List of levels for 140LA

Author: N. Nica | Citation: Nucl. Data Sheets 154, 1 (2018) | Cutoff date: 20-Nov-2018

Production cross-sections by: ¹³⁹La(n_th,γ) (1997Ka47), ¹³⁹La(n,γ) (E_n=1 MeV, 1953Hu86), ¹³⁹La(n,γ) (E_n from Maxwellian spectrum with thermal energy kT=25.0(5) keV, 2003Ob03, and kT=5.1 keV, 2005He19) ¹⁴⁰Ce(n,p) (E_n=14.7 MeV, 1997Ko44, 1996Si34); ²⁴¹Am(p,xpyn) (E_p=660 MeV, 2002Ad12)

10% reduction in T_1/2 of ¹⁴⁰La by ionization: 1999BaZL

(pol n,γ) data on 0.734 eV resonance neutrons: 1989Be45, 1989Ma51, 2004Mi14 (supersedes 2004MiZZ).

Most of the data come from the two (n,γ), E=th and Two γ Cascade datasets. The greatest difficulty in building this Adopted dataset came from the unresolved multiplets in Two γ dataset. This can be easily seen from the huge difference between the normalized χ²’s of level fit (GTOL): 0.0041 for E=th, and 4.6 for Two γ (1.2 for χ² critical). As shown in the general comments of Two γ dataset, each intermediate level was obtained from groups of two to eight measured primary γ’s, differing by 2 to 8 keV, the average of which was subtracted from the energy of the n-capture state. There are cases when a couple of primary γ’s in a group match better the ones in neighboring groups, or primary γ’s from E=th dataset; even when no comparison is possible, the data suggest that they could be regrouped in thinner groups.

Overall, the main difficulty comes from the fact that the Two γ dataset did not report uncertainties for measured primary γ’s, which are expected to be large (they are 2-4 MeV in energy, measured in coin with small Ge detectors, and the branching from the n-capture state is huge). The evaluation process found many cases when resolving the multiplets was possible while for other cases resolving them seemed rather speculative, and were not resolved. Thus when a Two γ level had a relatively narrowly defined uncertainty it was generally evaluated as an individual level either as standalone (letter "C " on XREF column) or as multiply observed (XREF a combination of letters including "C "). However when a Two γ level had a relatively large uncertainty, then it was tentatively split (based on subgroups of close lying primary gammas) and the resulting levels marked with the letter "c " (alone or in combination, with the original level that was split indicated in the XREF comment). For the situations when the estimated uncertainty of the Two γ level was not quite large and the defining primary gammas were relatively homogeneous such levels were taken into the first category (no attempt was done to split them). The effect is an overall improvement of the normalized χ², 1.6 (1.2 for χ² critical). For more specific arguments (including how the uncertainty of the intermediary levels was estimated) see the general comments on the Two γ Cascade datasets

Gammas: Datasets containing unplaced γ’s: β- decay, (n,γ) E=th, (n,γ) Two γ

E(level) (keV)	J^π(level)	T_1/2(level)	E(γ) (keV)	Multipolarity	Mixing Ratio	Conversion Coefficient	Additional Data
29.9641	2-	0.25 ns 4	29.9641 6	M1(+E2)	0.009 LE	5.37	B(E2)(W.u.)<33.2, B(M1)(W.u.)=0.51 +11-8, α=5.37, α(L)=4.26 6, α(M)=0.886 13, α(N)=0.194 3, α(O)=0.0315 5, α(P)=0.00242 4
34.6463	5-		34.6465 10	E2		116.3	α=116.3, α(L)=91.1 13, α(M)=20.3 3, α(N)=4.27 6, α(O)=0.588 9, α(P)=0.000664 10
43.844	1-	0.52 ns 14	13.89 4	M1+E2	0.0100 55	53.9	B(E2)(W.u.)=9×10¹ +21-8, B(M1)(W.u.)=0.29 +12-7, α=53.9 18, α(L)=42.7 14, α(M)=8.9 3, α(N)=1.95 7, α(O)=0.315 10, α(P)=0.0237 4
43.844	1-	0.52 ns 14	43.8	[E2]		44.0	B(E2)(W.u.)=4.6 +37-18, α=44.0, α(K)=7.08 10, α(L)=28.9 4, α(M)=6.46 9, α(N)=1.360 19, α(O)=0.188 3, α(P)=0.000465 7
48.8843	6-		14.2385 25	[M1,E2]		4.9×10³	α=4.9×10³ 49, α(L)=3.9×10⁺³ 39, α(M)=8.5E+2 84, α(N)=1.8E+2 18, α(O)=24 24, α(P)=0.0163 57
63.1790	4-		28.5326 13	[M1,E2]		1.5×10²	α=1.5×10² 15, α(L)=1.2×10⁺² 12, α(M)=27 26, α(N)=5.7 55, α(O)=0.78 75, α(P)=0.00181 99
63.1790	4-		63.1791 8	M1		4.06	α=4.06, α(K)=3.46 5, α(L)=0.473 7, α(M)=0.0983 14, α(N)=0.0216 3, α(O)=0.00351 5, α(P)=0.000270 4
103.8285	6-		54.9443 11	M1		6.10	α=6.10, α(K)=5.20 8, α(L)=0.711 10, α(M)=0.1479 21, α(N)=0.0325 5, α(O)=0.00527 8, α(P)=0.000406 6
103.8285	6-		69.1828 24	[M1,E2]		5.3	α=5.3 23, α(K)=3.0 4, α(L)=1.8 15, α(M)=0.40 33, α(N)=0.085 69, α(O)=0.0121 94, α(P)=0.000191 18
162.6591	2-	≤ 10 ps	99.49 2	(E2)		2.02	B(E2)(W.u.)≥0.108, α=2.02, α(K)=1.234 18, α(L)=0.620 9, α(M)=0.1370 20, α(N)=0.0291 4, α(O)=0.00414 6, α(P)=6.65E-5 10
	2-	≤ 10 ps	118.81 4	M1		0.663	B(M1)(W.u.)≥0.0083, α=0.663, α(K)=0.566 8, α(L)=0.0765 11, α(M)=0.01591 23, α(N)=0.00350 5, α(O)=0.000568 8, α(P)=4.41×10^-5 7
	2-	≤ 10 ps	132.695 3	M1		0.485	B(M1)(W.u.)≥0.022, α=0.485, α(K)=0.415 6, α(L)=0.0560 8, α(M)=0.01163 17, α(N)=0.00256 4, α(O)=0.000416 6, α(P)=3.23×10^-5 5
	2-	≤ 10 ps	162.659 3	M1(+E2)	0.08 LE	0.276	B(M1)(W.u.)≥0.377, α=0.276, α(K)=0.236 4, α(L)=0.0318 5, α(M)=0.00660 10, α(N)=0.001451 22, α(O)=0.000236 4, α(P)=1.83×10^-5 3
272.3060	4-		209.127 4	M1		0.1384	α=0.1384, α(K)=0.1184 17, α(L)=0.01581 23, α(M)=0.00328 5, α(N)=0.000722 11, α(O)=0.0001175 17, α(P)=9.19×10^-6 13
	4-		237.660 4	M1		0.0980	α=0.0980, α(K)=0.0840 12, α(L)=0.01117 16, α(M)=0.00232 4, α(N)=0.000510 8, α(O)=8.30×10^-5 12, α(P)=6.50E-6 10
	4-		242.342 4	[E2]		0.0937	α=0.0937, α(K)=0.0739 11, α(L)=0.01555 22, α(M)=0.00334 5, α(N)=0.000718 10, α(O)=0.0001084 16, α(P)=4.77×10^-6 7
	4-		272.306 4	M1		0.0682	α=0.0682, α(K)=0.0585 9, α(L)=0.00774 11, α(M)=0.001607 23, α(N)=0.000353 5, α(O)=5.76×10^-5 8, α(P)=4.52E-6 7
284.656	7-		180.827 8	[M1,E2]		0.228	α=0.228 23, α(K)=0.182 7, α(L)=0.036 13, α(M)=0.0077 29, α(N)=0.00167 60, α(O)=2.55×10^-4 80, α(P)=1.26E-5 11
284.656	7-		235.771 8	M1		0.1002	α=0.1002, α(K)=0.0858 12, α(L)=0.01141 16, α(M)=0.00237 4, α(N)=0.000521 8, α(O)=8.48×10^-5 12, α(P)=6.64E-6 10
318.219	3-		45.913 6	M1		10.27	α=10.27, α(K)=8.75 13, α(L)=1.205 17, α(M)=0.251 4, α(N)=0.0550 8, α(O)=0.00893 13, α(P)=0.000687 10
	3-		155.560 5	M1		0.312	α=0.312, α(K)=0.266 4, α(L)=0.0358 5, α(M)=0.00744 11, α(N)=0.001636 23, α(O)=0.000266 4, α(P)=2.07×10^-5 3
	3-		255.040 5	[M1,E2]		0.0802	α=0.0802 15, α(K)=0.066 4, α(L)=0.0110 19, α(M)=0.0023 5, α(N)=0.00051 9, α(O)=7.9×10^-5 11, α(P)=4.7E-6 7
	3-		288.255 5	M1		0.0587	α=0.0587, α(K)=0.0503 7, α(L)=0.00665 10, α(M)=0.001380 20, α(N)=0.000304 5, α(O)=4.95×10^-5 7, α(P)=3.89E-6 6
322.054	5-,6-		49.748 22	[M1,E2]		17.3	α=17.3 92, α(K)=6.72 24, α(L)=8.3 74, α(M)=1.8 17, α(N)=0.39 35, α(O)=0.054 48, α(P)=0.00045 9
	5-,6-		218.225 22	M1		0.1233	α=0.1233, α(K)=0.1056 15, α(L)=0.01408 20, α(M)=0.00292 4, α(N)=0.000643 9, α(O)=0.0001046 15, α(P)=8.19×10^-6 12
	5-,6-		258.875 22	M1,E2		0.0767	α=0.0767 17, α(K)=0.063 4, α(L)=0.0105 17, α(M)=0.0022 4, α(N)=0.00048 8, α(O)=7.5×10^-5 10, α(P)=4.5E-6 7
E(level) (keV)	J^π(level)	T_1/2(level)	E(γ) (keV)	Multipolarity	Mixing Ratio	Conversion Coefficient	Additional Data
467.63	1-	≤ 7.7 ps	305.04 8	M1(+E2)	+0.1 LE	0.0506	B(M1)(W.u.)≥0.0439, α=0.0506, α(K)=0.0433 6, α(L)=0.00573 8, α(M)=0.001189 17, α(N)=0.000261 4, α(O)=4.26×10^-5 6, α(P)=3.34E-6 5
	1-	≤ 7.7 ps	423.84 8	M1		0.0217	B(M1)(W.u.)≥0.0119, α=0.0217, α(K)=0.0186 3, α(L)=0.00243 4, α(M)=0.000503 7, α(N)=0.0001107 16, α(O)=1.81×10^-5 3, α(P)=1.429E-6 20
	1-	≤ 7.7 ps	437.73 8	M1		0.0200	B(M1)(W.u.)≥0.00673, α=0.0200, α(K)=0.01715 24, α(L)=0.00224 4, α(M)=0.000463 7, α(N)=0.0001019 15, α(O)=1.663×10^-5 24, α(P)=1.316E-6 19
581.106	0-		113.51 3	M1		0.754	α=0.754, α(K)=0.644 9, α(L)=0.0871 13, α(M)=0.0181 3, α(N)=0.00398 6, α(O)=0.000647 9, α(P)=5.02×10^-5 7
581.106	0-		537.261 9	M1		0.01196	α=0.01196, α(K)=0.01028 15, α(L)=0.001332 19, α(M)=0.000276 4, α(N)=6.06×10^-5 9, α(O)=9.90E-6 14, α(P)=7.86E-7 11
591.50	2-		123.82 13	[M1,E2]		0.76	α=0.76 18, α(K)=0.57 7, α(L)=0.153 85, α(M)=0.033 19, α(N)=0.0071 40, α(O)=0.00105 55, α(P)=3.74×10^-5 20
602.033	4-		279.979 22	M1,E2		0.061	α=0.061 3, α(K)=0.051 4, α(L)=0.0081 10, α(M)=0.00172 23, α(N)=0.00037 5, α(O)=5.9×10^-5 6, α(P)=3.7E-6 6
	4-		538.854 12	M1,E2		0.0101	α=0.0101 18, α(K)=0.0086 16, α(L)=0.00119 13, α(M)=0.00025 3, α(N)=5.4×10^-5 6, α(O)=8.8E-6 11, α(P)=6.4E-7 14
	4-		553.148 12	E2		0.00786	α=0.00786, α(K)=0.00661 10, α(L)=0.000987 14, α(M)=0.000207 3, α(N)=4.51×10^-5 7, α(O)=7.14E-6 10, α(P)=4.72E-7 7
	4-		567.386 12	M1		0.01045	α=0.01045, α(K)=0.00899 13, α(L)=0.001162 17, α(M)=0.000240 4, α(N)=5.29×10^-5 8, α(O)=8.64E-6 12, α(P)=6.87E-7 10
658.279	3-		56.246 7	M1		5.69	α=5.69, α(K)=4.86 7, α(L)=0.664 10, α(M)=0.1381 20, α(N)=0.0303 5, α(O)=0.00492 7, α(P)=0.000380 6
	3-		190.59 8	[E2]		0.210	α=0.210, α(K)=0.1594 23, α(L)=0.0395 6, α(M)=0.00854 12, α(N)=0.00183 3, α(O)=0.000272 4, α(P)=9.83×10^-6 14
	3-		495.620 13	M1		0.01462	α=0.01462, α(K)=0.01256 18, α(L)=0.001631 23, α(M)=0.000338 5, α(N)=7.43×10^-5 11, α(O)=1.212E-5 17, α(P)=9.62E-7 14
	3-		595.099 12	M1,E2		0.0079	α=0.0079 14, α(K)=0.0067 13, α(L)=0.00092 12, α(M)=0.000191 23, α(N)=4.2×10^-5 6, α(O)=6.7E-6 10, α(P)=5.0E-7 11
	3-		623.632 12	E2		0.00576	α=0.00576, α(K)=0.00487 7, α(L)=0.000705 10, α(M)=0.0001473 21, α(N)=3.22×10^-5 5, α(O)=5.12E-6 8, α(P)=3.51E-7 5
	3-		628.314 12	M1		0.00814	α=0.00814, α(K)=0.00700 10, α(L)=0.000902 13, α(M)=0.000187 3, α(N)=4.11×10^-5 6, α(O)=6.71E-6 10, α(P)=5.34E-7 8
	3-		658.278 12	M1		0.00727	α=0.00727, α(K)=0.00626 9, α(L)=0.000805 12, α(M)=0.0001664 24, α(N)=3.66×10^-5 6, α(O)=5.98E-6 9, α(P)=4.77E-7 7
672.977	4-		97.1 5	[M1,E2]		1.69	α=1.69 52, α(K)=1.17 17, α(L)=0.41 28, α(M)=0.091 63, α(N)=0.019 14, α(O)=0.0028 18, α(P)=7.5×10^-5 4
711.671	3-		38.6948 15	[M1,E2]		35	α=35 33, α(L)=27 26, α(M)=6.1 57, α(N)=1.3 12, α(O)=0.18 17, α(P)=8.5×10^-4 29
711.671	3-		549.01 3	M1		0.01134	α=0.01134, α(K)=0.00975 14, α(L)=0.001261 18, α(M)=0.000261 4, α(N)=5.74×10^-5 8, α(O)=9.38E-6 14, α(P)=7.45E-7 11
744.711	4-		86.43 3	[M1,E2]		2.50	α=2.50 86, α(K)=1.63 24, α(L)=0.68 49, α(M)=0.15 11, α(N)=0.032 24, α(O)=0.0046 32, α(P)=0.000104 6
771.425	4-,5-,6-		169.392 10	M1,E2		0.28	α=0.28 4, α(K)=0.222 12, α(L)=0.046 18, α(M)=0.0098 40, α(N)=0.00212 84, α(O)=3.2×10^-4 12, α(P)=1.52E-5 12
	4-,5-,6-		667.594 14	M1,E2		0.0059	α=0.0059 11, α(K)=0.0051 10, α(L)=0.00068 10, α(M)=0.000142 20, α(N)=3.1×10^-5 5, α(O)=5.0E-6 8, α(P)=3.8E-7 9
	4-,5-,6-		708.244 14	M1,E2		0.0051	α=0.0051 10, α(K)=0.0044 9, α(L)=0.00059 9, α(M)=0.000122 18, α(N)=2.7×10^-5 4, α(O)=4.3E-6 7, α(P)=3.3E-7 7
	4-,5-,6-		722.538 14	M1+E2		0.0049	α=0.0049 9, α(K)=0.0042 8, α(L)=0.00056 9, α(M)=0.000116 17, α(N)=2.5×10^-5 4, α(O)=4.1E-6 7, α(P)=3.1E-7 7
E(level) (keV)	J^π(level)	T_1/2(level)	E(γ) (keV)	Multipolarity	Mixing Ratio	Conversion Coefficient	Additional Data
796.270	2-		215.02 16	[E2]		0.1394	α=0.1394, α(K)=0.1082 16, α(L)=0.0246 4, α(M)=0.00529 8, α(N)=0.001137 17, α(O)=0.0001703 25, α(P)=6.83×10^-6 10
831.20	2-,3-		34.61 4	[M1,E2]		60	α=60 57, α(L)=47 45, α(M)=10 10, α(N)=2.2 21, α(O)=0.31 29, α(P)=0.00112 46
831.20	2-,3-		172.9 4	[M1,E2]		0.26	α=0.26 3, α(K)=0.209 10, α(L)=0.043 16, α(M)=0.0091 36, α(N)=0.00197 75, α(O)=3.0×10^-4 11, α(P)=1.43E-5 12
905.9	2-		150.93	[M1,E2]		0.40	α=0.40 7, α(K)=0.313 25, α(L)=0.071 32, α(M)=0.0152 72, α(N)=0.0033 15, α(O)=4.9×10^-4 21, α(P)=2.12E-5 14
905.9	2-		194.04	[M1,E2]		0.183	α=0.183 14, α(K)=0.148 4, α(L)=0.0281 87, α(M)=0.0060 20, α(N)=0.00130 41, α(O)=1.99×10^-4 55, α(P)=1.03E-5 10
912.172	3-,4-		115.90 6	[M1,E2]		0.94	α=0.94 24, α(K)=0.69 9, α(L)=0.20 12, α(M)=0.043 27, α(N)=0.0093 56, α(O)=0.00137 76, α(P)=4.52×10^-5 23
912.172	3-,4-		167.46 4	[M1,E2]		0.29	α=0.29 4, α(K)=0.229 13, α(L)=0.048 19, α(M)=0.0103 42, α(N)=0.00221 89, α(O)=3.4×10^-4 12, α(P)=1.57E-5 13

Q(β-)=3760.2 keV 17	S(n)= 5160.98 keV 4	S(p)= 6691.1 keV 20	Q(α)= -402.1 keV 27
Reference: 2017WA10

References:
A	¹⁴⁰Ba β^- decay	B	¹³⁹La(n,γ) E=TH
C	¹³⁹La(n,γ) E=TH: TWO γ CASCADE	D	¹³⁹La(d,p)

E(level)	E(gamma)	Comments
162.6591	99.49	M(γ): d,E2 from comparison to RUL; \|=d from ΔJ=2
1430.3	1367.3	E(γ): Multiply placed with undivided intensity I(γ): Multiply placed with undivided intensity
1433.291	1330.0	E(γ): Differ by 3σ or more from calculated value
	1367.3	E(γ): Multiply placed with undivided intensity I(γ): Multiply placed with undivided intensity
	1385.0	E(γ): Differ by 3σ or more from calculated value
1477.06	1207.1	E(γ): Multiply placed with undivided intensity I(γ): Multiply placed with undivided intensity
1479.3	1207.1	E(γ): Multiply placed with undivided intensity I(γ): Multiply placed with undivided intensity
1481.330	1447.0	E(γ): Differ by 3σ or more from calculated value
1493.5	1332.3	E(γ): Multiply placed with undivided intensity I(γ): Multiply placed with undivided intensity
1493.5	1444.8	E(γ): Multiply placed with undivided intensity I(γ): Multiply placed with undivided intensity
1495.342	1332.3	E(γ): Multiply placed with undivided intensity I(γ): Multiply placed with undivided intensity
1495.342	1444.8	E(γ): Multiply placed with undivided intensity I(γ): Multiply placed with undivided intensity
1499.3	1464.9	E(γ): Multiply placed with undivided intensity I(γ): Multiply placed with undivided intensity
1550.936	1489.0	E(γ): Differ by 3σ or more from calculated value
1554.505	1452.1	E(γ): Differ by 3σ or more from calculated value
1554.505	1506.3	E(γ): Differ by 3σ or more from calculated value
1580.06	1420.1	E(γ): Multiply placed with undivided intensity I(γ): Multiply placed with undivided intensity
1581.5	1420.1	E(γ): Multiply placed with undivided intensity I(γ): Multiply placed with undivided intensity
1735.583	1702.3	E(γ): Differ by 3σ or more from calculated value
1838.90	1840.8	E(γ): Multiply placed with undivided intensity I(γ): Multiply placed with undivided intensity
1841.98	1840.8	E(γ): Multiply placed with undivided intensity I(γ): Multiply placed with undivided intensity
1997.177	1949.8	E(γ): Differ by 3σ or more from calculated value
2041.92	1993.0	E(γ): Multiply placed with undivided intensity I(γ): Multiply placed with undivided intensity
2045.03	1993.0	E(γ): Multiply placed with undivided intensity I(γ): Multiply placed with undivided intensity
2078.009	1974.6	E(γ): Differ by 3σ or more from calculated value
E(level)	E(gamma)	Comments
2146.5	2112.1	E(γ): Multiply placed with undivided intensity I(γ): Multiply placed with undivided intensity
2148.96	2112.1	E(γ): Multiply placed with undivided intensity I(γ): Multiply placed with undivided intensity
2244.08	1974.1	E(γ): Multiply placed with undivided intensity I(γ): Multiply placed with undivided intensity
2247.81	1974.1	E(γ): Multiply placed with undivided intensity I(γ): Multiply placed with undivided intensity

E(level) (keV)	XREF	J^π(level)	T_1/2(level)	E(γ) (keV)	I(γ)	M(γ)	Final Levels
0.0	A B C D	3-	1.67858 d 21 % β^- = 100
29.9641 6	A B D	2-	0.25 ns 4	29.9641 6	100	M1(+E2)	0.0	3-
34.6463 8	B C D	5-		34.6465 10	100	E2	0.0	3-
43.844 18	A B	1-	0.52 ns 14	13.89 4 43.8?	100 14 <0.16	M1+E2 [E2]	29.9641 0.0	2- 3-
48.8843 20	B C D	6-		14.2385 25	100	[M1,E2]	34.6463	5-
63.1790 7	A B C D	4-		28.5326 13 63.1791 8	5.0 5 100 4	[M1,E2] M1	34.6463 0.0	5- 3-
92.8 15 ?	D
103.8285 20	B C	6-		54.9443 11 69.1828 24	100 5 9.6 4	M1 [M1,E2]	48.8843 34.6463	6- 5-
106.1 7	C D
162.6591 19	A B C D	2-	≤ 10 ps	99.49 2 118.81 4 132.695 3 162.659 3	0.00031 20 0.98 12 3.25 8 100.0 12	(E2) M1 M1 M1(+E2)	63.1790 43.844 29.9641 0.0	4- 1- 2- 3-
272.3060 20	B C	4-		209.127 4 237.660 4 242.342 4 272.306 4	8.6 3 63.7 24 1.18 4 100 4	M1 M1 [E2] M1	63.1790 34.6463 29.9641 0.0	4- 5- 2- 3-
284.656 6	B D	7-		180.827 8 235.771 8	5.8 19 100 4	[M1,E2] M1	103.8285 48.8843	6- 6-
318.219 3	B C D	3-		45.913 6 155.560 5 255.040 5 288.255 5	1.6 1 26 1 2.3 6 100 4	M1 M1 [M1,E2] M1	272.3060 162.6591 63.1790 29.9641	4- 2- 4- 2-
320.23 15 ?	C
322.054 10	B C	5-,6-		49.748 22 218.225 22 258.875 22 287.408 22	0.64 8 100 4 2.99 12 1.7 5	[M1,E2] M1 M1,E2	272.3060 103.8285 63.1790 34.6463	4- 6- 4- 5-
E(level) (keV)	XREF	J^π(level)	T_1/2(level)	E(γ) (keV)	I(γ)	M(γ)	Final Levels
467.63 3	A B D	1-	≤ 7.7 ps	305.04 8 423.84 8 437.73 8 467.5?	100.0 11 72.2 6 44.94 23 ≤0.01	M1(+E2) M1 M1	162.6591 43.844 29.9641 0.0	2- 1- 2- 3-
575.9 3	B	2-,3-		413.2 5	100		162.6591	2-
581.106 18	A B D	0-		113.51 3 418.44 4 537.261 9 551.08 4	0.066 5 0.015 1 100.0 3 0.0128 8	M1 M1	467.63 162.6591 43.844 29.9641	1- 2- 1- 2-
591.50 7	B	2-		123.82 13 528.34 11 547.67 12	9.2 5 100 4	[M1,E2]	467.63 63.1790 43.844	1- 4- 1-
602.033 4	B C D	4-		279.979 22 329.727 12 538.854 12 553.148 12 567.386 12 602.032 12	19.1 7 4.18 15 13.6 5 18.0 7 100 4 15.6 6	M1,E2 M1,E2 E2 M1	322.054 272.3060 63.1790 48.8843 34.6463 0.0	5-,6- 4- 4- 6- 5- 3-
658.279 5	B C D	3-		56.246 7 190.59 8 495.620 13 554.9 7 ? 595.099 12 611.3 12 ? 623.632 12 628.314 12 658.278 12	4.5 5 79 3 10 3 100 4 13 6 50.2 19 27.6 11 100 4	M1 [E2] M1 M1,E2 E2 M1 M1	602.033 467.63 162.6591 103.8285 63.1790 48.8843 34.6463 29.9641 0.0	4- 1- 2- 6- 4- 6- 5- 2- 3-
671.1 5	C	3,4,5		565.0 8 608.3 6	55 19 100 28		106.1 63.1790	4-
672.977 15	B	4-		97.1 5 638.33 3	100	[M1,E2]	575.9 34.6463	2-,3- 5-
E(level) (keV)	XREF	J^π(level)	T_1/2(level)	E(γ) (keV)	I(γ)	M(γ)	Final Levels
711.671 15	B D	3-		38.6948 15 549.01 3 681.71 3	100 4 7 4	[M1,E2] M1	672.977 162.6591 29.9641	4- 2- 2-
744.711 11	B C D	4-		86.43 3 422.66 4 426.49 3 582.05 3 640.88 4 681.53 3 710.07 3 744.71 3	100 4 11.8 4 0.70 3 14.4 5 3.5 11 18.1 7 2.7 11	[M1,E2]	658.279 322.054 318.219 162.6591 103.8285 63.1790 34.6463 0.0	3- 5-,6- 3- 2- 6- 4- 5- 3-
755.07 14	B	1-,2-		179.2 5 711.22 20 725.11 20	100 4 76 3		575.9 43.844 29.9641	2-,3- 1- 2-
771.425 6	B C D	4-,5-,6-		169.392 10 608.4 6 667.594 14 708.244 14 722.538 14 736.777 14	18.0 7 7.2 19 27.4 10 63.2 24 100 4 18.3 7	M1,E2 M1,E2 M1,E2 M1+E2	602.033 162.6591 103.8285 63.1790 48.8843 34.6463	4- 2- 6- 4- 6- 5-
776.6 6	C	4-		613.9 8 673.5 11	100 33 51 21		162.6591 103.8285	2- 6-
796.270 24	B D	2-		215.02 16 ? 478.05 5 766.30 5 796.27 5	61 15 100 4 31.2 12 39.8 15	[E2]	581.106 318.219 29.9641 0.0	0- 3- 2- 3-
831.20 23	B	2-,3-		34.61 4 ? 172.9 4 558.9 4 787.3 4 ? 831.2 4		[M1,E2] [M1,E2]	796.270 658.279 272.3060 43.844 0.0	2- 3- 4- 1- 3-
E(level) (keV)	XREF	J^π(level)	T_1/2(level)	E(γ) (keV)	I(γ)	M(γ)	Final Levels
905.9 8	B	2-		150.93 194.04		[M1,E2] [M1,E2]	755.07 711.671	1-,2- 3-
912.172 13	B D	3-,4-		115.90 6 167.46 4 310.14 3 848.99 5 863.28 3 868.32 5 882.21 3	6.5 2 8.4 4 33.0 13 52.0 20 26.7 11 100 4 61.5 23	[M1,E2] [M1,E2]	796.270 744.711 602.033 63.1790 48.8843 43.844 29.9641	2- 4- 4- 4- 6- 1- 2-
914.11 11	B	3-,4,5-		169.39 19 202.44 19 592.05 18			744.711 711.671 322.054	4- 3- 5-,6-
917.67 11	B	1-,2,3,4-		341.8 5 887.70 11	13.5 5 100 4		575.9 29.9641	2-,3- 2-
930.3 8	D
941.80 12	B			283.52 17 941.79 17			658.279 0.0	3- 3-

E(level)	J^π(level)	T_1/2(level)	Comments
0.0	3-	1.67858 d 21 % β^- = 100	μ=+0.730 15 (2011StZZ), Q=+0.094 10 (2011StZZ) J^π(level): Level populated from n-capture state through primary γ.
29.9641	2-	0.25 ns 4	J^π(level): Level populated from n-capture state through primary γ.
34.6463	5-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02). Level populated from n-capture state through primary γ.
48.8843	6-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02).
63.1790	4-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02). Level populated from n-capture state through primary γ.
103.8285	6-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02).
162.6591	2-	≤ 10 ps	J^π(level): Level populated from n-capture state through primary γ.
272.3060	4-		J^π(level): Level populated from n-capture state through primary γ.
284.656	7-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02).
318.219	3-		J^π(level): Level populated from n-capture state through primary γ.
575.9	2-,3-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02).
591.50	2-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02).
602.033	4-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02). Level populated from n-capture state through primary γ.
658.279	3-		E(level): Possible multiplet levels.
671.1	3,4,5		J^π(level): Level populated from n-capture state through primary γ.
672.977	4-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02).
711.671	3-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02). Level populated from n-capture state through primary γ.
744.711	4-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02). Level populated from n-capture state through primary γ.
755.07	1-,2-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02).
771.425	4-,5-,6-		J^π(level): Level populated from n-capture state through primary γ.
776.6	4-		J^π(level): Level populated from n-capture state through primary γ.
796.270	2-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02). Level populated from n-capture state through primary γ.
831.20	2-,3-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02).
905.9	2-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02).
912.172	3-,4-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02). Level populated from n-capture state through primary γ.
E(level)	J^π(level)	T_1/2(level)	Comments
968.66	3-,4-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02). Level populated from n-capture state through primary γ.
986.700	4-,5-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02).
1031.6	4-		J^π(level): Level populated from n-capture state through primary γ.
1035.630	4-		E(level): Possible multiplet levels. J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02). Level populated from n-capture state through primary γ.
1037.6	3-,4,5-		J^π(level): Level populated from n-capture state through primary γ.
1055.042	4-,5-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02). Level populated from n-capture state through primary γ.
1076.9	2-,3-,4-,5-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02).
1097.27			J^π(level): Level populated from n-capture state through primary γ.
1100.934	3-,4-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02).
1109.77	3-,4-		J^π(level): Level populated from n-capture state through primary γ.
1116.758	2-,3-,4-,5-		J^π(level): From analysis of level population in (n,γ) (1970Ju04) and (d,p) (1967Ke02). Negative π from L=3 or L=1 in (d,p) (1967Ke02). Level populated from n-capture state through primary γ.
1137.5	3-,4,5-		J^π(level): Level populated from n-capture state through primary γ.
1147.42			J^π(level): Level populated from n-capture state through primary γ.