.825	20bl	68 407.64	$218 982_{5 / 2} - 287 390_{7 / 2}^{°}$
1460.708	30	68 459.95	$220 182_{5 / 2} - 288 642_{7 / 2}^{°}$
1460.113	100	68 487.84	$201 310_{11 / 2} - 269 797_{9 / 2}^{°}$
1459.156	10b	68 532.76	$217 422_{9 / 2} - 285 954_{7 / 2}^{°}$
1455.214	100	68 718.41	$207 216_{9 / 2} - 275 935_{11 / 2}^{°}$
			$219 261_{7 / 2} - 287 980_{5 / 2}^{°}$
1454.375	100	68 758.05	$212 047_{9 / 2} - 280 805_{9 / 2}^{°}$
1453.910	30	68 780.04	$217 422_{9 / 2} - 286 201_{9 / 2}^{°}$
1453.751	30	68 787.57	$207 779_{7 / 2} - 276 567_{7 / 2}^{°}$
1453.353	200	68 806.40	$219 261_{7 / 2} - 288 068_{9 / 2}^{°}$
1452.638	100	68 840.27	$201 310_{11 / 2} - 270 150_{11 / 2}^{°}$
1452.469	20bl	68 848.28	$211 957_{11 / 2} - 280 805_{9 / 2}^{°}$
1450.686	100	68 932.89	$228 377_{7 / 2} - 297 310_{9 / 2}^{°}$
1450.356	100	68 948.58	$201 310_{11 / 2} - 270 258_{13 / 2}^{°}$
1449.324	40	68 997.68	$218 982_{5 / 2} - 287 980_{5 / 2}^{°}$
1448.138	100	69 054.19	$217 147_{7 / 2} - 286 201_{9 / 2}^{°}$
1443.641	40	69 269.29	$212 047_{9 / 2} - 281 316_{11 / 2}^{°}$
1441.952	10	69 350.43	$207 216_{9 / 2} - 276 567_{7 / 2}^{°}$
1441.761	200	69 359.62	$211 957_{11 / 2} - 281 316_{11 / 2}^{°}$
1435.556	10	69 659.42	$218 982_{5 / 2} - 288 642_{7 / 2}^{°}$
1432.771	100	69 794.82	$243 552_{11 / 2} - 313 347_{11 / 2}^{°}$
1432.500	50	69 808.02	$243 539_{13 / 2} - 313 347_{11 / 2}^{°}$
			$207 779_{7 / 2} - 277 587_{5 / 2}^{°}$
1429.209	4	69 968.77	$217 422_{9 / 2} - 287 390_{7 / 2}^{°}$
1420.023	50b	70 421.39	$243 552_{11 / 2} - 313 974_{13 / 2}^{°}$
1290.447	10	77 492.54	$207 779_{7 / 2} - 285 271_{7 / 2}^{°}$
1247.456	4	80 163.12	$217 147_{7 / 2} - 297 310_{9 / 2}^{°}$
1236.607	5	80 866.46	$187 526_{15 / 2} - 268 393_{15 / 2}^{°}$
1015.829	1	98 441.7	$158 125_{11 / 2} - 256 566_{11 / 2}^{°}$
1008.394	1	99 167.5	$158 125_{11 / 2} - 257 293_{13 / 2}^{°}$
1002.891	2cl	99 711.7	$156 855_{9 / 2} - 256 566_{11 / 2}^{°}$
979.306	2	102 113.1	$171 307_{7 / 2} - 273 421_{7 / 2}^{°}$
965.653	1	103 556.8	$166 240_{9 / 2} - 269 797_{9 / 2}^{°}$
963.227	1	103 817.6	$171 465_{3 / 2} - 275 283_{5 / 2}^{°}$
960.921	1	104 066.8	$173 520_{7 / 2} - 277 587_{5 / 2}^{°}$
958.970	2	104 278.5	$171 005_{5 / 2} - 275 283_{5 / 2}^{°}$
956.772	3	104 518.1	$170 639_{9 / 2} - 275 157_{7 / 2}^{°}$
954.374	20	104 780.7	$151 786_{13 / 2} - 256 566_{11 / 2}^{°}$
952.173	3	105 022.9	$162 909_{11 / 2} - 267 932_{9 / 2}^{°}$
951.662	10	105 079.3	$162 909_{11 / 2} - 267 988_{11 / 2}^{°}$
951.237	3	105 126.2	$162 806_{9 / 2} - 267 932_{9 / 2}^{°}$
950.729	1	105 182.4	$162 806_{9 / 2} - 267 988_{11 / 2}^{°}$
950.246	4	105 235.9	$180 036_{7 / 2} - 285 271_{7 / 2}^{°}$
950.032	2	105 259.6	$170 023_{5 / 2} - 275 283_{5 / 2}^{°}$
948.762	7	105 400.5	$158 125_{11 / 2} - 263 525_{9 / 2}^{°}$
947.805	40	105 506.9	$151 786_{13 / 2} - 257 293_{13 / 2}^{°}$
941.636	10	106 198.1	$167 223_{5 / 2} - 273 421_{7 / 2}^{°}$
940.775	10	106 295.3	$167 125_{9 / 2} - 273 421_{7 / 2}^{°}$
940.328	3	106 345.8	$163 804_{13 / 2} - 270 150_{11 / 2}^{°}$
939.097	4	106 485.2	$168 671_{7 / 2} - 275 157_{7 / 2}^{°}$
938.578	3	106 544.1	$170 023_{5 / 2} - 276 567_{7 / 2}^{°}$
937.713	10	106 642.5	$178 629_{9 / 2} - 285 271_{7 / 2}^{°}$
937.466	10	106 670.5	$156 855_{9 / 2} - 263 525_{9 / 2}^{°}$
935.559	10	106 887.9	$162 909_{11 / 2} - 269 797_{9 / 2}^{°}$
935.448	10	106 900.7	$198 089_{7 / 2} - 304 990_{5 / 2}^{°}$
934.647	20	106 992.2	$162 806_{9 / 2} - 269 797_{9 / 2}^{°}$
933.672	20	107 103.9	$156 219_{7 / 2} - 263 323_{7 / 2}^{°}$
933.182	10	107 160.2	$166 240_{9 / 2} - 273 400_{9 / 2}^{°}$
933.007	15	107 180.3	$166 240_{9 / 2} - 273 421_{7 / 2}^{°}$
932.915	4	107 190.9	$167 223_{5 / 2} - 274 413_{5 / 2}^{°}$
931.917	4	107 305.6	$156 219_{7 / 2} - 263 525_{9 / 2}^{°}$
931.584	10	107 344.0	$162 806_{9 / 2} - 270 150_{11 / 2}^{°}$
929.670	6	107 565.0	$170 023_{5 / 2} - 277 587_{5 / 2}^{°}$
929.606	10	107 572.4	$178 629_{9 / 2} - 286 201_{9 / 2}^{°}$
929.005	3	107 642.0	$203 211_{15 / 2} - 310 853_{15 / 2}^{°}$
927.222	50	107 849.0	$165 551_{11 / 2} - 273 400_{9 / 2}^{°}$
926.999	10	107 874.9	$177 396_{9 / 2} - 285 271_{7 / 2}^{°}$
926.815	3	107 896.3	$168 671_{7 / 2} - 276 567_{7 / 2}^{°}$
926.489	3	107 934.3	$167 223_{5 / 2} - 275 157_{7 / 2}^{°}$
925.787	80	108 016.2	$148 551_{11 / 2} - 256 566_{11 / 2}^{°}$
925.655	10	108 031.6	$167 125_{9 / 2} - 275 157_{7 / 2}^{°}$
925.408	1	108 060.4	$167 223_{5 / 2} - 275 283_{5 / 2}^{°}$
923.812	5	108 247.1	$202 173_{11 / 2} - 310 420_{9 / 2}^{°}$
923.492	2	108 284.6	$196 706_{5 / 2} - 304 990_{5 / 2}^{°}$
923.042	20	198 337.4	$154 985_{9 / 2} - 263 323_{7 / 2}^{°}$
922.727	40	108 374.4	$176 019_{11 / 2} - 284 393_{9 / 2}^{°}$
921.898	60	108 471.8	$155 054_{11 / 2} - 263 525_{9 / 2}^{°}$
921.319	40	108 540.0	$154 985_{9 / 2} - 263 525_{9 / 2}^{°}$
921.116	2	108.563.9	$172 242_{9 / 2} - 280 805_{9 / 2}^{°}$
920.925	50	108 586.4	$159 402_{13 / 2} - 267 988_{11 / 2}^{°}$
920.621	4	108 622.3	$166 535_{7 / 2} - 275 157_{7 / 2}^{°}$
919.909	8	108 706.4	$166 577_{5 / 2} - 275 283_{5 / 2}^{°}$
919.607	10cl	108 742.1	$148 551_{11 / 2} - 257 293_{13 / 2}^{°}$
919.557	5	108 748.0	$166 535_{7 / 2} - 275 283_{5 / 2}^{°}$
918.260	40	108 901.6	$154 421_{5 / 2} - 263 323_{7 / 2}^{°}$
918.131	8cl	108 916.9	$166 240_{9 / 2} - 275 157_{7 / 2}^{°}$
917.821	2	108 953.7	$166 577_{5 / 2} - 275 530_{3 / 2}^{°}$
916.503	1	109 110.3	$201 310_{11 / 2} - 310 420_{9 / 2}^{°}$
915.730	2	109 202.4	$164 198_{7 / 2} - 273 400_{9 / 2}^{°}$
			$161 055_{11 / 2} - 270 258_{13 / 2}^{°}$
914.719	100	109 323.1	$147 970_{15 / 2} - 257 293_{13 / 2}^{°}$
913.729	5	109 441.6	$167 125_{9 / 2} - 276 567_{7 / 2}^{°}$
913.569	10	109 460.8	$170 639_{9 / 2} - 280 099_{7 / 2}^{°}$
912.834	4	109 549.0	$195 441_{5 / 2} - 304 990_{5 / 2}^{°}$
910.683	10	109 807.6	$158 125_{11 / 2} - 267 932_{9 / 2}^{°}$
910.220	10	109 863.5	$158 125_{11 / 2} - 267 988_{11 / 2}^{°}$
909.637	2	109 933.9	$164 479_{3 / 2} - 274 413_{5 / 2}^{°}$
908.988	10	110 012.4	$178 629_{9 / 2} - 288 642_{7 / 2}^{°}$
908.460	4	110 076.3	$170 023_{5 / 2} - 280 099_{7 / 2}^{°}$
907.718	7	110 166.3	$170 639_{9 / 2} - 280 805_{9 / 2}^{°}$
907.554	10	110 186.2	$203 161_{13 / 2} - 313 347_{11 / 2}^{°}$
906.619	5	110 299.9	$175 654_{7 / 2} - 285 954_{7 / 2}^{°}$
906.082	3	110 365.2	$167 223_{5 / 2} - 277 587_{5 / 2}^{°}$
905.047	2	110 491.4	$162 909_{11 / 2} - 273 400_{9 / 2}^{°}$
904.594	3	110 546.8	$175 654_{7 / 2} - 286 201_{9 / 2}^{°}$
902.954	30	110 747.6	$159 402_{13 / 2} - 270 150_{11 / 2}^{°}$
902 833	30	110 762.4	$203 211_{15 / 2} - 313 974_{13 / 2}^{°}$
902.499	10	110 803.4	$164 479_{3 / 2} - 275 283_{5 / 2}^{°}$
902.185	3	110 842.0	$162 558_{7 / 2} - 273 400_{9 / 2}^{°}$
901.582	20	110 916.2	$162 483_{9 / 2} - 273 400_{9 / 2}^{°}$
901.232	3	110 959.2	$164 198_{7 / 2} - 275 157_{7 / 2}^{°}$
901.126	30	110 972.2	$157 016_{13 / 2} - 267 988_{11 / 2}^{°}$
900.812	4	111 010.9	$166 577_{5 / 2} - 277 587_{5 / 2}^{°}$
900.271	10	111 077.6	$156 855_{9 / 2} - 267 932_{9 / 2}^{°}$
900.213	5	111 084.8	$164 198_{7 / 2} - 275 283_{5 / 2}^{°}$
899.817	5	111 133.7	$156 855_{9 / 2} - 267 988_{11 / 2}^{°}$
899.489	10	111 174.2	$202 173_{11 / 2} - 313 347_{11 / 2}^{°}$
898.918	20cl	111 244.8	$177 396_{9 / 2} - 288 642_{7 / 2}^{°}$
898.415	40	111 307.1	$168 506_{13 / 2} - 279 813_{13 / 2}^{°}$
898.301	2	111 321.2	$168 491_{11 / 2} - 279 813_{13 / 2}^{°}$
897.857	3	111 376.3	$157 016_{13 / 2} - 268 393_{15 / 2}^{°}$
897.766	4	111 387.6	$173 520_{7 / 2} - 284 908_{5 / 2}^{°}$
897.422	4	111 427.8	$168 671_{7 / 2} - 280 099_{7 / 2}^{°}$
897.282	20	111 447.6	$161 973_{5 / 2} - 273 421_{7 / 2}^{°}$
			$198 972_{9 / 2} - 310 420_{9 / 2}^{°}$
895.470	20	111 673.1	$158 125_{11 / 2} - 269 797_{9 / 2}^{°}$
895.152	40	111 712.8	$156 219_{7 / 2} - 267 932_{9 / 2}^{°}$
895.014	60	111 730.0	$156 663_{15 / 2} - 268 393_{15 / 2}^{°}$
894.013	10	111 855.1	$162 558_{7 / 2} - 274 413_{5 / 2}^{°}$
893.489	4	111 920.8	$192 100_{9 / 2} - 304 021_{7 / 2}^{°}$
892.656	20	112 025.2	$158 125_{11 / 2} - 270 150_{11 / 2}^{°}$
			$187 526_{15 / 2} - 299 551_{13 / 2}^{°}$
892.556	4	112 037.7	$201 310_{11 / 2} - 313 347_{11 / 2}^{°}$
891.991	10	112 108.8	$190 994_{5 / 2} - 303 103_{5 / 2}^{°}$
891.814	100	112 131.0	$163 804_{13 / 2} - 275 935_{11 / 2}^{°}$
890.360	20	112 314.1	$168 491_{11 / 2} - 280 805_{9 / 2}^{°}$
890.114	7	112 345.1	$161 055_{11 / 2} - 273 400_{9 / 2}^{°}$
890.068	7	112 350.9	$162 806_{9 / 2} - 275 157_{7 / 2}^{°}$
889.923	1	112 369.2	$164 198_{7 / 2} - 276 567_{7 / 2}^{°}$
889.410	5	112 434.0	$173 520_{7 / 2} - 285 954_{7 / 2}^{°}$
889.359	8	112 440.5	$161 973_{5 / 2} - 274 413_{5 / 2}^{°}$
888.932	20	112 494.5	$174 895_{7 / 2} - 287 390_{7 / 2}^{°}$
888.110	20	112 598.6	$162 558_{7 / 2} - 275 157_{7 / 2}^{°}$
887.517	10	112 673.8	$162 483_{9 / 2} - 275 157_{7 / 2}^{°}$
886.824	20	112 761.9	$150 561_{7 / 2} - 263 323_{7 / 2}^{°}$
886.533	8	112 798.9	$162 909_{11 / 9} - 275 709_{9 / 2}^{°}$
886.438	50	112 811.0	$168 506_{13 / 2} - 281 316_{11 / 2}^{°}$
886.322	50	112 825.8	$168 491_{11 / 2} - 281 316_{11 / 2}^{°}$
886.160	70	112 846.4	$143 721_{9 / 2} - 256 566_{11 / 2}^{°}$
			$174 544_{9 / 2} - 287 390_{7 / 2}^{°}$
885.923	10	112 876.6	$183 649_{9 / 2} - 296 526_{11 / 2}^{°}$
885.720	15	112 902.4	$162 806_{9 / 2} - 275 709_{9 / 2}^{°}$
885.394	30	112 944.1	$156 855_{9 / 2} - 269 797_{9 / 2}^{°}$
885.235	20	112 964.3	$150 561_{7 / 2} - 263 525_{9 / 2}^{°}$
885.160	2	112 973.9	$167 125_{9 / 2} - 280 099_{7 / 2}^{°}$
885.057	2	112 987.0	$175 654_{7 / 2} - 288 642_{7 / 2}^{°}$
884.928	4	113 003.5	$154 985_{9 / 2} - 267 988_{11 / 2}^{°}$
884.747	1	113 026.7	$190 994_{5 / 2} - 304 021_{7 / 2}^{°}$
884.512	20	113 056.7	$183 649_{9 / 2} - 296 706_{7 / 2}^{°}$
884.290	20	113 085.0	$174 895_{7 / 2} - 287 980_{5 / 2}^{°}$
			$171 307_{7 / 2} - 284 393_{9 / 2}^{°}$
884.207	40	113 095.7	$184 215_{11 / 2} - 297 310_{9 / 2}^{°}$
884.111	1	113 107.9	$164 479_{3 / 2} - 277 587_{5 / 2}^{°}$
883.914	20	113 133.1	$157 016_{13 / 2} - 270 150_{11 / 2}^{°}$
883.609	2	113 172.2	$174 895_{7 / 2} - 288 068_{9 / 2}^{°}$
883.520	4	113 183.6	$161 973_{5 / 2} - 275 157_{7 / 2}^{°}$
883.065	30	113 241.9	$157 016_{13 / 2} - 270 258_{13 / 2}^{°}$
882.963	30	113 255.0	$172 242_{9 / 2} - 285 495_{11 / 2}^{°}$
882.654	7	113 294.6	$156 855_{9 / 2} - 270 150_{11 / 2}^{°}$
882.537	1	113 309.6	$161 973_{5 / 2} - 275 283_{5 / 2}^{°}$
881.497	8	113 443.3	$171 465_{3 / 2} - 284 908_{5 / 2}^{°}$
881.434	3	113 451.4	$162 483_{9 / 2} - 275 935_{11 / 2}^{°}$
880.873	10bl	113 523.7	$174 544_{9 / 2} - 288 068_{9 / 2}^{°}$
880.610	10	113 557.6	$161 973_{5 / 2} - 275 530_{3 / 2}^{°}$
880.543	20	113 566.3	$166 535_{7 / 2} - 280 099_{7 / 2}^{°}$
880.457	6	113 577.3	$156 219_{7 / 2} - 269 797_{9 / 2}^{°}$
880.316	100	113 595.5	$156 663_{15 / 2} - 270 258_{13 / 2}^{°}$
879.666	10	113 679.5	$167 125_{9 / 2} - 280 805_{9 / 2}^{°}$
879.409	20	113 712.7	$172 242_{9 / 2} - 285 954_{7 / 2}^{°}$
878.279	2	113 859.0	$166 240_{9 / 2} - 280 099_{7 / 2}^{°}$
878.199	5	113 869.4	$173 520_{7 / 2} - 287 390_{7 / 2}^{°}$
877.933	7	113 903.9	$171 005_{5 / 2} - 284 908_{5 / 2}^{°}$
877.848	20	113 914.9	$189 188_{7 / 2} - 303 103_{5 / 2}^{°}$
877.501	20	113 959.9	$172 242_{9 / 2} - 286 201_{9 / 2}^{°}$
877.127	10	114 008.5	$162 558_{7 / 2} - 276 567_{7 / 2}^{°}$
876.548	15	114 083.8	$162 483_{9 / 2} - 276 567_{7 / 2}^{°}$
876.449	50	114 096.7	$174 544_{9 / 2} - 288 642_{7 / 2}^{°}$
875.892	50	114 169.4	$182 357_{13 / 2} - 296 526_{11 / 2}^{°}$
875.724	3	114 191.2	$167 125_{9 / 2} - 281 316_{11 / 2}^{°}$
875.121	4	114 269.9	$166 535_{7 / 2} - 280 805_{9 / 2}^{°}$
874.319	1	114 374.7	$198 972_{9 / 2} - 313 347_{11 / 2}^{°}$
874.237	2	114 385.4	$159 035_{7 / 2} - 273 421_{7 / 2}^{°}$
873.840	15	114 437.4	$158 983_{5 / 2} - 273 421_{7 / 2}^{°}$
873.323	4	114 505.1	$172 885_{5 / 2} - 287 390_{7 / 2}^{°}$
872.869	10	114 564.7	$166 240_{9 / 2} - 280 805_{9 / 2}^{°}$
872.647	5	114 593.8	$161 973_{5 / 2} - 276 567_{7 / 2}^{°}$
872.194	4	114 653.3	$161 055_{11 / 2} - 275 709_{9 / 2}^{°}$
870.990	5	114 811.8	$154 985_{9 / 2} - 269 797_{9 / 2}^{°}$
			$181 894_{7 / 2} - 296 706_{7 / 2}^{°}$
870.836	40	114 832.2	$189 188_{7 / 2} - 304 021_{7 / 2}^{°}$
870.436	3	114 884.9	$170 023_{5 / 2} - 284 908_{5 / 2}^{°}$
869.949	10	114 949.2	$171 005_{5 / 2} - 285 954_{7 / 2}^{°}$
869.760	5	114 974.2	$148 551_{11 / 2} - 263 525_{9 / 2}^{°}$
869.347	20	115 028.8	$162 558_{7 / 2} - 277 587_{5 / 2}^{°}$
868.993	8	115 075.7	$166 240_{9 / 2} - 281 316_{11 / 2}^{°}$
868.841	20	115 095.8	$172 885_{5 / 2} - 287 980_{5 / 2}^{°}$
			$155 054_{11 / 2} - 270 150_{11 / 2}^{°}$
868.652	3	115 120.8	$173 520_{7 / 2} - 288 642_{7 / 2}^{°}$
868.447	5	115 148.0	$172 242_{9 / 2} - 287 390_{7 / 2}^{°}$
868.327	10	115 163.9	$154 985_{9 / 2} - 270 150_{11 / 2}^{°}$
868.023	10	115 204.3	$155 054_{11 / 2} - 270 258_{13 / 2}^{°}$
867.487	2	115 275.5	$158 125_{11 / 2} - 273 400_{9 / 2}^{°}$
866.928	70	115 349.8	$164 463_{15 / 2} - 279 813_{13 / 2}^{°}$
866.324	3	115 430.2	$158 983_{5 / 2} - 274 413_{5 / 2}^{°}$
863.370	5	115 825.1	$172 242_{9 / 2} - 288 068_{9 / 2}^{°}$
862.798	5	115 901.9	$164 198_{7 / 2} - 280 099_{7 / 2}^{°}$
862.222	10	115 979.4	$171 307_{7 / 2} - 287 287_{5 / 2}^{°}$
861.924	100	116 019.5	$152 373_{17 / 2} - 268 393_{15 / 2}^{°}$
861.455	3	116 082.6	$171 307_{7 / 2} - 287 390_{7 / 2}^{°}$
861.164	3	116 121.8	$159 035_{7 / 2} - 275 157_{7 / 2}^{°}$
860.781	6	116 173.5	$158 983_{5 / 2} - 275 157_{7 / 2}^{°}$
860.567	7	116 202.4	$151 786_{13 / 2} - 267 988_{11 / 2}^{°}$
859.849	6	116 299.4	$158 983_{5 / 2} - 275 283_{5 / 2}^{°}$
859.109	4	116 399.6	$172 242_{9 / 2} - 288 642_{7 / 2}^{°}$
858.128	4	116 532.7	$159 402_{13 / 2} - 275 935_{11 / 2}^{°}$
858.039	2	116 544.8	$156 855_{9 / 2} - 273 400_{9 / 2}^{°}$
857.582	30	116 606.9	$151 786_{13 / 2} - 268 393_{15 / 2}^{°}$
			$164 198_{7 / 2} - 280 805_{9 / 2}^{°}$
855.408	3	116 903.2	$162 909_{11 / 2} - 279 813_{13 / 2}^{°}$
853.379	1	117 181.2	$156 219_{7 / 2} - 273 400_{9 / 2}^{°}$
852.709	8	117 273.4	$180 036_{7 / 2} - 297 310_{9 / 2}^{°}$
852.267	2	117 334.1	$171 307_{7 / 2} - 288 642_{7 / 2}^{°}$
852.001	30	117 370.7	$150 561_{7 / 2} - 267 932_{9 / 2}^{°}$
			$185 736_{7 / 2} - 303 103_{5 / 2}^{°}$
851.580	10	117 428.7	$170 639_{9 / 2} - 288 068_{9 / 2}^{°}$
850.976	1	117 512.1	$163 804_{13 / 2} - 281 316_{11 / 2}^{°}$
850.836	6	117 531.4	$159 035_{7 / 2} - 276 567_{7 / 2}^{°}$
850.458	3	117 583.7	$158 983_{5 / 2} - 276 567_{7 / 2}^{°}$
			$158 125_{11 / 2} - 275 709_{9 / 2}^{°}$
850.057	60	117 639.1	$193 214_{17 / 2} - 310 853_{15 / 2}^{°}$
849.723	4	117 685.4	$167 223_{5 / 2} - 284 908_{5 / 2}^{°}$
849.545	2	117 710.0	$168 491_{11 / 2} - 286 201_{9 / 2}^{°}$
848.824	4	117 810.0	$158 125_{11 / 2} - 275 935_{11 / 2}^{°}$
848.206	4	117 895.8	$162 909_{11 / 2} - 280 805_{9 / 2}^{°}$
847.460	4	117 999.6	$162 806_{9 / 2} - 280 805_{9 / 2}^{°}$
846.067	1	118 193.9	$156 219_{7 / 2} - 274 413_{5 / 2}^{°}$
845.296	2	118 301.7	$156 855_{9 / 2} - 275 157_{7 / 2}^{°}$
844.852	8	118 363.9	$151 786_{13 / 2} - 270 150_{11 / 2}^{°}$
844.543	4	118 407.2	$162 909_{11 / 2} - 281 316_{11 / 2}^{°}$
844.079	10	118 472.3	$151 786_{13 / 2} - 270 258_{13 / 2}^{°}$
843.810	4	118 510.0	$162 806_{9 / 2} - 281 316_{11 / 2}^{°}$
843.503	1	118 553.2	$159 035_{7 / 2} - 277 587_{5 / 2}^{°}$
843.058	2	118 615.8	$168 671_{7 / 2} - 287 287_{5 / 2}^{°}$
841.544	3	118 829.1	${167.125}_{9 / 2} - 285 954_{7 / 2}^{°}$
841.366	5	118 854.3	$156 855_{9 / 2} - 275 709_{9 / 2}^{°}$
840.916	20	118 917.9	$157 016_{13 / 2} - 275 935_{11 / 2}^{°}$
839.780	1	119 078.8	$156 855_{9 / 2} - 275 935_{11 / 2}^{°}$
838.674	20	119 235.8	$150 561_{7 / 2} - 269 797_{9 / 2}^{°}$
837.382	2	119 419.8	$166 535_{7 / 2} - 285 954_{7 / 2}^{°}$
836.289	10	119 575.8	$168 491_{11 / 2} - 288 068_{9 / 2}^{°}$
836.108	1	119 601.7	$143 721_{9 / 2} - 263 323_{7 / 2}^{°}$
834.694	3	119 804.3	$143 721_{9 / 2} - 263 525_{9 / 2}^{°}$
833.931	2	119 914.0	$177 396_{9 / 2} - 297 310_{9 / 2}^{°}$
833.538	2	119 970.5	$168 671_{7 / 2} - 288 642_{7 / 2}^{°}$
832.149	2	120 170.7	$154 985_{9 / 2} - 275 157_{7 / 2}^{°}$
831.499	2	120 264.7	$167 125_{9 / 2} - 287 390_{7 / 2}^{°}$
830.492	3	120 410.5	$159 402_{13 / 2} - 279 813_{13 / 2}^{°}$
830.408	10bl	120 422.7	$147 970_{15 / 2} - 268 393_{15 / 2}^{°}$
829.830	3	120 506.6	$176 019_{11 / 2} - 296 526_{11 / 2}^{°}$
828.845	3	120.649.8	$165 551_{11 / 2} - 286 201_{9 / 2}^{°}$
827.442	1	120 854.3	$166 535_{7 / 2} - 287 390_{7 / 2}^{°}$
827.260	10	120 880.9	$155 504_{11 / 2} - 275 935_{11 / 2}^{°}$
826.794	4	120 949.1	$154 985_{9 / 2} - 275 935_{11 / 2}^{°}$
825.910	2	121 078.6	$182 025_{5 / 2} - 303 103_{5 / 2}^{°}$
825.652	10	121 116.4	$158 983_{5 / 2} - 280 099_{7 / 2}^{°}$
825.428	2	121 149.2	$166 240_{9 / 2} - 287 390_{7 / 2}^{°}$
823.595	1	121 418.9	$167 223_{5 / 2} - 288 642_{7 / 2}^{°}$
822.936	1	121 516.1	$167 125_{9 / 2} - 288 642_{7 / 2}^{°}$
822.821	1	121 533.1	$166 535_{7 / 2} - 288 068_{9 / 2}^{°}$
822.497	4	121 580.9	$154 985_{9 / 2} - 276 567_{7 / 2}^{°}$
822.378	2	121 598.5	$148 551_{11 / 2} - 270 150_{11 / 2}^{°}$
821.750	2	121 691.5	$163 804_{13 / 2} - 285 495_{11 / 2}^{°}$
821.643	20	121 707.3	$148 551_{11 / 2} - 270 258_{13 / 2}^{°}$
820.249	10	121 914.1	$159 402_{13 / 2} - 281 316_{11 / 2}^{°}$
819.642	1	122 004.4	$164 198_{7 / 2} - 286 201_{9 / 2}^{°}$
818.952	1	122 107.2	$166 535_{7 / 2} - 288 642_{7 / 2}^{°}$
817.741	10	122 288.1	$147 970_{15 / 2} - 270 258_{13 / 2}^{°}$
814.355	2	122 796.5	$157 016_{13 / 2} - 279 813_{13 / 2}^{°}$
813.433	1	122 935.7	$161 973_{5 / 2} - 284 908_{5 / 2}^{°}$
811.908	1	123 166.6	$154 421_{5 / 2} - 277 587_{5 / 2}^{°}$
808.779	1	123 643.1	$162 558_{7 / 2} - 286 201_{9 / 2}^{°}$
807.412	1	123 852.5	$150 561_{7 / 2} - 274 413_{5 / 2}^{°}$
805.483	3	124 149.1	$151 786_{13 / 2} - 275 935_{11 / 2}^{°}$
804.715	1	124 267.5	$143 721_{9 / 2} - 267 988_{11 / 2}^{°}$
804.510	1	124 299.2	$157 016_{13 / 2} - 281 316_{11 / 2}^{°}$
803.460	3	124 461.7	$156 855_{9 / 2} - 281 316_{11 / 2}^{°}$
798.984	2	125 158.9	$162 909_{11 / 2} - 288 068_{9 / 2}^{°}$
798.330	1	125 261.4	$162 806_{9 / 2} - 288 068_{9 / 2}^{°}$
793.168	1	126 076.6	$143 721_{9 / 2} - 269 797_{9 / 2}^{°}$
791.571	1	126 331.0	$154 985_{9 / 2} - 281 316_{11 / 2}^{°}$
790.958	8	126 428.9	$143 721_{9 / 2} - 270 150_{11 / 2}^{°}$
757.646	3	131 987.7	$143 721_{9 / 2} - 275 709_{9 / 2}^{°}$
718.842	6	139 112.6	$171 307_{7 / 2} - 310 420_{9 / 2}^{°}$
711.861	1	140 476.8	$159 402_{13 / 2} - 299 879_{11 / 2}^{°}$
701.121	20	142 628.7	$11 793_{5 / 2}^{°} - 154 421_{5 / 2}$
699.848	8	142 888.1	$156 663_{15 / 2} - 299 551_{13 / 2}^{°}$
665.863	2	150 181.	$11 793_{5 / 2}^{°} - 161 973_{5 / 2}$
664.182	10	150 561.	$0_{7 / 2}^{°} - 150 561_{7 / 2}$
663.292	50	150 763.	$11 793_{5 / 2}^{°} - 162 558_{7 / 2}$
659.711	4	151 582.	$147 970_{15 / 2} - 299 551_{13 / 2}^{°}$
656.146	4	152 405.	$11 793_{5 / 2}^{°} - 164 198_{7 / 2}$
647.581	5	154 421.	$0_{7 / 2}^{°} - 154 421_{5 / 2}$
646.238	20	154 742.	$11 793_{5 / 2}^{°} - 166 535_{5 / 2}$
646.060	1	154 784.	$11 793_{5 / 2}^{°} - 166 577_{5 / 2}$
645.219	20	154 986.	$0_{7 / 2}^{°} - 154 985_{9 / 2}$
643.374	3	155 431.	$11 793_{5 / 2}^{°} - 167 223_{5 / 2}$
640.120	20	156 221.	$0_{7 / 2}^{°} - 156 219_{7 / 2}$
637.531	40	156 855.	$0_{7 / 2}^{°} - 156 855_{9 / 2}$
637.437	50cl	156 878.	$11 793_{5 / 2}^{°} - 168 671_{7 / 2}$
628.998	1	158 983.	$0_{7 / 2}^{°} - 158 983_{5 / 2}$
628.793	40	159 035.	$0_{7 / 2}^{°} - 159 035_{7 / 2}$
628.091	4	159 213.	$11 793_{5 / 2}^{°} - 171 005_{5 / 2}$
626.285	2	159 672.	$11 793_{5 / 2}^{°} - 171 465_{3 / 2}$
618.330	10	161 726.	$11 793_{5 / 2}^{°} - 173 520_{7 / 2}$
617.384	1	161 974.	$0_{7 / 2}^{°} - 161 973_{5 / 2}$
615.447	7	162 484.	$0_{7 / 2}^{°} - 162 483_{9 / 2}$
615.162	30	162 559.	$0_{7 / 2}^{°} - 162 558_{7 / 2}$
614.226	60	162 807.	$0_{7 / 2}^{°} - 162 806_{9 / 2}$
610.275	2	163 861.	$11 793_{5 / 2}^{°} - 175 654_{7 / 2}$
609.013	7	164 200.	$0_{7 / 2}^{°} - 164 198_{7 / 2}$
601.537	50	166 241.	$0_{7 / 2}^{°} - 166 240_{9 / 2}$
600.470	10	166 536.	$0_{7 / 2}^{°} - 166 535_{7 / 2}$
600.328	4	166 576.	$0_{7 / 2}^{°} - 166 577_{5 / 2}$
598.004	2	167 223.	$0_{7 / 2}^{°} - 167 223_{5 / 2}$
597.338	7	167 410.	$11 793_{5 / 2}^{°} - 179 203_{5 / 2}$
594.380	10	168 243.	$11 793_{5 / 2}^{°} - 180 036_{7 / 2}$
588.156	2	170 023.	$0_{7 / 2}^{°} - 170 023_{5 / 2}$
587.887	1	170 101.	$11 793_{5 / 2}^{°} - 181 894_{7 / 2}$
587.432	20	170 232.	$11 793_{5 / 2}^{°} - 182 025_{5 / 2}$
584.778	1	171 005.	$0_{7 / 2}^{°} - 171 005_{5 / 2}$
583.746	10	171 307.	$0_{7 / 2}^{°} - 171 307_{7 / 2}$
580.580	2	172 242.	$0_{9 / 2}^{°} - 172 242_{9 / 2}$
576.300	15	173 521.	$0_{7 / 2}^{°} - 173 520_{7 / 2}$
574.902	10	173 943.	$11 793_{5 / 2}^{°} - 185 736_{7 / 2}$
571.346	20	175 025.	$11 793_{5 / 2}^{°} - 186 818_{5 / 2}$
569.300	20	175 654.	$0_{7 / 2}^{°} - 175 654_{7 / 2}$
563.723	100	177 392	$0_{7 / 2}^{°} - 177 396_{9 / 2}$
			$11 793_{5 / 2}^{°} - 189 188_{7 / 2}$
558.024	5	179 204.	$0_{7 / 2}^{°} - 179 203_{5 / 2}$
			$11 793_{5 / 2}^{°} - 190 994_{5 / 2}$
555.444	40	180 036.	$0_{7 / 2}^{°} - 180 036_{7 / 2}$
549.772	2	181 894.	$0_{7 / 2}^{°} - 181 894_{7 / 2}$
549.375	10	182 025.	$0_{7 / 2}^{°} - 182 025_{5 / 2}$
544.518	2	183 649.	$0_{7 / 2}^{°} - 183 649_{9 / 2}$
			$11 793_{5 / 2}^{°} - 195 441_{5 / 2}$
540.794	5	184 913.	$11 793_{5 / 2}^{°} - 196 706_{5 / 2}$
538.398	1	185 736.	$0_{7 / 2}^{°} - 185 736_{7 / 2}$
536.778	2	186 297.	$11 793_{5 / 2}^{°} - 198 089_{7 / 2}$
535.277	10	186 819.	$0_{7 / 2}^{°} - 186 818_{5 / 2}$
528.571	2	189 190.	$0_{7 / 2}^{°} - 189 188_{7 / 2}$
523.569	20	190 997.	$0_{7 / 2}^{°} - 190 994_{5 / 2}$
520.559	20	192 101.	$0_{7 / 2}^{°} - 192 100_{9 / 2}$
511.664	10	195 441.	$0_{7 / 2}^{°} - 195 441_{5 / 2}$
508.374	2	196 706.	$0_{7 / 2}^{°} - 196 706_{5 / 2}$
504.825	3	198 088.	$0_{7 / 2}^{°} - 198 089_{7 / 2}$

TABLE II

Observed energy levels of quadruply ionized lutetium in units of cm⁻¹. Term assignments are generally obtained from the major component of the eigenvector.

Configuration	Term	J	Energy Level	Number of Transitions
4f¹³	²F°	7/2	0.0	36
		5/2	11 793.4	23
4f¹²(³H₆)5d	(6,3/2)	9/2	143 721.1	7
		15/2	147 970.2	4
		11/2	148 551.1	5
		13/2	151 786.2	7
4f¹²(³H₆)5d	(6,5/2)	7/2	150 561.5	6
		17/2	152 373.6	1
		9/2	154 986.9	10
		15/2	156 663.1	3
		13/2	157 016.9	7
		11/2	158 125.2	10
4f¹²(³F₄)5d	(4,3/2)	5/2	154 421.5	4
		11/2	155 054.1	4
		7/2	156 219.8	7
		9/2	156 855.3	12
4f¹²(³H₅)5d	(5,5/2)	5/2	158 983.6	7
		7/2	164 198.2	9
		15/2	164 463.4	1
		9/2	166 240.8	9
		11/2	168 491.7	5
		13/2	168 506.0	2
4f¹²(³H₅)5d	(5,3/2)	7/2	159 035.3	5
		13/2	159 402.5	6
		9/2	162 806.3	10
		11/2	162 909.7	9
4f¹²(³F₄)5d	(4,5/2)	11/2	161 055.8	3
		5/2	161 973.5	9
		9/2	162 483.5	5
		7/2	162 558.5	8
		13/2	163 804.4	4
4f¹²(³F₃)5d	(3,3/2)	3/2	164 479.9	3
		7/2	166 535.3	10
		5/2	170 023.4	6
		9/2	170 639.2	4
4f¹²(³H₄)5d	(4,3/2)	11/2	165 551.8	2
		9/2	167 125.8	9
		5/2	167 223.0	9
		7/2	171 307.8	7
4f¹²(³F₂)5d	(2,3/2)	5/2	166 577.0	5
		7/2	168 671.6	6
4f(³H₄)5d	(4,5/2)	5/2	171 005.1	5
		3/2	171 465.5	3
		9/2	172 242.2	8
		7/2	175 654.8	5
4f¹²(³F₃)5d	(3,5/2)	5/2	172 885.0	2
		7/2	173 520.9	7
		9/2	174 544.6	3
4f¹²(³F₂)5d	(2,5/2)	7/2	174 895.8	3
		9/2	177 396.9	4
4f¹²(¹G₄)5d	(4,3/2)	11/2	176 019.6	2
		9/2	178 629.5	3
		5/2	179 203.	2 R^a
		7/2	180 036.0	4
4f¹²(¹G₄)5d	(4,5/2)	7/2	181 894.0	3
		13/2	182 357.0	1
		9/2	183 649.3	3
		11/2	184 215.0	1
		5/2	186 818.9	2
4f¹²(¹D₂)5d	(2,3/2)	5/2	182 025.0	3
		7/2	185 736.1	3
4f¹²(¹I₆)5d	(6,3/2)	15/2	187 526.6	2
4f¹²(¹D₂)5d	(2,5/2)	7/2	189 188.7	4
		5/2	190 994.9	4
		9/2	192 100.7	2
4f¹²(¹I₆)5d	(6,5/2)	17/2	193 214.2	1
		9/2	198 972.8	2
		11/2	202 173.5	9
		13/2	203 161.3	1
		15/2	203 211.5	2
4f¹²(³P₂)5d	(2,3/2)	5/2	195 441.5	3
		7/2	198 089.8	3
4f¹²(³P₁)5d	(1,3/2)	5/2	196 706.0	3
4f¹²(³H₆)6s	(6,1/2)	13/2	200 497.6	2
		11/2	201 310.1	9
4f¹²(³F₄)6s	(4,1/2)	9/2	207 216.8	6
		7/2	207 779.8	9
4f¹²(³H₅)6s	(5,1/2)	11/2	211 957.5	6
		9/2	212 047.5	9
4f¹²(³H₄)6s	(4,1/2)	7/2	217 147.6	6
		9/2	217 422.0	7
4f¹²(³F₃)6s	(3,1/2)	5/2	218 982.7	8
		7/2	219 262.0	7
4f¹²(³F₂)6s	(2,1/2)	3/2	219 202.1	3
		5/2	220 182.1	8
4f¹²(¹G₄)6s	(4,1/2)	7/2	228 377.4	5
		9/2	228 554.6	2
4f¹²(¹I₆)6s	(6,1/2)	13/2	243 539.6	2
		11/2	243 552.8	4
4f¹²(³H₆)6p	(6,1/2)°	11/2	256 566.9	8
		13/2	257 293.1	7
4f¹²(³F₄)6p	(4,1/2)°	7/2	263 323.1	6
		9/2	263 525.7	10
4f¹²(³H₅)6p	(5,1/2)°	9/2	267 932.8	11
		11/2	267 988.9	13
4f¹²(³H₆)6p	(6,3/2)°	15/2	268 393.1	6
		9/2	269 797.9	13
		11/2	270 150.1	14
		13/2	270 258.6	9
4f¹²(³F₄)6p	(4,1/2)°	9/2	273 400.8	14
		7/2	273 421.0	10
4f¹²(³F₂)6p	(2,1/2)°	5/2	274 413.9	10
		3/2	275 530.9	2
4f¹²(³F₃)6p	(3,1/2)°	7/2	275 157.3	22
		5/2	275 283.3	13
4f¹²(³F₄)6p	(4,3/2)°	9/2	275 709.1	7
		11/2	275 935.0	11
		7/2	276 567.3	14
		5/2	277 587.9	10
4f¹²(³H₅)6p	(5,3/2)°	13/2	279 813.3	7
		7/2	280 099.9	9
		9/2	280 805.7	11
		5/2	281 316.9	13
4f¹²(¹G₄)6p	(4,1/2)°	9/2	284 393.5	4
		7/2	285 271.9	6
4f¹²(³H₄)6p	(4,3/2)°	5/2	284 908.8	9
		11/2	285 495.9	2
		7/2	285 954.8	7
		9/2	286 201.8	10
4f¹²(³F₂)6p	(2,3/2)°	5/2	287 287.2	5
		7/2	288 642.1	13
4f¹²(³F₃)6p	(3,3/2)°	7/2	287 390.5	13
		5/2	287 980.4	4
		9/2	288 068.2	10
4f¹²(¹G₄)6p	(4,3/2)°	11/2	296 526.0	4
		7/2	296 706.0	3
		9/2	297 310.5	5
4f¹²(¹I₆)6p	(6,1/2)°	13/2	299 551.7	4
		11/2	299 879.8	2
4f¹²(¹D₂)6p	(2,3/2)°	5/2	303 103.6	4
		7/2	304 021.5	3
4f¹²(³P₂)6p	(2,1/2)°	5/2	304 990.5	3
4f¹²(¹I₆)6p	(6,3/2)°	9/2	310 420.6	4
		15/2	310 853.3	3
		11/2	313 347.6	6
		13/2	313 974.1	2

a This level is derived solely from resonance transitions.

TABLE III

Fitted values for radial parameters of the 4f¹²5d, 4f¹²6s, and 4f¹²6p configurations of Lu V. Units are cm⁻¹.

Parameter	4f¹²5d	4f¹²6s	4f¹²6p
A	179122 ± 120	218131 ± 50	284660 ± 56
E¹(f¹²)	8294 ± 23	8506 ± 65	8466 ± 20
E²(f¹²)	39.86 ± .20	41.21 ± .35	41.37 ± .13
E³(f¹²)	827.8 ± 2.0	806.3 ± 7.9	810.7 ± 2.3
α(f¹²)	28.8 ± 1.5	19.8 ± 2.4	20.5 ± .9
β(f¹²)	−1000 (fixed)	−1000 (fixed)	−1000 (fixed)
γ(f¹²)	−71 ±6	−70 (fixed)	−65.1 ± 3.2
ζ(4f)	3534.6 ± 5.1	3534.5 ± 8	3534.5 ± 2.7
F²(fd)	28153 ± 110
F⁴(fd)	18844 ± 250
G¹(fd)	9221 ± 35
G³(fd)	11069 ± 250
G⁵(fd)	7921 ± 230
D¹(fd)	1226 ± 96
D³(fd)	0 (fixed)
X²(fd)	2258 ± 200
X⁴(fd)	1340 ± 400
ζ(5d)	2493 ± 10
F²(fp)			9683 ± 53
G²(fp)			2951 ± 38
G⁴(fp)			2784 ± 120
D¹(fp)			308 ± 46
X³(fp)			0 (fixed)
ζ(6p)			8096 ± 7
G³(fs)		3025 ± 150
R²(fd,fs)^a		0 (fixed)
R³(fd,sf)^a		−3164 ± 930

a Configuration interaction parameters between 4f¹²5d and 4f¹²6s.

TABLE IV

Calculated energies and compositions of the levels of the 4f¹²(5d + 6s) configuration of quadruply ionized lutetium. Units are cm⁻¹.

Levels
J	calc	obs	o-c	Composition in J₁j coupling
1/2	168 855			(³F₂)3/2	62%,	(³F₃)5/2	17%
	174 924			(³F₂)5/2	48%,	(³F₃)5/2	15%
	176 470			(³F₃)5/2	59%,	(³F₂)5/2	23%
	184 033			(³P₁)3/2	32%,	(¹D₂)3/2	24%
	191 204			(³P₁)3/2	28%,	(³P₂)5/2	18%
	195 131			(³P₁)3/2	39%,	(¹D₂)5/2	29%
	200 915			(³P₂)3/2	57%,	(¹D₂)3/2	34%
	208 725			(³P₂)5/2	61%,	(¹D₂)5/2	32%
	243 458			(³P₀) s	86%,	(¹S₀) s	7%
	245 898			(³P₁) s	93%,	(³P₀) s	6%
	290 691			(¹S₀) s	92%,	(³P₀) s	7%
3/2	160 621			(³H₄)5/2	25%,	(¹G₄)5/2	25%
	164 531	164479	−52	(³F₃)3/2	43%,	(³F₄)5/2	27%
	167 859			(³F₂)3/2	27%,	(³F₃)3/2	18%
	171 425	171465	40	(³H₄)5/2	37%,	(³F₃)3/2	31%
	174 623			(³F₂)5/2	36%,	(³F₃)5/2	35%
	175 864			(³F₃)5/2	34%,	(³F₂)5/2	32%
	183 395			(¹G₄)5/2	45%,	(³F₄)5/2	18%
	185 446			(³P₂)3/2	45%,	(³F₂)3/2	18%
	190 153			(¹D₂)5/2	37%,	(³P₂)5/2	27%
	194 364			(³P₀)3/2	71%,	(³F₂)5/2	7%
	196 063			(³P₁)3/2	64%,	(¹D₂)3/2	10%
	201 492			(³P₂)3/2	27%,	(³P₁)3/2	26%
	204 253			(³P₁)5/2	71%,	(¹D₂)3/2	10%
	207 400			(³P₂)5/2	62%,	(¹D₂)5/2	33%
	219 206	219 202	−4	(³F₂) s	73%,	(¹D₂) s	24%
	235 402			(³P₂) s	41%,	(¹D₂) s	36%
	239 011			(¹S₀)3/2	89%,	(³P₀)3/2	9%
	245 038			(³P₁) s	98%,	(¹D₂) s	1%
	248 775			(³P₂) s	55%,	(¹D₂) s	39%
5/2	154 343	154 421	78	(³F₄)3/2	46%,	(¹G₄)3/2	32%
	158 940	158 983	43	(³H₅)5/2	36%,	(³F₃)3/2	17%
	161 956^a	161 973	17	(³F₄)3/2	28%,	(³F₄)5/2	12%
	166 626	166 577	−49	(³F₂)3/2	22%,	(³H₅)5/2	19%
	167 171^a	167 223	52	(³F₂)3/2	20%,	(³H₄)3/2	17%
	170 067	170 023	−44	(³F₃)3/2	31%,	(³F₂)5/2	17%
	170 918	171 005	87	(³H₄)5/2	40%,	(³F₃)3/2	18%
	172 867	172 885	18	(³F₃)5/2	59%,	(³H₄)3/2	11%
	177 586			(³F₂)5/2	35%,	(³F₄)5/2	19%
	179 224^a	179 203	−41	(¹G₄)5/2	25%,	(¹G₄)3/2	21%
	182 114^a	182 025	−89	(³P₂)3/2	19%,	(¹D₂)3/2	18%
	186 821^a	186 818	−3	(³F₂)3/2	16%,	(¹G₄)5/2	16%
	191 130^a	190 994	−136	(³P₂)5/2	27%,	(¹D₂)5/2	27%
	195 431^a	195 441	10	(¹D₂)3/2	21%,	(³P₂)3/2	15%
	196 694	196 706	12	(³P₁)3/2	76%,	(³P₂)3/2	11%
	200 302			(³P₀)5/2	37%,	(³P₂)5/2	23%
	203 563			(³P₂)5/2	35%,	(³P₀)5/2	31%
	204 569			(³P₁)5/2	87%,	(³P₂)5/2	8%
	218 998	218 982	−16	(³F₃)s	61%,	(³F₂) s	28%
	220 168	220 182	14	(³F₂) s	42%,	(³F₃)s	38%
	235 091			(³P₂) s	45%,	(¹D₂)s	31%
	244 691			(¹S₀)5/2	90%,	(³P₀)5/2	8%
	248 185			(³P₂) S	50%,	(¹D₂) s	43%
7/2	150 602	150 561	−41	(³H₆)5/2	34%,	(³F₄)3/2	29%
	156 272	156 219	−53	(³F₄)3/2	28%,	(³H₅)3/2	26%
	159 067	159 035	−32	(³H₅)3/2	39%,	(³H₆)5/2	30%
	162 507	162 558	51	(³F₄)5/2	28%,	(¹G₄)5/2	10%
	164 149	164 198	49	(³H₅)5/2	47%,	(³F₃)3/2	16%
	166 583	166 535	−48	(³F₃)3/2	45%,	(³H₅)5/2	17%
	168 652	168 671	19	(³F₂)3/2	37%,	(³F₄)5/2	18%
	171 288	171 307	19	(³H₄)5/2	20%,	(³F₂)5/2	20%
	173 523	173 520	−3	(³F₃)5/2	31%,	(³H₄)5/2	19%
	174 916	174 895	−21	(³F₂)5/2	21%,	(³H₄)3/2	21%
	175 619^a	175 654	35	(¹G₄)5/2	28%,	(³H₄)5/2	11%
	180 000	180 036	36	(¹G₄)3/2	35%,	(³H₄)3/2	18%
	181 830^a	181 894	64	(³H₄)5/2	34%,	(¹G₄)5/2	32%
	185 778^a	185 736	−42	(³P₂)3/2	28%,	(¹D₂)3/2	13%
	189 246^a	189 188	−58	(³P₂)5/2	30%,	(¹D₂)5/2	16%
	195 946			(¹I₆)5/2	84%,	(³H₄)3/2	3%
	197 982	198 090	108	(³P₂)3/2	26%,	(¹D₂)5/2	23%
	200 410			(³P₁)5/2	44%,	(³P₂)3/2	22%
	203 640			(³P₂)5/2	38%,	(³P₁)5/2	36%
	207 776	207 779	3	(³F₄) s	58%,	(¹G₄) s	32%
	217 184	217 147	−37	(³H₄) s	54%,	(³F₄) s	29%
	219 254	219 261	7	(³F₃) s	97%,	(³H₄) s	1%
	228 360	228 377	17	(¹G₄) s	54%,	(³H₄) s	35%
9/2	143 797	143 721	−76	(³H₆)3/2	85%,	(³H₆)5/2	5%
	155 026	154 985	−41	(³H₆)5/2	35%,	(³F₄)3/2	34%
	156 867	156 855	−12	(³F₄)3/2	27%,	(³H₆)5/2	24%
	162 565	162 483	−82	(³F₄)5/2	44%,	(¹G₄)5/2	24%
	162 776	162 806	30	(³H₅)3/2	54%,	(³F₄)5/2	13%
	166 206	166 240	34	(³H₅)5/2	46%,	(³H₄)3/2	19%
	167 166	167 125	−41	(³H₄)3/2	29%,	(³F₄)3/2	18%
	170 622	170 639	17	(³F₃)3/2	50%,	(³H₅)3/2	18%
	172 244^a	172 242	−2	(³F₂)5/2	24%,	(³H₄)5/2	23%
	174 473	174 544	71	(³F₃)5/2	61%,	(³H₅)5/2	10%
	177 476	177 396	−80	(³F₂)5/2	34%	(¹G₄)3/2	23%
	178 644^a	178 629	−15	(³H₄)3/2	35%,	(¹G₄)3/2	24%
	183 634^a	183 649	15	(³H₄)5/2	40%,	(¹G₄) 5/2	37%
	190 198			(¹I₆)3/2	76%,	(¹I₆)5/2	8%
	192 026^a	192 100	74	(³P₂)5/2	42%,	(¹D₂)5/2	28%
	199 025	198 972	−53	(¹I₆)5/2	89%,	(¹I₆)3/2	9%
	205 274			(³P₂)5/2	51%	(¹D₂)5/2	40%
	207 204	207 216	12	(³F₄) s	64%,	(¹G₄) s	29%
	212 022	212 047	25	(³H₅) s	99%,	(³H₄) s	1%
	217 425	217 422	−3	(³H₄) s	53%,	(³F₄) s	27%
	228 571	228 554	−17	(¹G₄) s	51%,	(³H₄) s	40%
11/12	148 492	148 551	59	(³H₆)3/2	82%,	(³H₆)5/2	11%
	155 010	155 054	44	(³F₄)3/2	37%,	(³H₆)5/2	36%
	158 097	158 125	28	(³H₆)5/2	38%,	(¹G₄)3/2	14%
	161 034	161 055	21	(³F₄)5/2	51%,	(¹G₄)5/2	20%
	162 924	162 909	−15	(³H₅)3/2	75%,	(³H₆)5/2	8%
	165 608	165 551	−57	(³H₄)3/2	46%,	(³F₄)3/2	32%
	168 449	168 491	42	(³H₅)5/2	74%,	(³F₃)5/2	20%
	172 563			(³H₄)5/2	38%,	(¹G₄)5/2	22%
	176 040	176 019	−21	(¹G₄)3/2	41%,	(³H₄)3/2	23%
	177 019			(³F₃)5/2	56%,	(³H₅)5/2	9%
	184 197^a	184 215	18	(³H₄)5/2	47%,	(¹G₄)5/2	44%
	195 061			(¹I₆)3/2	92%,	(¹I₆)5/2	5%
	201 344	201 310	−34	(³H₆) s	88%,	(¹I₆)5/2	8%
	202 196	202 173	−23	(¹I₆)5/2	84%,	(³H₆) s	9%
	211 938	211 957	19	(³H₅) s	100%,
	243 549	243 552	3	(¹I₆) s	99%,	(³H₆) s	1%
13/2	151 659	151 786	127	(³H₆)3/2	93%,	(³F₄)5/2	3%
	156 997	157 016	19	(³H₆)5/2	52%,	(³H₅)3/2	24%
	159 425	159 402	−23	(³H₅)3/2	70%,	(³H₆)5/2	18%
	163 788	163 804	16	(³F₄)5/2	30%,	(¹G₄)5/2	29%
	168 578	168 506	−72	(³H₅)5/2	92%,	(¹G₄)5/2	4%
	171 502			(³H₄)5/2	51%,	(³F₄)5/2	35%
	182 370	182 357	−13	(¹G₄)5/2	52%,	(³H₄)5/2	33%
	197 489			(¹I₆)3/2	97%,	(³H₆)3/2	1%
	200 488	200 497	9	(³H₆) s	99%,	(¹I₆) s	1%
	203 177	203 161	−16	(¹I₆)5/2	98%,	(³H₆)5/2	1%
	243 538	243 539	1	(¹I₆) s	99%,	(³H₆) s	1%
15/2	148 004	147 970	−34	(³H₆)3/2	97%,	(¹I₆)3/2	1%
	156 696	156 663	−33	(³H₆)5/2	98%,	(¹I₆)5/2	1%
	164 513	164 463	−50	(³H₅)5/2	99%,	(³H₆)3/2	1%
	187 536	187 526	−10	(¹I₆)3/2	93%,	(¹I₆)5/2	6%
	203 171	203 211	40	(¹I₆)5/2	93%,	(¹I₆)3/2	6%
17/2	152 381	152 373	−8	(³H₆)5/2	99%,	(¹I₆)5/2	1%
	193 160	193 214	54	(¹I₆)5/2	99%,	(³H₆)5/2	1%

a The smaller of the listed eigenvector components was used in Table II as the level name. This was done in order to give each level a unique designation.

TABLE V

Calculated energies and compositions of the levels of the 4f¹²6p configuration of quadruply ionized lutetium. The designations give the parent state and the j value of the p electron. Units are cm⁻¹.

Levels
J	calc	obs	o-c	Composition in J₁j coupling
1/2	287 887			(³F₂)3/2	72%,	(¹D₂)3/2	21%
	299 959			(³P₀)1/2	46%,	(³P₁)1/2	37%
	300 838			(³P₁)1/2	45%,	(³P₀)1/2	42%
	304 915			(³P₂)3/2	33%,	(¹D₂)3/2	31%
	313 911			(³P₁)3/2	96%,	(³P₁)1/2	2%
	318 649			(³P₂)3/2	53%,	(¹D₂)3/2	41%
	346 900			(¹S₀)1/2	91%,	(³P₀)1/2	8%
3/2	275 522	275 530	8	(³F₂)1/2	70%,	(¹D₂)1/2	25%
	287 263			(³F₃)3/2	49%,	(³F₂)3/2	31%
	288 307			(³F₂)3/2	42%,	(³F₂)3/2	41%
	291 738			(³P₂)1/2	42%,	(¹D₂)1/2	27%
	301 900			(³P₂)1/2	82%,	(³P₂)3/2	7%
	303 995			(³P₂)1/2	18%,	(¹D₂)3/2	19%
	305 231			(¹D₂)1/2	28%	(³P₂)1/2	27%
	312 317			(³P₀)3/2	86%,	(¹S₀)3/2	7%
	314 955			(³P₁)3/2	91%,	(¹D₂)3/2	3%
	317 371			(³P₂)3/2	52%,	(¹D₂)3/2	35%
	358 887			(¹S₀)3/2	92%,	(³P₀)3/2	7%
5/2	274 410	274 413	3	(³F₂)1/2	34%,	(³F₄)3/2	21%
	275 286	275 283	−3	(³F₃)1/2	88%,	(³F₂)1/2	7%
	277 536	217 587	51	(³F₄)3/2	33%,	(³F₂)1/2	30%
	284 895	284 908	13	(³H₄)3/2	52%,	(³F₄)3/2	26%
	287 267^a	287 287	20	(³F₃)3/2	47%,	(³F₂)3/2	31%
	288 029	287 980	−49	(³F₃)3/2	49%,	(³F₂)3/2	33%
	291 809			(³P₂)1/2	39%,	(¹D₂)1/2	32%
	296 240			(¹G₄)3/2	52%,	(³H₄)3/2	30%
	303 123^a	303 103	−20	(³P₂)3/2	45%,	(¹D₂)3/2	28%
	304 972	304 990	18	(³P₂)1/2	49%,	(¹D₂)1/2	41%
	313 544			(³P₁)3/2	91%,	(¹D₂)3/2	5%
	316 206			(³P₂)3/2	48%,	(¹D₂)3/2	39%
7/2	263 325	263 323	−2	(³F₄)1/2	61%,	(¹G₄)1/2	31%
	273 439	273 421	−18	(³H₄)1/2	48%,	(³F₄)1/2	26%
	275 127	275 157	29	(³F₃)1/2	65%,	(³F₄)3/2	11%
	276 561	276 567	6	(³F₄)3/2	49%,	(¹G₄)3/2	23%
	280 080	280 099	19	(³H₅)3/2	87%,	(³F₃)1/2	7%
	285 266	285 271	5	(¹G₄)1/2	48%,	(³H₄)1/2	39%
	285 956	285 954	−2	(³H₄)3/2	46%,	(³F₂)3/2	26%
	287 394	287 390	−4	(³F₃)3/2	91%,	(³F₂)3/2	3%
	288 657	288 642	−15	(³F₂)3/2	62%,	(¹D₂)3/2	22%
	296 692	296 706	14	(¹G₄)3/2	51%,	(³H₄)3/2	39%
	304 022^a	304 021	−1	(³P₂)3/2	46%,	(¹D₂)3/2	31%
	317 275			(³P₂)3/2	49%,	(¹D₂)3/2	44%
9/2	263 525	263 525	0	(³F₄)1/2	60%,	(¹G₄)1/2	29%
	267 909	267 932	23	(³H₅)1/2	82%,	(³H₆)3/2	14%
	269 807	269 797	−10	(³H₆)3/2	80%,	(³H₅)1/2	16%
	273 427	273 400	−27	(³H₄)1/2	51%,	(³F₄)1/2	27%
	275 751	275 709	−42	(³F₄)3/2	61%,	(¹G₄)3/2	27%
	280 783	280 805	22	(³H₅)3/2	95%,	(³F₃)3/2	2%
	284 413	284 393	−20	(¹G₄)1/2	50%,	(³H₄)1/2	33%
	286 229	286 201	−28	(³H₄)3/2	45%,	(³F₄)3/2	23%
	288 064	288 068	4	(³F₃)3/2	92%,	(³H₄)3/2	3%
	297 324	297 310	−14	(¹G₄)3/2	50%,	(³H₄)3/2	41%
	310 451	310 420	−31	(¹I₆)3/2	98%,	(³H₆)3/2	1%
11/2	256 587	256 566	−21	(³H₆)1/2	96%,	(³H₆)3/2	1%
	267 999	267 988	−11	(³H₅)1/2	91%,	(³H₆)3/2	7%
	270 151	270 150	−1	(³H₆)3/2	87%,	(³H₅)1/2	8%
	275 899	275 935	36	(³F₄)3/2	59%,	(¹G₄)3/2	31%
	281 308	281 316	8	(³H₅)3/2	99%,
	285 518	285 495	−23	(³H₄)3/2	54%,	(³F₄)3/2	30%
	296 504	296 526	22	(¹G₄)3/2	49%,	(³H₄)3/2	36%
	299 838	299 879	41	(¹I₆)1/2	91%,	(¹G₄)3/2	4%
	313 411	313 347	−64	(³I₆)3/2	96%,	(¹I₆)1/2	3%
13/2	257 309	257 293	−16	(³H₆)1/2	99%,	(¹I₆)1/2	1%
	270 250	270 258	8	(³H₆)3/2	99%,	(¹I₆)3/2	1%
	279 809	279 813	4	(³H₅)3/2	100%,
	299 570	299 551	−19	(¹I₆)1/2	97%,	(¹I₆)3/2	2%
	313 938	313 974	36	(¹I₆)3/2	97%,	(¹I₆)1/2	2%
15/2	268 381	268 393	12	(³H₆)3/2	99%,	(¹I₆)3/2	1%
	310 809	310 853	44	(¹I₆)3/2	99%,	(³H₆)3/2	1%

a The smaller of the listed eigenvector components was used in Table II as the level name. This was done in order to give each level a unique designation.

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