152GD 152TB EC DECAY (17.5 H) 2004ADZZ,2003AD25,1970AD0513NDS 201311
152GD H TYP=FUL$AUT=M. J. MARTIN$CIT=NDS 114, 1497 (2013)$CUT=31-Aug-2013$
152GD c {+152}Tb isotope prepared by irradiation of a tantalum target
152GD2c by a proton beam at E=660 MeV, followed by chromatographic
152GD3c isolation and electromagnetic separation.
152GD c Measured E|g, I|g, |g|g, |g|g(|q ), I|b, I(ceK)/I(|b+) with a planar
152GD2c HPGe detector and a coaxial HPGe detector for the energy
152GD3c range from 5-1500 keV. Another coaxial HPGe detector ORTEC was used
152GD4c to measure the aforementioned quantities in the high energy range of
152GD5c 300-4000 keV. The |g|g coincidences were recorded by the two HPGe
152GD6c detectors. A 7 mm thick Pb filter was placed between the detectors to
152GD7c avoid registration of Compton-scattered photons.
152GD cE $Relative I(|b+) measured from annihilation radiation in coin with
152GD2cE |g rays are given under comments. The values are from table 1 of
152GD3cE 2003Ad25
152GD cG E$From 2004AdZZ, unless noted otherwise. No uncertainties are given in
152GD2cG 2003Ad25
152GD cG E(A),RI(A),M(A)$2004AdZZ report E=703.39 {I7} with I|g=3.71 {I7} placed
152GD2cG from the 1048 and 1318 levels. The E|g are the authors' rounded-off
152GD3cG values from their level scheme, and the I|g are from |g|g. |a(K)exp for
152GD4cG the doublet is consistent only with mult=E2 for both components
152GD cG E(B),RI(B),M(B)$2004AdZZ report E=855.00 {I9} with I|g=0.103 {I12}
152GD2cG placed from the 1471, 1785, and 2170 levels. The E|g are the authors'
152GD3cG rounded-off values from their level scheme, and the I|g are from |g|g.
152GD4cG from the strong ce line at this energy, and known placements, one can
152GD5cG deduce a probable E0 component in the branch from the 1785 level
152GD cG E(C),RI(C),M(C)$2004AdZZ report E=557.67 {I7} with I|g=0.175 {I5}
152GD2cG placed from the 1606 and 1840 levels. The E|g are the authors'
152GD3cG rounded-off values from their level scheme, and the I|g are from |g|g.
152GD4cG |a(K)exp|?0.012 for the doublet is consistent with mult=E2 for both
152GD5cG placements, both of which are |DJ=2 transitions in the decay scheme
152GD cG E(D),RI(D),M(D)$2004AdZZ report E=1605.72 {I7} with I|g=0.585 {I11}
152GD2cG placed from the 1606 and 2729 levels. The E|g are the authors'
152GD3cG rounded-off values from their level scheme, and the I|g are from |g|g.
152GD4cG Note that Ice(K) for the doublet, with placements as 2+ to 0+ and 2+ to
152GD5cG 3-, is deduced to be 0.29 {I3} compared with the measured value of
152GD6cG 0.17 {I4}. the experimental Ice(K) suggests mult=E1 for both
152GD7cG placements, in disagreement with the proposed spin of the 1606 level;
152GD8cG however, |a(K)exp in 13-y Eu |b{+-} decay is consistent with mult=E2
152GD9cG for the component from the 1606 level
152GD cG E(E),RI(E)$2004AdZZ report E=1083.96 {I10} with I|g=0.122 {I5} placed
152GD2cG from the 1840 and 2401 levels. The E|g are the authors' rounded-off
152GD3cG values from their level scheme, and the I|g are from |g|g
152GD cG E(F),RI(F)$2004AdZZ report E=814.38 {I16} with I|g=0.055 {I5} placed
152GD2cG from the 1861.9 and 2729 levels. The E|g are the authors' rounded-off
152GD3cG values from their level scheme, and the I|g are from |g|g
152GD cG E(G),RI(G),M(G)$2004AdZZ report E=1517.78 {I7}, I|g=1.025 {I21} placed
152GD2cG from the 1862, 2133, and 2642 levels. The E|g are the authors'
152GD3cG rounded-off values from their level scheme, and the I|g are from |g|g.
152GD4cG From Ice(K) one can deduce |a(K)exp=0.0016 {I3} for the component from
152GD5cG the 1862 level, consistent with mult=M1+E2 as suggested by the |d
152GD6cG values
152GD cG E(H),RI(H)$2004AdZZ report E=818.25 {I8} with I|g=0.160 {I4} placed
152GD2cG from the 1941 and 2133 levels. The E|g are the authors' rounded-off
152GD3cG values from their level scheme, and the I|g are from |g|g
152GD cG E(I),RI(I),M(I)$2004AdZZ report E=1596.75 {I7}, I|g=0.721 {I15} placed
152GD2cG from the 1941 and 2720 levels. The E|g are the authors' rounded-off
152GD3cG values from their level scheme, and the I|g are from |g|g.
152GD4cG |a(K)exp=0.00101 {I23} for this doublet and for the 1598.9|g from the
152GD5cG 2529 level, unresolved in the ce spectrum. The placement from the 2720
152GD6cG level requires mult=E1, and |d is known for the placement from the 1941
152GD7cG level. from these observations, one can deduce |a(K)exp=0.0011 {I8}
152GD8cG for the 1598.9|g, consistent with E1, E2, or M1
152GD cG E(J),RI(J),M(J)$2004AdZZ report E=1631.42 {I8}, I|g=0.361 {I8} placed
152GD2cG from the 1976 and 2247 levels. The E|g are the authors' rounded-off
152GD3cG values from their level scheme, and the I|g are from |g|g. From
152GD4cG |a(K)exp=0.00107 {I21}, and given a 2+ to 0+ placement for the
152GD5cG component from the 2247 level, one gets mult=M1(+E2) for the component
152GD6cG from the 1976 level
152GD cG E(K),RI(K)$2004AdZZ report E=1202.64 {I9} with I|g=0.090 {I3} placed
152GD2cG from the 2133 and 2326 levels. The E|g are the authors' rounded-off
152GD3cG values from their level scheme, and the I|g are from |g|g
152GD cG E(L),RI(L),M(L)$2004AdZZ report E=1789.20 {I8}, I|g=0.899 {I17} placed
152GD2cG from the 2133 and 2720 levels. The E|g are the authors' rounded-off
152GD3cG values from their level scheme, and the I|g are from |g|g. From Ice(K)
152GD4cG for the doublet and with |d=+0.26 for the component from the 2720
152GD5cG level, both components must be mainly M1
152GD cG E(M),RI(M),M(M)$2004AdZZ report E=1446.43 {I7}, I|g=0.387 {I8} placed
152GD2cG from the 2202 and 2881 levels. The E|g are the authors' rounded-off
152GD3cG values from their level scheme, and the I|g are from |g|g. From
152GD4cG |a(K)exp=0.0013 {I3} for the doublet, and given mult=E2 required for
152GD5cG the placement from the 2202 level, one gets mult=M1 or E2 for the
152GD6cG placement from the 2881 level
152GD cG E(N),RI(N),M(N)$2004AdZZ report E=1314.66 {I9}, I|g=2.22 {I5} placed
152GD2cG from the 1315 and 2437 levels. The E|g are the authors' rounded-off
152GD3cG values from their level scheme, and the I|g are from |g|g. |a(K)exp for
152GD4cG the doublet is consistent only with mult=E1 for both components
152GD cG E(O),RI(O),M(O)$2004AdZZ report E=1411.48 {I9}, I|g=1.01 {I3} placed
152GD2cG from the 1756 and 2729 levels. The E|g are the authors' rounded-off
152GD3cG values from their level scheme, and the I|g are from |g|g.
152GD4cG |d=+4.3 {I+9-13} for the component from the 2729 level. From this, and
152GD5cG |a(K)exp=0.00083 {I14} for the doublet, one can deduce mult=E1 for the
152GD6cG component from the 1756 level
152GD cG E(P),RI(P)$2004AdZZ report E=1400.60 {I7} with I|g=0.244 {I5} placed
152GD2cG from the 2524 and 2720 levels. The E|g are the authors' rounded-off
152GD3cG values from their level scheme, and the I|g are from |g|g
152GD cG E(Q),RI(Q),M(Q)$2004AdZZ report E=1902.45 {I8}, I|g=2.68 {I5} placed
152GD2cG from the 2247 and 3012 levels. The E|g are the authors' rounded-off
152GD3cG values from their level scheme, and the I|g are from |g|g. |a(K)exp for
152GD4cG the doublet can be attributed entirely to the much stronger component
152GD5cG from the 2247 level, and along with |d gives mult=M1+E2 for this
152GD6cG component. Nothing can be said about mult for the component from the
152GD7cG 3012 level
152GD cG E(R),RI(R),M(R)$2004AdZZ report E=1841.15 {I9}, I|g=0.123 {I3} placed
152GD2cG from the 2772 and 2964 levels. The E|g are the authors' rounded-off
152GD3cG values from their level scheme, and the I|g are from |g|g. |a(K)exp is
152GD4cG consistent only with mult=M1,E2 for each component
152GD cG E(S),RI(S),M(S)$2004AdZZ report E=2043.65 {I10}, I|g=0.156 {I4} placed
152GD2cG from the 2387, 3153, and 3358 levels. The E|g are the authors'
152GD3cG rounded-off values from their level scheme, and the I|g are from |g|g.
152GD4cG From |a(K)exp=0.0019 {I8}, and given that mult is probably E1 for the
152GD5cG 2043.63 and 2043.79|g's, based on their placements, the placement from
152GD6cG the 2387 level requires an E0 component
152GD cG E(T),RI(T),M(T)$2004AdZZ report E=2093.51 {I8}, I|g=0.333 {I7} placed
152GD2cG from the 2437 and 2709 levels. The E|g are the authors' rounded-off
152GD3cG values from their level scheme, and the I|g are from |g|g. From
152GD4cG |a(K)exp=0.00125 {I24} for the doublet, and given mult=E2 for the
152GD5cG placement from the 2709 level, one gets |a(K)exp=0.0016 {I3} for the
152GD6cG placement from the 2437 level. Compared with |a(K)=0.000706 for M1,
152GD7cG this |a(K)exp suggests an E0 component for that placement
152GD cG E(U),RI(U),M(U)$2004AdZZ report E=2103.54 {I9}, I|g=0.101 {I3} placed
152GD2cG from the 2448 and 2720 levels. The E|g are the authors' rounded-off
152GD3cG values from their level scheme, and the I|g are from |g|g. From
152GD4cG |a(K)exp=0.00060 {I14}, given that the placement from the 2720 level is
152GD5cG 2+ to 0+, one gets mult=M1 or E2 for the placement from the 2448 level
152GD cG E(V),RI(V),M(V)$2004AdZZ report E=2169.16 {I9}, I|g=0.146 {I3} placed
152GD2cG from the 2514 and 3099 levels. The E|g are the authors' rounded-off
152GD3cG values from their level scheme, and the I|g are from |g|g.
152GD4cG |a(K)exp=0.00056 {I13} for the doublet plus the 2172.45|g from the 2928
152GD5cG level. From the J{+|p} assignments, the placements from the 2928 and
152GD6cG 3099 levels require |D|p=no. J{+|p}(1514)=1,2+, allowing mult= M1,E2 or
152GD7cG E1 if J{+|p}=1-. |a(K)=0.00053 for E2, so |a(K)exp is reasonably
152GD8cG consistent with |D|p=no for all three transitions; however, if
152GD9cG J{+|p}(2514)were 1-, requiring mult=E1, then |a(K)exp would be
152GDacG 0.00050 {I11} for the other two components, giving better agreement
152GDbcG with |a(K) for E2, and also allowing for some M1 admixture
152GD cG E(Z)$Calibration value used by 2003Ad25, consistent with 2000He14
152GD cG RI$From 2004AdZZ, unless noted otherwise. 2003Ad25 report only
152GD2cG branching ratios
152GD cG E(f)$From ce spectrum of 1970Ad05. Not seen in the photon spectrum
152GD cG M,MR$From Adopted Gammas. |a(K)exp values from 2004AdZZ, |d values from
152GD2cG |g(|q,H,t) of 1990Ta19, and |d values from |g(|q,t) of 1981Fe01 are
152GD3cG given in comments, as are earlier |d data as given in the evaluation of
152GD4cG 1975Kr16. The |a(K)exp values given by 2004AdZZ are based on the
152GD5cG authors relative I|g data along with Ice(K) data of 1970Ad05 and are
152GD6cG normalized in the region E|g<1000 to |a(K) for the 344 (E2), 411 (E2),
152GD7cG and 778 (E1) transitions, and in the higher-energy region, where a
152GD8cG different detector was used, to |a(K) for the 970 (E1), 990 (E2), 1185
152GD9cG (E2), 1209 (E1), 1299 (E1), 1314 (E1), 1941 (E2), 2033 (E1), and 2113
152GDacG (E2) transitions
152GD cG M(W),MR(W)$For mult for the 1369 and 1955|g's, see the comment on
152GD2cG J{+|p} for the 2299 level. for J{+|p}=3-, 1990Ta19, from their |g(|q)
152GD3cG work, deduce |d(M2/E1)=+0.28 {I5}, +0.35 {I6}, and +0.27 {I4} for the
152GD4cG 1190, 1369, and 1955|g's, respectively, and 1981Fe01 report
152GD5cG |d=+0.28 {I+17-14} and +0.30 {I+9-8} for the 1190 and 1955|g's,
152GD6cG respectively
152GD cG M(X)$|a(K)exp for the 2179+2182|g's is consistent only with mult=M1 for
152GD2cG both transitions.
152GD cG M(Y)$|a(K)exp=0.0021 {I8} for the 2217.40+2220.81|g's requires an E0
152GD2cG component in one or both of these transitions. the 2220|g is unplaced
152GD3cG and the 2217|g deexcites the 3340 {I3}- level to the 1123 {I3}- level.
152GD cG M(1)$|a(K)exp=0.00059 {I10} for the 2251.4+2254.4|g's is consistent
152GD2cG only with mult=M1 or E2 for both transitions
152GD cG M(2)$|a(K)exp=0.00144 {I19} for the 2384.9+2388.7|g's, compared with
152GD2cG |a(K)=0.00053 for mult=M1, suggests an E0 component in one or both
152GD3cG transitions
152GD cG M(3)$|a(K)exp for the 1739|g to the 1123 level with |p=- and for the
152GD2cG 2518|g to the 344 level with |p=+ give mult=M1,E2 for both transitions.
152GD3cG This mult discrepancy does not allow |p(2862) to be determined. From
152GD4cG |g(|q), 1990Ta19 give |d(2518|g)=-0.29 {I8} or +7 {I+9-3} for J=2, and
152GD5cG +0.21 {I6} or -30 {I+20 -INF} for J=3
152GD cG M(4)$|a(K)exp=0.00078 {I15} for E|g=2076.21+2078.63. Placement of the
152GD2cG 2078|g requires mult=E1, leading to |a(K)exp=0.0012 {I3} for the
152GD3cG 2076|g. compared with theory values of 0.00072 for M1 and 0.00057 for
152GD4cG E2 this |a(K)exp value gives mult=M1 or E0+M1+E2
152GD cG M(5)$|a(K)exp=0.0024 {I5} for E|g=2322.3+2324.32, compared with theory
152GD2cG values of 0.00056 and 0.00047 for mult=M1 and E2, respectively,
152GD3cG requires an E0 admixture in one or both transitions. The 2322|g is
152GD4cG unplaced.
152GD cG M(6)$|a(K)exp=0.00024 {I4} for E|g=2793.27+2795.92, compared with
152GD2cG theory values of 0.00018, 0.00034, and 0.00037 for E1, E2, and M1,
152GD3cG respectively, suggest mult=E1 for one of the components, and mult=M1,E2
152GD4cG for the other. The 2793.27|g is unplaced
152GD cG M(7)$|a(K)exp=0.00082 {I20} for E|g=2018.09+2020.67 is consistent only
152GD2cG with mult=M1,E2 for both components
152GD cG M(8)$|a(K)exp for the triplet 2597.04+2600.69+2602.85 is consistent
152GD2cG only with mult=M1 or E2 for the 2602.85|g. Placement in the level
152GD3cG scheme requires |DJ=2. The 2597 and 2600|g's are unplaced, but |a(K)exp
152GD4cG for the triplet is consistent with mult=M1 for both transitions
152GD cG M(9)$ce lines are reported at 2885.0 and 2894. E|g=2882.39, 2887.51,
152GD2cG 2890.2, and 2893.15 for transitions close to these energies. 2004AdZZ
152GD3cG deduce mult=E1 for the 2882|g by assigning the entire Ice for the 2885
152GD4cG ce line to this transition, giving |a(K)exp=0.00026 {I6}; however, the
152GD5cG associations do not seem to be unambiguous. Only the 2887|g is placed,
152GD6cG and nothing can be deduced about its mult
152GD cG M(g)$|a(K)exp=0.038 {I3} for the doublet 493.81+496.37|g. Given mult=E2
152GD2cG for the 493.8|g, placed as 2+ to 0+ from the 1109.2 level, one gets
152GD3cG |a(K)exp=0.063 {I4} for the 496.37|g from the 1605.6 level compared
152GD4cG with |a(K)=0.022 for mult=M1, |a(K)exp requires an E0 component
152GD cG M(a)$|a(K)exp=0.025 {I5} for the doublet 543.58+547.47. Given mult=E1
152GD2cG for the 547.47|g, placed as 2+ to 1- from the 1862.06 level, one gets
152GD3cG |a(K)exp=0.033 {I6} for the 543.58|g from the 1861.89 level compared
152GD4cG with |a(K)=0.0174 for mult=M1. |a(K)exp requires an E0 component
152GD cG M(c)$|a(K)exp=0.030 {I4} for the 195.17+196.34|g's, unresolved in the
152GD2cG ce spectrum, is consistent only with mult=E1 for the strong 195.17
152GD3cG component. mult is undetermined for the unplaced 196.34|g
152GD cG M(b)$|a(K)exp=0.018 {I4} for E|g=697.20+699.25 placed from the 2011 and
152GD2cG 1314 levels, respectively. From these placements, mult must be E1, with
152GD3cG |a(K)=0.00197. If the placements are correct, there May be a third
152GD4cG transition at this energy with mult=E0 and Ice=0.0026 {I6}
152GD cG M(d)$|a(K)exp=0.0036 {I6} for E|g=930.58+932.09 with placements from
152GD2cG the 930 and 2247 levels, requiring mult=pure E2 and E1(+M2),
152GD3cG respectively, suggests an M2 admixture for the 932.09|g
152GD cG M(e)$|a(K)exp=0.0018 {I3} for E|g=1316.32+1318.24 with placements from
152GD2cG the 2246 and 1318 levels. From the placement, mult(1318.24|g) must be
152GD3cG E2. The remaining Ice(K) gives mult(1316.32|g)=M1 or E2, consistent
152GD4cG with its placement as a 2+ to 2+ transition
152GD cL E$From a least-squares fit to the E|g values
152GD cL E(A)$The three transitions from the 3214 level do not yield consistent
152GD2cL energies. The 887, 1045, and 1521|g's give E(level)=3213.00 {I14},
152GD3cL 3214.96 {I24}, and 3214.00 {I17}, respectively. 2003Ad25 give
152GD4cL 3214.23 {I9}. The evaluator adopts E=3214 {I1} and considers the level
152GD5cL as tentative
152GD cL J(B)$|a(K)exp gives mult=M1 and E1 for the 1369 and 1955|g's,
152GD2cL respectively; however, both transitions feed levels with J{+|p}=2+.
152GD3cL mult(1369|g)=M1, along with other branchings, give J{+|p}=2+, while
152GD4cL mult(1955|g)=E1 would allow J{+|p}=2- or 3-. Observation of the 2299
152GD5cL level in (d,d') rules out the 2- alternative. 2003Ad25 (and 2004AdZZ)
152GD6cL adopt 2+, while 1971Zo05 , who give the same inconsistent mults, adopt
152GD7cL J{+|p}=3-. 1990Ta19, in their |g(|q) analysis use J=3
152GD cL E(C)$2003Ad25 list a level at 2869.76 with transitions E|g=2525.43 and
152GD2cL E|g=2254.44. The 2525.43|g is shown as having a branching of 0.0, and
152GD3cL neither transition is given in the tables of 2004AdZZ. there is a
152GD4cL transition with E|g=2254.54 listed in both works and placed from the
152GD5cL 2598 level. In table 2 of 2004AdZZ, which gives transition
152GD6cL multipolarities, the 2254.54|g is indicated as being a doublet, but no
152GD7cL further information is given. The evaluator has chosen to show the 2869
152GD8cL level as questionable
152GD cL J(D)$The mults for the transitions deexciting the 2495 level are not
152GD2cL consistent. From |a(K)exp, the 1372 and 2150|g's are both M1(+E2);
152GD3cL however, the 1372|g feeds a 3- level and the 2140|g feeds a 2+ level
152GD cE IE$From an intensity balance at each level
152TB P 0.0 2- 17.5 H 1 3990 40
152GD N 0.635 6 0.635 6 1 1
152GD cN NR,BR$From I(|g{+|+})/I(|g) for each level and theoretical |e/|b{++}
152GD2cN ratios. the sum of the authors' values for all levels, excluding the
152GD3cN g.s., is 75.0% {I18}, leaving 25.0% {I18} for feeding to the g.s. the
152GD4cN |g normalization then follows from |SI(|g+ce to g.s.)=75.0 {I18}
152GD PN 3
152GD G 113.5
152GD2 G FLAG=f$EKC>0.64 17
152GD G 115.3
152GD2 G FLAG=f$EKC>0.71 17
152GD G 143.8
152GD2 G FLAG=f$EKC>0.52 16
152GD G 155.1
152GD2 G FLAG=f$EKC>0.71 20
152GD G 160.77 9 0.0252 15
152GD G 169.50 12 0.032 3
152GD G 181.3 3 0.0103 23
152GD G 185.07 16 0.012 3
152GD G 196.34 17 0.047 5
152GD2 G FLAG=c$
152GD G 296.31 21 0.0105 21
152GD G 322.18 13 0.0137 14
152GD G 334.02 11 0.0374 21
152GD G 362.33 9 0.0309 14
152GD G 364.84 16 0.0142 17
152GD G 368.66 21 0.042 10
152GD G 381.7 3 0.0088 22
152GD G 385.5 3 0.019 6
152GD G 421.40 18 0.0122 12
152GD G 453.26 24 0.0088 20
152GD G 460.29 22 0.0096 21
152GD G 465.68 10 0.0427 21
152GD G 491.84 27 0.015 3
152GD G 522.03 18 0.0146 19
152GD G 554.24 21 0.0171 16
152GD G 569.04 20 0.0122 16
152GD G 571.54 10 0.0248 15
152GD G 575.40 14 0.0129 13
152GD G 595.83 11 0.024 3
152GD G 645.83 14 1.0141 14
152GD G 651.06 19 0.0127 12
152GD G 667.46 12 0.0218 13
152GD G 681.3 3 0.017 6
152GD G 730.95 11 0.047 9
152GD G 758.01 11 0.0361 24
152GD G 758.8 4 0.028 6
152GD G 787.18 12 0.0333 15
152GD G 824.70 13 0.0169 11
152GD G 834.73 18 0.0365 17
152GD G 847.62 24 0.0140 20
152GD G 852.1 5 0.038 8
152GD G 874.85 26 0.0067 20
152GD G 883.30 11 0.0211 20
152GD G 919.20 9 0.0177 12
152GD G 923.98 15 0.0172 18
152GD G 945.26 13 0.0225 19
152GD G 981.18 24 0.011 4
152GD G 1030.71 11 0.031 4
152GD G 1061.15 9 0.095 3
152GD G 1061.6 0.016 LTE0(+M1,E2)
152GD2 G FLAG=f$EKC>0.084 9
152GD G 1069.15 9 0.095 3
152GD G 1098.3 3 0.018 3
152GD G 1119.42 17 0.0165 15
152GD G 1130.98 7 0.223 5
152GD G 1144.94 16 0.0238 20
152GD G 1157.18 16 0.024 4
152GD G 1164.17 19 0.0373 19
152GD G 1173.4 6 0.014 3
152GD G 1193.20 21 0.023 3
152GD G 1218.64 11 0.0347 13
152GD G 1225.86 10 0.0220 18
152GD G 1237.20 11 0.035 3
152GD G 1239.51 11 0.0337 21
152GD G 1250.7 4 0.011 3
152GD G 1278.33 9 0.041 6
152GD G 1308.07 16 0.0150 14
152GD G 1375.76 21 0.0092 21
152GD G 1383.5 E0(+M1,E2)
152GD2 G FLAG=f$EKC>0.07 1
152GD G 1410.29 13 0.116 16
152GD G 1449.4 3 0.0184 21
152GD G 1465.85 18 0.0068 22
152GD G 1471.45 15 0.024 4
152GD G 1485.7 3 0.0279 25
152GD G 1514.61 14 0.016 3
152GD G 1532.75 10 0.0567 18 M1
152GD2 G EKC=0.0018 5
152GDS G CC=0.001773 25$KC=0.001433 20$LC=0.000192 3$MC=4.13E-5 6$NC+=0.0001076
152GDS G NC=9.51E-6 14$OC=1.484E-6 21$PC=1.028E-7 15$IPC=9.65E-5 14
152GD G 1535.84 16 0.0206 17
152GD G 1558.07 12 0.0215 17
152GD G 1620.35 20 0.041 3
152GD G 1622.4 4 0.015 3
152GD G 1685.28 16 0.0163 12
152GD G 1687.69 11 0.0211 13
152GD G 1735.8 E0(+M1,E2)
152GD2 G FLAG=f$EKC>0.042 7
152GD G 1748.34 14 0.0068 7
152GD G 1844.83 12 0.0227 11
152GD G 1875.35 12 0.0238 18
152GD G 1891.45 17 0.062 3 (M1,E2)
152GD2 G EKC=0.0024 10
152GDS G CC=0.00117 14$KC=0.00078 11$LC=0.000104 14$MC=2.2E-5 3$NC+=0.000259 18
152GDS G NC=5.2E-6 7$OC=8.0E-7 11$PC=5.5E-8 9$IPC=0.000253 18
152GD G 1896.52 21 0.053 4
152GD G 1907.51 18 0.041 3 (M1)
152GD2 G EKC=0.0036 16
152GDS G CC=0.001297 19$KC=0.000871 13$LC=0.0001157 17$MC=2.49E-5 4$NC+=0.000285
152GDS G NC=5.74E-6 8$OC=8.96E-7 13$PC=6.22E-8 9$IPC=0.000278 4
152GD G 1914.71 13 0.080 3
152GD G 1951.17 19 0.039 3
152GD G 1962.9 E0
152GD2 G FLAG=f$EKC>0.030 12
152GD G 1967.9 5 0.0089 13
152GD G 1979.93 19 0.0072 12
152GD G 2014.48 20 0.0118 23 M1(+E0) 0.0074 30
152GD2 G EKC=0.0064 26
152GD G 2018.09 14 0.0300 12 M1,E2
152GD2 G FLAG=7$
152GDS G CC=0.00112 12$KC=0.00069 9$LC=9.1E-5 11$MC=1.96E-5 24$NC+=0.000323 23
152GDS G NC=4.5E-6 6$OC=7.0E-7 9$PC=4.8E-8 7$IPC=0.000317 23
152GD G 2029.5 E0
152GD2 G FLAG=f$EKC>0.012 5
152GD G 2051.26 11 0.0406 14
152GD G 2064.90 16 0.0124 16(M1+E2+E0)
152GD2 G EKC=0.011 4
152GDS G CC=0.00111 12$KC=0.00065 8$LC=8.7E-5 11$MC=1.86E-5 22$NC+=0.000346 25
152GDS G NC=4.3E-6 5$OC=6.7E-7 8$PC=4.6E-8 6$IPC=0.000341 25
152GD G 2073.51 17 0.0179 21
152GD G 2082.22 18 0.0199 12
152GD G 2086.20 10 0.0447 15
152GD G 2127.99 11 0.0530 21
152GD G 2140.35 16 0.0260 14
152GD G 2176.44 11 0.0575 18
152GD G 2192.22 10 0.0157 11
152GD G 2220.81 21 0.0237 14
152GD2 G FLAG=Y$
152GD G 2223.71 19 0.0141 19
152GD G 2232.76 14 0.0337 12
152GD G 2239.13 24 0.0118 13
152GD G 2262.9 4 0.0158 18
152GD G 2269.68 25 0.0099 17
152GD G 2275.07 19 0.0268 22
152GD G 2276.87 17 0.0257 25
152GD G 2281.44 11 0.0252 10
152GD G 2287.66 27 0.0049 10
152GD G 2291.46 19 0.0124 12
152GD G 2322.3 4 0.014 3
152GD2 G FLAG=5$
152GD G 2347.53 11 0.0438 16
152GD G 2354.19 14 0.0261 16
152GD G 2357.0 0.003 LTE0(+M1,E2)
152GD2 G EKC>0.040 10
152GD G 2382.27 16 0.0215 14
152GD G 2398.53 26 0.086 10 M1(+E0) 0.0022 8
152GD2 G EKC=0.0019 7
152GD G 2411.45 18 0.0081 9
152GD G 2420.43 20 0.0087 9
152GD G 2428.36 11 0.0927 25 M1(+E0)
152GD2 G EKC=0.0027 9
152GDS G CC=0.001160 17$KC=0.000509 8$LC=6.72E-5 10$MC=1.446E-5 21$NC+=0.000569
152GDS G NC=3.33E-6 5$OC=5.20E-7 8$PC=3.62E-8 5$IPC=0.000565 8
152GD G 2440.3 4 0.0050 9
152GD G 2444.39 22 0.0095 11
152GD G 2450.24 15 0.0080 7
152GD G 2462.73 21 0.0077 8
152GD G 2465.5 E0(+M1,E2)
152GD2 G FLAG=f$EKC>0.010 3
152GD G 2469.72 14 0.0145 9
152GD G 2472.44 15 0.0178 9
152GD G 2479.26 22 0.0162 11
152GD G 2488.97 12 0.0389 16
152GD G 2491.4 0.003 LT
152GD2 G EKC>0.050 10
152GD G 2503.96 22 0.0083 10
152GD G 2506.3 (E0+M1+E2)
152GD2 G FLAG=f$EKC>0.010 4
152GDS G CC=0.00108 9$KC=0.00044 4$LC=5.8E-5 5$MC=1.25E-5 11$NC+=0.00057 5
152GDS G NC=2.87E-6 24$OC=4.5E-7 4$PC=3.1E-8 3$IPC=0.00057 5
152GD G 2507.8 4 0.0045 10
152GD G 2544.58 18 0.0074 9
152GD G 2548.10 25 0.0088 8
152GD G 2551.48 11 0.0482 12 M1,E2
152GD2 G EKC=0.00050 13
152GDS G CC=0.00109 8$KC=0.00043 4$LC=5.6E-5 5$MC=1.20E-5 10$NC+=0.00059 5
152GDS G NC=2.77E-6 22$OC=4.3E-7 4$PC=3.0E-8 3$IPC=0.00059 5
152GD G 2555.34 18 0.0192 10
152GD G 2572.6 4 0.0231 22
152GD G 2579.82 17 0.0527 22
152GD G 2597.04 16 0.0192 10
152GD2 G FLAG=8$
152GD G 2600.69 18 0.0446 23
152GD2 G FLAG=8$
152GD G 2619.61 9 0.412 9 M1,E2
152GD2 G EKC=0.00047 9
152GDS G CC=0.00110 8$KC=0.00040 3$LC=5.3E-5 4$MC=1.14E-5 9$NC+=0.00063 5
152GDS G NC=2.62E-6 20$OC=4.1E-7 3$PC=2.84E-8 23$IPC=0.00062 5
152GD cG E$Placed in earlier work from the 2964 level. Not placed by 2004AdZZ
152GD G 2629.74 13 0.0079 6
152GD G 2678.03 17 0.0175 11
152GD G 2680.88 11 0.0602 16
152GD G 2687.39 12 0.0260 8
152GD G 2694.48 11 0.0784 23 M1(+E0)
152GD2 G EKC=0.0010 2
152GDS G CC=0.001182 17$KC=0.000406 6$LC=5.34E-5 8$MC=1.149E-5 16$NC+=0.000712 1
152GDS G NC=2.64E-6 4$OC=4.13E-7 6$PC=2.88E-8 4$IPC=0.000709 10
152GD cG M$Authors value of 0.0010 {I20} is a typo
152GD G 2702.98 10 0.0993 24 M1,E2
152GD2 G EKC=0.00045 18
152GDS G CC=0.00111 8$KC=0.000380 24$LC=5.0E-5 4$MC=1.07E-5 8$NC+=0.00067 5
152GDS G NC=2.46E-6 17$OC=3.8E-7 3$PC=2.67E-8 20$IPC=0.00067 5
152GD G 2722.45 15 0.095 4
152GD G 2740.93 12 0.0392 12 M1(+E0) 0.0011 4
152GD2 G EKC=0.00094 30
152GD G 2776.04 27 0.0128 11
152GD G 2778.28 12 0.0395 12 M1,E2
152GD2 G EKC=0.00046 10
152GDS G CC=0.00112 8$KC=0.000360 21$LC=4.7E-5 3$MC=1.01E-5 7$NC+=0.00070 6
152GDS G NC=2.33E-6 15$OC=3.64E-7 24$PC=2.53E-8 18$IPC=0.00070 6
152GD G 2787.86 11 0.0356 9 M1,E2
152GD2 G EKC=0.00029 10
152GDS G CC=0.00112 8$KC=0.000358 20$LC=4.7E-5 3$MC=1.01E-5 7$NC+=0.00071 6
152GDS G NC=2.32E-6 15$OC=3.61E-7 23$PC=2.51E-8 17$IPC=0.00071 6
152GD G 2793.27 14 0.0308 11
152GD2 G FLAG=6$
152GD G 2816.84 15 0.0160 6
152GD G 2820.43 12 0.0328 9 M1,E2
152GD2 G EKC=0.00037 11
152GDS G CC=0.00113 8$KC=0.000350 19$LC=4.6E-5 3$MC=9.8E-6 6$NC+=0.00072 6
152GDS G NC=2.26E-6 14$OC=3.53E-7 22$PC=2.45E-8 16$IPC=0.00072 6
152GD G 2824.2 3 0.0068 6
152GD G 2833.50 12 0.0184 5 (M1)
152GD2 G EKC=0.0007 4
152GDS G CC=0.001205 17$KC=0.000364 5$LC=4.79E-5 7$MC=1.029E-5 15$NC+=0.000783 1
152GDS G NC=2.37E-6 4$OC=3.70E-7 6$PC=2.58E-8 4$IPC=0.000780 11
152GD G 2838.15 11 0.0372 8 E2(+M1)
152GD2 G EKC=0.00028 9
152GDS G CC=0.00113 8$KC=0.000345 18$LC=4.5E-5 3$MC=9.7E-6 6$NC+=0.00073 6
152GDS G NC=2.23E-6 13$OC=3.49E-7 21$PC=2.42E-8 16$IPC=0.00073 6
152GD G 2845.25 12 0.0143 5
152GD G 2859.06 13 0.0325 10
152GD G 2861.75 11 0.0650 15
152GD G 2869.24 11 0.0751 16 M1
152GD2 G EKC=0.00046 7
152GDS G CC=0.001212 17$KC=0.000354 5$LC=4.66E-5 7$MC=1.001E-5 14$NC+=0.000801 1
152GDS G NC=2.31E-6 4$OC=3.60E-7 5$PC=2.51E-8 4$IPC=0.000799 12
152GD G 2873.2 4 0.0040 6
152GD G 2878.0 E0(+M1,E2)
152GD2 G FLAG=f$EKC>0.0050 9
152GDS G CC=0.00114 8$KC=0.000336 17$LC=4.39E-5 24$MC=9.4E-6 6$NC+=0.00075 6
152GDS G NC=2.17E-6 13$OC=3.39E-7 20$PC=2.36E-8 15$IPC=0.00075 6
152GD G 2882.39 11 0.1147 25
152GD2 G FLAG=9$
152GD G 2890.21 12 0.0475 11
152GD2 G FLAG=9$
152GD G 2893.15 11 0.0599 13
152GD2 G FLAG=9$
152GD G 2902.0 (E0+M1+E2)
152GD2 G FLAG=f$EKC>0.0070 23
152GDS G CC=0.00115 8$KC=0.000331 16$LC=4.32E-5 23$MC=9.3E-6 5$NC+=0.00076 6
152GDS G NC=2.14E-6 12$OC=3.34E-7 19$PC=2.32E-8 14$IPC=0.00076 6
152GD G 2906.48 15 0.0722 23 E1
152GD2 G EKC=0.00019 5
152GDS G CC=0.001329 19$KC=0.0001664 24$LC=2.11E-5 3$MC=4.51E-6 7$NC+=0.001137 1
152GDS G NC=1.036E-6 15$OC=1.616E-7 23$PC=1.125E-8 16$IPC=0.001136 16
152GD G 2910.0 6 0.0038 6
152GD G 2918.46 21 0.0108 5
152GD G 2921.85 14 0.0212 7
152GD G 2927.29 11 0.0557 13 M1,E2
152GD2 G EKC=0.00029 12
152GDS G CC=0.00115 8$KC=0.000325 15$LC=4.25E-5 22$MC=9.1E-6 5$NC+=0.00078 6
152GDS G NC=2.10E-6 12$OC=3.28E-7 18$PC=2.28E-8 14$IPC=0.00077 6
152GD G 2936.0 (E0+M1+E2)
152GD2 G FLAG=f$EKC>0.0050 12
152GD G 2945.9 4 0.0033 5
152GD G 2950.5 3 0.0049 6 E0+M1+E2 0.0038 10
152GD2 G EKC=0.0033 9
152GD G 2961.00 12 0.0261 7
152GD G 2971.46 14 0.0123 5
152GD G 2980.07 11 0.0478 10
152GD G 2983.78 11 0.0275 7
152GD G 2993.14 15 0.0282 8
152GD G 3014.77 13 0.0220 5
152GD G 3018.13 15 0.0111 4
152GD G 3022.50 14 0.0220 8
152GD G 3024.93 17 0.0124 6
152GD G 3037.62 22 0.0087 5
152GD G 3042.64 12 0.1099 23
152GD G 3056.19 12 0.0315 8
152GD G 3059.53 20 0.0095 5
152GD G 3068.25 15 0.0127 5
152GD G 3085.05 15 0.0148 5
152GD G 3088.60 17 0.0091 4
152GD G 3094.73 12 0.0210 6
152GD G 3107.88 14 0.0252 8
152GD G 3115.6 3 0.0028625
152GD G 3122.25 18 0.0043 3
152GD G 3132.3 4 0.0041 4
152GD G 3135.0 3 0.0069 5
152GD G 3147.2 6 0.0018 3
152GD G 3154.42 14 0.0186 5
152GD G 3158.87 12 0.0526 12
152GD G 3162.3 4 0.018 2
152GD G 3164.54 18 0.0760 23
152GD G 3166.90 21 0.0202 17
152GD G 3174.02 12 0.0316 8
152GD G 3180.51 22 0.0030925
152GD G 3190.1 3 0.0242 18
152GD G 3194.5 3 0.0047 3
152GD G 3205.60 21 0.0483 11
152GD G 3211.7 3 0.0050 4
152GD G 3223.80 17 0.0381 16
152GD G 3228.75 13 0.0209 5
152GD G 3232.48 16 0.0086 3
152GD G 3236.76 18 0.0050025
152GD G 3244.90 22 0.0036126
152GD G 3251.04 17 0.0060 3
152GD G 3261.0 5 0.0013 3
152GD G 3265.88 22 0.0070 4
152GD G 3268.70 16 0.0162 5
152GD G 3272.34 21 0.0073 3
152GD G 3276.00 19 0.0120 3
152GD G 3284.24 15 0.0090 3
152GD G 3309.75 14 0.0154 4
152GD G 3324.22 11 0.0510 12
152GD G 3328.24 15 0.0134 4
152GD G 3338.12 16 0.0059322
152GD G 3359.86 25 0.0019214
152GD G 3366.46 15 0.0073524
152GD G 3380.23 15 0.0077424
152GD G 3391.1 4 0.0012714
152GD G 3401.45 20 0.0029716
152GD G 3406.89 23 0.0023314
152GD G 3411.90 15 0.0084224
152GD G 3459.7 3 0.0013312
152GD G 3479.14 14 0.0190 5
152GD G 3493.32 18 0.0035914
152GD G 3508.7 3 0.0013112
152GD G 3534.74 24 0.0018712
152GD G 3565.85 24 0.0015210
152GD G 3572.44 18 0.0038814
152GD G 3595.3 3 0.0015812
152GD G 3621.7 4 0.0009311
152GD L 0 0+
152GD E 8.0 13 17 3 9.49 8 25 4 1U
152GDS E EAV=1337 18$CK=0.571 8$CL=0.0859 13$CM+=0.0249 4
152GD L 344.2790 13 2+
152GD E 5.9 8 6.8 9 8.03 7 12.7 17
152GDS E EAV=1186 19$CK=0.449 10$CL=0.0662 15$CM+=0.0192 5
152GD cE IB$11.9 {I11}
152GD G 344.2785 13 100.0 25 E2 0.0397
152GD2 G FLAG=Z$
152GDS G KC=0.0310 5$LC=0.00678 10$MC=0.001527 22$NC+=0.000398 6
152GDS G NC=0.000346 5$OC=4.97E-5 7$PC=1.99E-6 3
152GD cG M$|a(K)exp=0.031 {I30}
152GD L 615.38 3 0+
152GD E 1.20 7 5.65 21 9.67 3 6.85 24 1U
152GDS E EAV=1065 18$CK=0.690 7$CL=0.1046 12$CM+=0.0304 4
152GD cE IB$1.90 {I11}
152GD G 271.09 7 15.0 3E2 0.0826
152GDS G KC=0.0620 9$LC=0.01601 23$MC=0.00364 6$NC+=0.000942 14
152GDS G NC=0.000823 12$OC=0.0001159 17$PC=3.80E-6 6
152GD cG M$|a(K)exp=0.060 {I9}
152GD G 615.6 E0 2.00 8
152GD cG E$From 1970Ad05
152GD cG RI$<0.004
152GD cG TI$From Ice(K)=1.75 {I7} and Ice(K)/Ice=0.877 (E0 theory)
152GD cG $|r{+2}=0.066 {I14} (2004AdZZ, 2003Ad25)
152GD cG M$|a(K)exp>437 {I25}
152GD L 755.3960 19 4+
152GD E 0.051 15 0.30 9 10.9 2 0.35 10 1U
152GDS E EAV=1003 18$CK=0.713 7$CL=0.1085 11$CM+=0.0315 4
152GD cE IB$<0.016
152GD G 411.1165 13 5.67 14 E2 0.0238
152GD2 G FLAG=Z$
152GD2 G EKC=0.0192 23
152GDS G KC=0.0195 4$LC=0.0040 4$MC=0.00090 8$NC+=0.000235 20
152GDS G NC=0.000204 18$OC=3.0E-5 3$PC=1.37E-6 15
152GD cG MR$-0.30|<|d(M3/E2)|<-0.032 from |g(|q), and <0.05 from |a(K)exp.
152GD2cG other: +0.04 {I20} (1981Fe01). From the RUL limit of B(M3)(W.u.)<10 one
152GD3cG expects |d<4.4|*10{+-5}
152GD L 930.560 18 2+
152GD E 2.30 12 5.76 19 7.95 3 8.06 22
152GDS E EAV=920 18$CK=0.600 11$CL=0.0888 16$CM+=0.0257 5
152GD cE IB$3.59 {I20}
152GD G 175.14 9 0.038 4[E2] 0.347
152GD2 G EKC=0.43 9
152GDS G KC=0.231 4$LC=0.0901 13$MC=0.0209 3$NC+=0.00533 8
152GDS G NC=0.00468 7$OC=0.000636 9$PC=1.286E-5 19
152GD cG M$|a(K)exp gives mult=M1, but placement from 2+ to 4+ requires E2
152GD G 315.16 7 1.28 3E2 0.0518
152GD2 G EKC=0.052 18
152GDS G KC=0.0399 6$LC=0.00924 13$MC=0.00209 3$NC+=0.000543 8
152GDS G NC=0.000473 7$OC=6.75E-5 10$PC=2.52E-6 4
152GD cG M$|a(K)exp allows some M1 admixture but the placement requires |DJ=2
152GD G 586.27 7 14.5 3E0+M1+E2 0.0236 19
152GDS G KC=0.0202 21$LC=0.00300 22$MC=0.000297 1$NC+=7.9E-5$
152GDS G NC=6.8E-5$OC=1.0E-5 3$PC=5.7E-7
152GD cG CC$From |a(K)exp, |d=-3.05 {I14}, and Ice(E0)/Ice(M1+E2)=2.43 {I16}
152GD cG $|r{+2}=0.046 {I4} (2004AdZZ, 2003Ad25). |a(K)exp=0.0202 {I21}
152GD cG MR$|d(E2/M1)=-3.05 {I14} (1972Kr16). Others: -5.4 {I+15-26} (1990Ta19),
152GD2cG -4.9 {I12} (1981Fe01)
152GD G 930.58 7 2.31 8 (E2)
152GD2 G EKC=0.0040 8
152GD2 G FLAG=d$
152GDS G CC=0.00320 5$KC=0.00270 4$LC=0.000396 6$MC=8.63E-5 12$NC+=2.30E-5 4
152GDS G NC=1.98E-5 3$OC=3.02E-6 5$PC=1.87E-7 3
152GD L 1047.78 4 0+
152GD E 0.128 11 1.22 6 10.10 4 1.35 7 1U
152GDS E EAV=875 18$CK=0.756 6$CL=0.1157 9$CM+=0.0336 3
152GD cE IB$0.36 {I5}
152GD G 117.25 7 0.0785 22 E2 1.412
152GD2 G EKC=0.64 10
152GDS G KC=0.752 11$LC=0.509 8$MC=0.1196 17$NC+=0.0303 5
152GDS G NC=0.0267 4$OC=0.00353 5$PC=3.82E-5 6
152GD G 432.5 E0 0.81 8
152GD2 G FLAG=f$EKC>237 24
152GD cG RI$<0.003
152GD cG TI$From Ice(K)=0.710 {I75} and Ice(K)/Ice=0.876 (E0 theory)
152GD cG $X(E0/E2)=2.25 {I23}
152GD G 703.49 7 2.37 7 E2
152GD2 G FLAG=A$
152GDS G CC=0.00598 9$KC=0.00498 7$LC=0.000786 11$MC=0.0001724 25$NC+=4.57E-5 7
152GDS G NC=3.94E-5 6$OC=5.95E-6 9$PC=3.41E-7 5
152GD G 1047.9 E0 0.040 LE
152GD2 G FLAG=f$EKC>2.06 20
152GD cG RI$<0.013
152GD cG TI$I(|g+ce)=0.036 {I4} from Ice(K)=0.0314 {I34} and Ice(K)/Ice=0.878. A
152GD2cG limit is given since the authors show a second placement from the 2989
152GD3cG level, based just on an energy fit; however; from branching in 13-y Eu
152GD4cG |b{+-} decay, one deduces I(|g+ce)=0.040 {I12}, suggesting that most,
152GD5cG if not all of the intensity belongs with placement from the 1048 level
152GD cG $X(E0/E2)=6.9 {I7}
152GD L 1109.203 20 2+
152GD E 0.64 4 2.15 8 8.33 3 2.79 10
152GDS E EAV=839 18$CK=0.646 11$CL=0.0958 16$CM+=0.0277 5
152GD cE IB$1.09 {I6}
152GD G 178.58 11 0.0189 16 M1,E2 0.36 4
152GD2 G EKC=1.8 11
152GDS G KC=0.27 6$LC=0.065 18$MC=0.015 5$NC+=0.0038 11
152GDS G NC=0.0033 10$OC=0.00048 11$PC=1.8E-5 7
152GD G 353.78 9 0.0448 20[E2] 0.0367
152GDS G KC=0.0287 4$LC=0.00617 9$MC=0.001389 20$NC+=0.000362 5
152GDS G NC=0.000315 5$OC=4.53E-5 7$PC=1.85E-6 3
152GD G 493.81 7 0.223 6[E2] 0.01442
152GDS G KC=0.01171 17$LC=0.00211 3$MC=0.000469 7$NC+=0.0001233 18
152GDS G NC=0.0001068 15$OC=1.577E-5 22$PC=7.85E-7 11
152GD2 G FLAG=g$
152GD G 764.89 7 4.32 10M1+E2(+E0) 0.0070 6
152GD2 G EKC=0.0057 13$
152GDS G KC=0.00429 6$LC=0.000655 10$MC=0.0001432 20$NC+=3.81E-5 6
152GDS G NC=3.28E-5 5$OC=4.98E-6 7$PC=2.97E-7 5
152GD cG M$1970Ad05 report a doublet in their ce spectrum, with energies 764.3
152GD2cG and 766.3. Only a single line is seen in the photon spectrum. 2004AdZZ
152GD3cG assume there is only a single transition, and deduce |a(K)exp by
152GD4cG combining the Ice(K) values for the two ce lines. This yields
152GD5cG |a(K)exp=0.0057 {I13}. If one takes Ice(K) for just the 764.3 ce line,
152GD6cG one gets |a(K)exp=0.0039 {I8}, with the 766.3 line presumably
152GD7cG corresponding to an E0 transition. From 13-y Eu |b{+-} decay, one has
152GD8cG |a(K)exp=0.0052 {I8}, and from |d=+4.30 {I+7-6} one expects
152GD9cG |a(K)=0.00435 {I7}.
152GD cG MR$+4.30 {I+7-6}. Others: +3.8 {I6} (1990Ta19),+3.5 {I+17-9}
152GD2cG (1981Fe01), +4.3 {I7} (1975Kr16)
152GD G 1109.20 7 4.01 9 (E2)
152GD2 G EKC=0.0023 4
152GDS G CC=0.00222 4$KC=0.00188 3$LC=0.000267 4$MC=5.80E-5 9$NC+=1.589E-5 23
152GDS G NC=1.330E-5 19$OC=2.04E-6 3$PC=1.304E-7 19$IPC=4.22E-7 6
152GD cG M$|a(K)exp is consistent with mult=M1 or E2, but placement in the decay
152GD2cG scheme requires |DJ=2
152GD L 1123.186 3 3-
152GD E 0.38 4 1.29 10 8.54 4 1.67 13
152GDS E EAV=833 18$CK=0.649 10$CL=0.0963 16$CM+=0.0279 5
152GD cE IB$0.60 {I4}
152GD G 367.80 7 0.550 14 E1
152GD2 G EKC=0.012 4
152GDS G CC=0.00964 14$KC=0.00821 12$LC=0.001125 16$MC=0.000243 4$NC+=6.45E-5 9
152GDS G NC=5.55E-5 8$OC=8.47E-6 12$PC=5.31E-7 8
152GD cG MR$|d=+0.015 {I19} (1985KrZU), +0.1 {I2} (1983Bl07), -0.03 {I2}
152GD2cG (1975He13), -0.04 {I4} (1970Ba32)
152GD G 778.9045 24 8.72 18 E1 0.00184
152GDS G KC=0.001576 22$LC=0.000208 3$MC=4.47E-5 7$NC+=1.195E-5 17
152GDS G NC=1.026E-5 15$OC=1.585E-6 23$PC=1.054E-7 15
152GD2 G FLAG=Z$
152GD2 G EKC=0.00148 24$
152GD cG MR$0.01 {I1} (1970Ba32), +0.050 {I+9-8} (1985KrZU), -0.02 {I2}
152GD2cG (1983Bl07)
152GD L 1227.36 7 6+
152GD G 471.98 9 0.0338 14 E2 0.0163
152GDS G KC=0.01316 19$LC=0.00242 4$MC=0.000539 8$NC+=0.0001416 20
152GDS G NC=0.0001226 18$OC=1.81E-5 3$PC=8.78E-7 13
152GD L 1274.26 7 1,2+
152GD E 0.0009 LT 0.004 LT 11.0 GT 0.005 LT
152GDS E EAV=765 18$CK=0.686 10$CL=0.1019 15$CM+=0.0295 5
152GD cE IB$<0.011
152GD G 658.83 11 0.042 3
152GD L 1282.25 4 4+
152GD E 0.0136 14 0.208 13 10.72 4 0.222 14 1U
152GDS E EAV=773 18$CK=0.783 5$CL=0.1204 8$CM+=0.03506 23
152GD cE IB$0.013 {I10}
152GD G 159.16 16 0.0147 16[E1] 0.0835
152GDS G KC=0.0705 10$LC=0.01016 15$MC=0.00220 4$NC+=0.000578 9
152GDS G NC=0.000499 8$OC=7.45E-5 11$PC=4.20E-6 6
152GD G 351.73 7 0.366 9E2 0.0373
152GD2 G EKC=0.030 10
152GDS G KC=0.0292 4$LC=0.00630 9$MC=0.001417 20$NC+=0.000369 6
152GDS G NC=0.000321 5$OC=4.62E-5 7$PC=1.88E-6 3
152GD G 526.85 9 0.414 9 E0+M1+E2 0.094 10
152GD cG $X(E0/E2)=24.2 {I19}
152GD2 G EKC=0.082 9
152GD L 1314.638 25 1-
152GD E 0.12 1 0.56 4 8.84 4 0.68 5
152GDS E EAV=747 18$CK=0.695 10$CL=0.1034 15$CM+=0.0299 5
152GD cE IB$0.047 {I10}
152GD G 699.25 10 0.126 9 [E1]
152GD2 G FLAG=b$
152GDS G CC=0.00229 4$KC=0.00196 3$LC=0.000260 4$MC=5.59E-5 8$NC+=1.493E-5 21
152GDS G NC=1.282E-5 18$OC=1.98E-6 3$PC=1.306E-7 19
152GD G 970.32 7 1.189 25 E1+M2 -0.021 12
152GD2 G EKC=0.0014 5
152GDS G CC=0.001202 17$KC=0.001031 15$LC=0.0001347 19$MC=2.89E-5 4$NC+=7.74E-6
152GDS G NC=6.64E-6 10$OC=1.029E-6 15$PC=6.92E-8 10
152GD cG MR$+0.18 {I+17-21} (1981Fe01)
152GD G 1314.64 1.86 7 E1
152GD2 G FLAG=N$
152GDS G CC=0.000773 11$KC=0.000595 9$LC=7.69E-5 11$MC=1.649E-5 23$NC+=8.45E-5 1
152GDS G NC=3.79E-6 6$OC=5.88E-7 9$PC=4.01E-8 6$IPC=8.01E-5 12
152GD L 1318.355 22 2+
152GD E 0.47 3 2.26 8 8.24 3 2.73 9
152GDS E EAV=745 18$CK=0.696 10$CL=0.1035 15$CM+=0.0300 5
152GD cE IB$0.76 {I10}
152GD G 195.17 7 0.624 14 E1 0.0484
152GDS G KC=0.0410 6$LC=0.00582 9$MC=0.001259 18$NC+=0.000332 5
152GDS G NC=0.000287 4$OC=4.30E-5 6$PC=2.50E-6 4
152GD2 G FLAG=c$
152GD G 209.14 8 0.0568 21M1+E2(+E0) 0.22 4
152GD2 G EKC=0.30 5
152GDS G KC=0.17 4$LC=0.037 7$MC=0.0083 18$NC+=0.0022 4
152GDS G NC=0.0019 4$OC=0.00027 4$PC=1.2E-5 4
152GD cG M$|a(K)=0.214 (M1), 0.135 (E2). For large |d, |a(K)exp gives
152GD2cG mult=E0+E2. for small |d, an E0 component is still suggested
152GD G 387.80 7 0.586 20 E0+M1+E2 0.038 11
152GD2 G EKC=0.42 11
152GDS G KC=0.032 10$LC=0.0052 7$MC=0.00113 12$NC+=0.00030 4
152GDS G NC=0.00026 3$OC=3.9E-5 6$PC=2.2E-6 8
152GD cG $X(E0/E2)=36 {I8}
152GD cG M$The large |a(K)exp requires a mult=E0 component, but |d(E2/M1) is not
152GD2cG known
152GD G 562.98 9 0.105 3[E2] 0.01027
152GDS G KC=0.00843 12$LC=0.001439 21$MC=0.000318 5$NC+=8.39E-5 12
152GDS G NC=7.25E-5 11$OC=1.081E-5 16$PC=5.71E-7 8
152GD G 702.98 1.34 5 E2
152GD2 G FLAG=A$
152GDS G CC=0.00599 9$KC=0.00499 7$LC=0.000788 11$MC=0.0001727 25$NC+=4.58E-5 7
152GDS G NC=3.95E-5 6$OC=5.96E-6 9$PC=3.42E-7 5
152GD G 974.05 9 4.72 10 M1+E2 +0.58 7
152GD2 G EKC=0.0050 6
152GDS G CC=0.0041 7$KC=0.0035 6$LC=0.00048 8$MC=0.000104 16$NC+=2.8E-5 5
152GDS G NC=2.4E-5 4$OC=3.7E-6 6$PC=2.5E-7 5
152GD cG MR$From 1975Kr16. Others: 0.23|<|d|<1.41 (1990Ta19), +1.5 {I6}
152GD2cG (1981Fe01)
152GD G 1318.24 13 0.420 17 [E2]
152GD2 G FLAG=e$
152GDS G CC=0.001597 23$KC=0.001338 19$LC=0.000185 3$MC=4.00E-5 6$NC+=3.42E-5 5
152GDS G NC=9.19E-6 13$OC=1.419E-6 20$PC=9.28E-8 13$IPC=2.35E-5 4
152GD cG M$2003Ad25 list M1; but 2+ to 0+ transition requires E2
152GD L 1434.021 6 3+
152GD E 0.10 1 0.65 3 8.74 3 0.75 3
152GDS E EAV=694 18$CK=0.722 9$CL=0.1075 14$CM+=0.0311 4
152GD cE IB$0.041 {I10}
152GD G 324.90 7 0.066 3 [M1,E2] 0.062 15
152GDS G KC=0.051 15$LC=0.0088 5$MC=0.00194 7$NC+=0.00051 3
152GDS G NC=0.000443 20$OC=6.6E-5 6$PC=3.6E-6 13
152GD G 503.43 7 0.102 3[M1,E2] 0.019 6
152GDS G KC=0.016 5$LC=0.0025 5$MC=0.00054 10$NC+=0.00014 3
152GDS G NC=0.000123 23$OC=1.9E-5 4$PC=1.1E-6 4
152GD G 678.61 7 0.353 8 M1+E2 +1.4 +17-11
152GD2 G EKC=0.0074 29
152GDS G CC=0.009 3$KC=0.0077 23$LC=0.0011 3$MC=0.00024 6$NC+=6.5E-5 15
152GDS G NC=5.6E-5 13$OC=8.6E-6 21$PC=5.5E-7 18
152GD cG MR$-19 {I16} (1981Fe01)
152GD G 1089.737 5 1.42 3 E2(+M1) +22 +13-6
152GD2 G FLAG=Z$
152GD3 G EKC=0.0027 5$
152GD cG MR$|d<-16, >47 (1990Ta19), >+44, <-7.1 (1981Fe01). The value from
152GD2cG 1990Ta19 has been calculated by the evaluator from the data of the
152GD3cG authors. They give only the small |d solution which is ruled out by
152GD4cG |a(K)exp. 1975Kr16 also give only the small solution
152GD L 1470.63 6 2+
152GD E 0.0017 LT 0.011 LT 10.5 GT 0.013 LT
152GDS E EAV=678 18$CK=0.729 9$CL=0.1087 13$CM+=0.0315 4
152GD cE IB$0.084 {I7}
152GD G 715.19 8 0.0794 20 [E2]
152GDS G CC=0.00576 8$KC=0.00479 7$LC=0.000753 11$MC=0.0001652 24$NC+=4.38E-5 7
152GDS G NC=3.78E-5 6$OC=5.70E-6 8$PC=3.29E-7 5
152GD G 855.24 0.036 7 [E2]
152GD2 G FLAG=B$
152GDS G CC=0.00385 6$KC=0.00323 5$LC=0.000484 7$MC=0.0001055 15$NC+=2.81E-5 4
152GDS G NC=2.42E-5 4$OC=3.68E-6 6$PC=2.23E-7 4
152GD L 1533.92 9
152GD G 603.18 14 0.0175 12
152GD L 1550.15 5 4+
152GD E 0.032 3 0.254 8 9.11 3 0.286 8
152GDS E EAV=642 18$CK=0.745 8$CL=0.1111 13$CM+=0.0322 4
152GD cE IB$<0.038
152GD G 441.02 8 0.0715 19
152GD G 794.73 7 0.274 7 D(+Q) -0.4 +7-12
152GD cG MR$From 1981Fe01
152GD G 1205.83 11 0.176 7 (E2) 0.00188
152GDS G KC=0.001593 23$LC=0.000223 4$MC=4.84E-5 7$NC+=1.91E-5 3
152GDS G NC=1.110E-5 16$OC=1.709E-6 24$PC=1.105E-7 16$IPC=6.15E-6 9
152GD2 G EKC=0.0025 11
152GD cG M$|a(K)exp is consistent with M1 or E2. Placement in the decay scheme
152GD2cG requires |DJ=2
152GD L 1605.60 3 2+
152GD E 0.228 21 2.07 5 8.17 3 2.30 5
152GDS E EAV=618 18$CK=0.755 8$CL=0.1127 12$CM+=0.0327 4
152GD cE IB$0.41 {I7}
152GD G 482.34 9 0.0914 23 [E1]
152GDS G CC=0.00511 8$KC=0.00436 7$LC=0.000589 9$MC=0.0001270 18$NC+=3.38E-5 5
152GDS G NC=2.91E-5 4$OC=4.46E-6 7$PC=2.86E-7 4
152GD G 496.37 7 0.230 5 E0+M1+E2 0.074 5
152GD2 G FLAG=g$
152GD G 557.81 0.114 11[E2] 0.01052
152GD2 G FLAG=C$
152GDS G KC=0.00863 12$LC=0.001478 21$MC=0.000327 5$NC+=8.62E-5 12
152GDS G NC=7.45E-5 11$OC=1.109E-5 16$PC=5.84E-7 9
152GD G 675.01 7 0.835 17 M1+E2 2.2 4
152GD2 G EKC=0.0060 15$
152GD cG MR$|d|<0.10 or 2.2 {I4} (1990Ta19). Other 1.8 {I7} (1981Fe01). |a(K)exp
152GD2cG gives |d>1.2 which rules out the small solution of 1990Ta19
152GD G 850.5 3 0.047 4 [E2]
152GDS G CC=0.00389 6$KC=0.00327 5$LC=0.000490 7$MC=0.0001069 15$NC+=2.84E-5 4
152GDS G NC=2.45E-5 4$OC=3.73E-6 6$PC=2.26E-7 4
152GD G 990.19 7 1.124 23 E2
152GD2 G EKC=0.0019 5
152GDS G CC=0.00281 4$KC=0.00237 4$LC=0.000344 5$MC=7.48E-5 11$NC+=1.99E-5 3
152GDS G NC=1.714E-5 24$OC=2.62E-6 4$PC=1.642E-7 23
152GD G 1261.32 8 1.42 3 M1
152GD2 G EKC=0.0022 4$
152GDS G CC=0.00265 4$KC=0.00225 4$LC=0.000303 5$MC=6.54E-5 10$NC+=3.26E-5 5
152GDS G NC=1.505E-5 21$OC=2.35E-6 4$PC=1.620E-7 23$IPC=1.508E-5 22
152GD cG MR$|d|<0.10 or 2.2 {I4} (1990Ta19). Other: +2.6 {I+21-10} (1981Fe01).
152GD2cG from |a(K)exp, |d<0.9 which rules out the large solution of 1990Ta19.
152GD3cG 1981Fe01 quote only the large solution
152GD G 1605.58 0.35 5 E2
152GD2 G FLAG=D$
152GDS G CC=0.001190 17$KC=0.000919 13$LC=0.0001243 18$MC=2.68E-5 4$NC+=0.000119
152GDS G NC=6.16E-6 9$OC=9.55E-7 14$PC=6.38E-8 9$IPC=0.0001125 16
152GD L 1643.428 9 2-
152GD E 0.170 17 1.69 5 8.25 3 1.86 5
152GDS E EAV=601 18$CK=0.762 7$CL=0.1138 12$CM+=0.0330 4
152GD cE IB$0.317 {I23}
152GD G 520.30 8 0.097 4[M1,E2] 0.018 6
152GDS G KC=0.015 5$LC=0.0023 5$MC=0.00049 10$NC+=0.00013 3
152GDS G NC=0.000113 22$OC=1.7E-5 4$PC=1.1E-6 4
152GD G 534.21 9 0.0825 20 [E1]
152GDS G CC=0.00407 6$KC=0.00347 5$LC=0.000467 7$MC=0.0001005 14$NC+=2.68E-5 4
152GDS G NC=2.30E-5 4$OC=3.54E-6 5$PC=2.29E-7 4
152GD G 712.82 8 0.177 6 [E1]
152GDS G CC=0.00220 3$KC=0.00188 3$LC=0.000250 4$MC=5.37E-5 8$NC+=1.434E-5 20
152GDS G NC=1.232E-5 18$OC=1.90E-6 3$PC=1.257E-7 18
152GD G 1299.140 9 3.25 7 E1
152GD2 G EKC=0.00059 11
152GD cG $|d=0.00 {I3}
152GD4 G FLAG=Z$
152GDS G CC=0.000779 11$KC=0.000607 9$LC=7.85E-5 11$MC=1.684E-5 24$NC+=7.62E-5 1
152GDS G NC=3.87E-6 6$OC=6.01E-7 9$PC=4.10E-8 6$IPC=7.17E-5 10
152GD cG MR$|d|<0.10 (1990Ta19), -0.10 {I8} (1981Fe01)
152GD L 1680.75 5 0+
152GD E 0.0039 5 0.163 4 10.54 4 0.167 4 1U
152GDS E EAV=600 18$CK=0.8134 22$CL=0.1266 5$CM+=0.03692 16
152GD cE IB$<0.019
152GD G 366.15 9 0.047 3
152GD G 750.06 9 0.0197 20
152GD G 1336.54 8 0.196 4
152GD L 1692.43 4 2+,3+
152GD E 0.056 6 0.627 23 8.66 3 0.683 24
152GDS E EAV=579 18$CK=0.770 7$CL=0.1151 11$CM+=0.0334 4
152GD cE IB$0.078 {I8}
152GD G 937.04 9 0.256 10 [M1,E2]
152GDS G CC=0.0043 11$KC=0.0036 10$LC=0.00050 12$MC=0.000109 25$NC+=2.9E-5 7
152GDS G NC=2.5E-5 6$OC=3.9E-6 10$PC=2.6E-7 8
152GD G 1348.15 9 1.34 3 M1+E2 1.9 GT 0.00162 9
152GDS G KC=0.00135 8$LC=0.000186 10$MC=4.01E-5 20$NC+=4.11E-5 11
152GDS G NC=9.2E-6 5$OC=1.43E-6 8$PC=9.4E-8 6$IPC=3.04E-5 6
152GD2 G EKC=0.00120 22
152GD cG M,MR$|a(K)exp gives E2(+M1) with |d>1.9. |d=-13 {I+4-7} for J=3 and
152GD2cG +12 {I+9-4} for J=2
152GD L 1734.44 12
152GD E 0.0019423 0.0245 15 10.05 4 0.0264 16
152GDS E EAV=561 18$CK=0.777 7$CL=0.1162 11$CM+=0.0337 3
152GD cE IB$<0.0020
152GD G 979.04 12 0.0416 24
152GD L 1755.77 8 1-
152GD E 0.024 3 0.32 3 8.93 5 0.34 3
152GDS E EAV=551 18$CK=0.780 7$CL=0.1167 10$CM+=0.0338 3
152GD cE IB$0.044 {I7}
152GD G 1411.48 0.68 4 E1
152GD2 G FLAG=O$
152GDS G CC=0.000754 11$KC=0.000526 8$LC=6.78E-5 10$MC=1.454E-5 21$NC+=0.0001458
152GDS G NC=3.34E-6 5$OC=5.19E-7 8$PC=3.55E-8 5$IPC=0.0001419 20
152GD L 1771.58 4 2+
152GD E 0.0228 25 0.319 7 8.92 3 0.342 7
152GDS E EAV=544 18$CK=0.782 6$CL=0.1171 10$CM+=0.0339 3
152GD cE IB$0.039 {I11}
152GD G 456.92 7 0.065 3 [E1]
152GDS G CC=0.00578 8$KC=0.00493 7$LC=0.000668 10$MC=0.0001440 21$NC+=3.84E-5 6
152GDS G NC=3.30E-5 5$OC=5.06E-6 7$PC=3.23E-7 5
152GD G 489.59 13 0.038 3[E2] 0.01475
152GDS G KC=0.01197 17$LC=0.00217 3$MC=0.000481 7$NC+=0.0001266 18
152GDS G NC=0.0001096 16$OC=1.618E-5 23$PC=8.01E-7 12
152GD G 648.31 7 0.166 4 [E1]
152GDS G CC=0.00268 4$KC=0.00229 4$LC=0.000305 5$MC=6.57E-5 10$NC+=1.753E-5 25
152GDS G NC=1.505E-5 21$OC=2.32E-6 4$PC=1.524E-7 22
152GD G 723.67 10 0.0322 13 [E2]
152GDS G CC=0.00560 8$KC=0.00467 7$LC=0.000731 11$MC=0.0001602 23$NC+=4.25E-5 6
152GDS G NC=3.66E-5 6$OC=5.54E-6 8$PC=3.21E-7 5
152GD G 841.10 9 0.072 4 [M1,E2]
152GDS G CC=0.0055 15$KC=0.0046 13$LC=0.00065 16$MC=0.00014 4$NC+=3.8E-5 9
152GDS G NC=3.3E-5 8$OC=5.0E-6 13$PC=3.3E-7 10
152GD G 1427.32 7 0.165 4 [M1,E2]
152GDS G CC=0.0017 4$KC=0.0014 3$LC=0.00019 4$MC=4.1E-5 8$NC+=6.5E-5 6
152GDS G NC=9.5E-6 18$OC=1.5E-6 3$PC=1.00E-7 21$IPC=5.4E-5 4
152GD L 1785.21 10 2+
152GD E 0.0028 5 0.040 6 9.82 7 0.043 6
152GDS E EAV=538 18$CK=0.784 6$CL=0.1174 10$CM+=0.0340 3
152GD cE IB$0.029 {I4}
152GD G 662.02 10 0.026 3 [E1]
152GDS G CC=0.00257 4$KC=0.00219 3$LC=0.000292 4$MC=6.28E-5 9$NC+=1.676E-5 24
152GDS G NC=1.440E-5 21$OC=2.22E-6 4$PC=1.460E-7 21
152GD G 854.69 0.041 8 E0+M1+E2
152GD2 G FLAG=B$
152GDS G CC=0.0053 15$KC=0.0045 13$LC=0.00063 15$MC=0.00014 3$NC+=3.7E-5 9
152GDS G NC=3.1E-5 8$OC=4.8E-6 12$PC=3.2E-7 10
152GD L 1807.52 7
152GD E 0.0063 7 0.099 3 9.42 3 0.105 3
152GDS E EAV=528 18$CK=0.787 6$CL=0.1179 10$CM+=0.0342 3
152GD cE IB$<0.0062
152GD G 1052.15 7 0.185 4
152GD L 1808.92 8
152GD E 0.0037 5 0.058 4 9.65 4 0.062 4
152GDS E EAV=528 18$CK=0.788 6$CL=0.1180 10$CM+=0.0342 3
152GD cE IB$0.043 {I13}
152GD G 490.66 9 0.092 3
152GD G 878.13 19 0.038 3
152GD L 1839.71 5 2+
152GD E 0.0148 19 0.253 14 9.00 4 0.268 15
152GDS E EAV=514 18$CK=0.792 6$CL=0.1186 9$CM+=0.0344 3
152GD cE IB$0.054 {I14}
152GD G 557.43 0.061 12(E2) 0.01053
152GD2 G FLAG=C$
152GDS G KC=0.00864 12$LC=0.001480 21$MC=0.000327 5$NC+=8.63E-5 12
152GDS G NC=7.46E-5 11$OC=1.111E-5 16$PC=5.85E-7 9
152GD G 909.15 7 0.195 6 [M1,E2]
152GDS G CC=0.0046 12$KC=0.0039 11$LC=0.00054 13$MC=0.00012 3$NC+=3.1E-5 8
152GDS G NC=2.7E-5 7$OC=4.2E-6 10$PC=2.8E-7 8
152GD G 1084.31 0.070 16 [E2]
152GD2 G FLAG=E$
152GDS G CC=0.00233 4$KC=0.00197 3$LC=0.000281 4$MC=6.09E-5 9$NC+=1.626E-5 23
152GDS G NC=1.398E-5 20$OC=2.15E-6 3$PC=1.365E-7 20
152GD G 1495.44 8 0.163 6 E0+M1+E2 0.0054 11
152GD2 G EKC=0.0047 9
152GD L 1861.89 4 2+
152GD E 0.051 6 0.936 17 8.42 2 0.987 17
152GDS E EAV=504 18$CK=0.795 6$CL=0.1191 9$CM+=0.0345 3
152GD cE IB$<0.037
152GD G 218.42 9 0.0218 11[E1] 0.0360
152GDS G KC=0.0305 5$LC=0.00430 6$MC=0.000930 13$NC+=0.000246 4
152GDS G NC=0.000212 3$OC=3.19E-5 5$PC=1.89E-6 3
152GD G 427.85 11 0.0315 21[M1,E2] 0.029 9
152GDS G KC=0.025 8$LC=0.0039 6$MC=0.00085 12$NC+=0.00023 4
152GDS G NC=0.00019 3$OC=3.0E-5 6$PC=1.7E-6 7
152GD G 543.58 7 0.303 7E0+M1+E2 0.016 5
152GD2 G EKC=0.035 6
152GD2 G FLAG=a$
152GDS G KC=0.013 5$LC=0.0020 4$MC=0.00044 9$NC+=0.000116 24
152GDS G NC=0.000100 20$OC=1.5E-5 4$PC=9.E-7 4
152GD cG MR$-3 {I+8-}|@ (1981Fe01)
152GD G 579.63 9 0.0470 24 [E2]
152GDS G CC=0.00955 14$KC=0.00785 11$LC=0.001325 19$MC=0.000293 4$NC+=7.72E-5 11
152GDS G NC=6.67E-5 10$OC=9.96E-6 14$PC=5.33E-7 8
152GD G 738.69 9 0.336 9 [E1]
152GDS G CC=0.00205 3$KC=0.001753 25$LC=0.000232 4$MC=4.99E-5 7$NC+=1.332E-5 19
152GDS G NC=1.144E-5 16$OC=1.766E-6 25$PC=1.170E-7 17
152GD G 752.59 9 0.050 4 [M1,E2]
152GDS G CC=0.0071 20$KC=0.0060 18$LC=0.00086 20$MC=0.00019 5$NC+=5.0E-5 12
152GDS G NC=4.3E-5 10$OC=6.6E-6 16$PC=4.3E-7 14
152GD G 814.12 0.038 7 [E2]
152GD2 G FLAG=F$
152GDS G CC=0.00429 6$KC=0.00359 5$LC=0.000545 8$MC=0.0001190 17$NC+=3.16E-5 5
152GDS G NC=2.72E-5 4$OC=4.14E-6 6$PC=2.48E-7 4
152GD G 1861.94 8 0.720 15 (E2)
152GD2 G EKC=0.00085 24
152GDS G CC=0.001040 15$KC=0.000698 10$LC=9.32E-5 13$MC=2.01E-5 3$NC+=0.000228 4
152GDS G NC=4.61E-6 7$OC=7.16E-7 10$PC=4.84E-8 7$IPC=0.000223 4
152GD cG M$|a(K)exp is consistent with mult=M1 or E2; however, placement in the
152GD2cG decay scheme requires |DJ=2
152GD L 1862.06 6 2+
152GD E 0.050 6 0.91 4 8.43 3 0.96 4
152GDS E EAV=504 18$CK=0.795 6$CL=0.1191 9$CM+=0.0345 3
152GD cE IB$0.070 {I10}
152GD G 547.47 7 0.111 3 [E1]
152GDS G CC=0.00385 6$KC=0.00329 5$LC=0.000442 7$MC=9.51E-5 14$NC+=2.54E-5 4
152GDS G NC=2.18E-5 3$OC=3.35E-6 5$PC=2.17E-7 3
152GD2 G FLAG=a$
152GD G 1106.59 8 0.606 18 [E2]
152GDS G CC=0.00223 4$KC=0.00189 3$LC=0.000269 4$MC=5.83E-5 9$NC+=1.593E-5 23
152GDS G NC=1.337E-5 19$OC=2.05E-6 3$PC=1.311E-7 19$IPC=3.81E-7 6
152GD G 1517.78 0.80 6 M1+E2 0.0015 3
152GDS G KC=0.00124 23$LC=0.00017 3$MC=3.6E-5 7$NC+=9.5E-5 7
152GDS G NC=8.3E-6 15$OC=1.29E-6 23$PC=8.8E-8 18$IPC=8.5E-5 6
152GD2 G FLAG=G$
152GD cG MR$-0.28 {I5} (1990Ta19), -0.21 {I8} or +4.7 {I+27-13} (1981Fe01)
152GD L 1915.15 6 (4)+
152GD E 0.0020 3 0.189 9 10.29 4 0.191 9 1U
152GDS E EAV=498 18$CK=0.8224 12$CL=0.1292 4$CM+=0.03773 13
152GD cE IB$<0.0073
152GD G 687.62 14 0.015 4
152GD G 1159.82 7 0.411 10
152GD L 1915.76 5 2+,3,4+
152GD E 0.0064 9 0.139 7 9.23 3 0.145 7
152GDS E EAV=481 18$CK=0.801 5$CL=0.1202 8$CM+=0.03486 24
152GD cE IB$<0.0066
152GD G 597.57 11 0.0168 11
152GD G 633.60 9 0.0293 11
152GD G 792.56 11 0.0315 20
152GD G 1571.25 8 0.249 5
152GD L 1941.17 3 2+
152GD E 0.174 24 4.11 6 7.74 2 4.28 6
152GDS E EAV=469 18$CK=0.804 5$CL=0.1207 8$CM+=0.03500 23
152GD cE IB$0.21 {I4}
152GD G 248.75 9 0.099 12[M1,E2] 0.133 25
152GDS G KC=0.11 3$LC=0.0206 17$MC=0.0046 5$NC+=0.00121 11
152GDS G NC=0.00104 10$OC=0.000153 7$PC=7.E-6 3
152GD G 298.06 21 0.0108 16[E1] 0.01619
152GDS G KC=0.01376 20$LC=0.00191 3$MC=0.000412 6$NC+=0.0001092 16
152GDS G NC=9.40E-5 14$OC=1.428E-5 21$PC=8.76E-7 13
152GD G 335.56 7 0.093 3[M1,E2] 0.057 15
152GDS G KC=0.047 14$LC=0.0079 6$MC=0.00175 9$NC+=0.00046 3
152GDS G NC=0.000401 23$OC=6.0E-5 6$PC=3.3E-6 12
152GD G 390.82 15 0.0117 19
152GD G 622.79 7 1.45 3 M1(+E2) +0.018 +42-18 0.011 4
152GD2 G EKC=0.0109 17
152GDS G KC=0.009 3$LC=0.0014 3$MC=0.00030 7$NC+=8.1E-5 18
152GDS G NC=7.0E-5 16$OC=1.1E-5 3$PC=6.8E-7 23
152GD cG MR$|d=+0.018 {I+42-18} or +2.1 {I3} (1990Ta19), +1.0 {I5} (1981Fe01),
152GD2cG <1.1 from |a(K)exp
152GD G 817.97 0.150 25 [E1]
152GD2 G FLAG=H$
152GDS G CC=0.001670 24$KC=0.001431 20$LC=0.000188 3$MC=4.05E-5 6$NC+=1.082E-5 1
152GDS G NC=9.29E-6 13$OC=1.437E-6 21$PC=9.58E-8 14
152GD G 831.94 8 0.179 5 [M1,E2]
152GDS G CC=0.0056 16$KC=0.0048 14$LC=0.00067 16$MC=0.00015 4$NC+=3.9E-5 9
152GDS G NC=3.4E-5 8$OC=5.2E-6 13$PC=3.4E-7 11
152GD G 893.34 7 1.009 21 [E2]
152GD2 G EKC=0.0073 11
152GDS G CC=0.00350 5$KC=0.00294 5$LC=0.000436 7$MC=9.50E-5 14$NC+=2.53E-5 4
152GDS G NC=2.18E-5 3$OC=3.32E-6 5$PC=2.03E-7 3
152GD cG M$|a(K)exp is larger than the theory values of 0.00511 for M1 and
152GD2cG 0.00294 for E2. Placement in the decay scheme requires mult=pure E2.
152GD3cG |g(|q) is consistent with |DJ=2
152GD G 1010.60 7 0.632 13M1(+E2+E0) 0.0066 16
152GD2 G EKC=0.0057 14
152GD cG M$|a(K)exp=0.0057 {I14} compared with |a(K)(M1)=0.00380 suggests the
152GD2cG possibility of an E0 admixture, especially if the large |d solution of
152GD3cG 1990Ta19 is the correct alternative
152GD cG MR$+0.03 {I+3-10} or +2.1 {I5} (1990Ta19),+1.9 {I+19-11} (1981Fe01)
152GD G 1185.73 7 0.337 8 (E2)
152GD2 G EKC=0.0012 4
152GDS G CC=0.00195 3$KC=0.001647 23$LC=0.000231 4$MC=5.01E-5 7$NC+=1.750E-5 25
152GDS G NC=1.150E-5 17$OC=1.771E-6 25$PC=1.142E-7 16$IPC=4.11E-6 6
152GD cG M$|a(K)exp is consistent with mult=E1 or E2; however, placement in the
152GD2cG decay scheme requires |D|p=no
152GD cG MR$|d(O/Q)=-0.3 {I3} (1981Fe01)
152GD G 1325.86 7 1.24 3 E2
152GD2 G EKC=0.0016 4
152GDS G CC=0.001581 23$KC=0.001323 19$LC=0.000183 3$MC=3.96E-5 6$NC+=3.57E-5 5
152GDS G NC=9.08E-6 13$OC=1.402E-6 20$PC=9.18E-8 13$IPC=2.51E-5 4
152GD G 1596.88 0.478 25 M1+E2 -0.28 12
152GD2 G FLAG=I$
152GDS G CC=0.00162 4$KC=0.00128 3$LC=0.000171 4$MC=3.68E-5 9$NC+=0.0001325 22
152GDS G NC=8.47E-6 20$OC=1.32E-6 4$PC=9.14E-8 23$IPC=0.0001227 20
152GD cG MR$From 1990Ta19
152GD G 1941.23 8 1.108 23 (E2)
152GD2 G EKC=0.00047 11
152GDS G CC=0.001016 15$KC=0.000647 9$LC=8.60E-5 12$MC=1.85E-5 3$NC+=0.000264 4
152GDS G NC=4.26E-6 6$OC=6.61E-7 10$PC=4.49E-8 7$IPC=0.000259 4
152GD cG M$|a(K)exp lies between |a(K)=0.000310 for E1 and 0.000647 for E2.
152GD2cG placement in the decay scheme requires |DJ=2
152GD L 1975.72 7 1+,2+
152GD E 0.0063 9 0.168 6 9.12 3 0.174 6
152GDS E EAV=454 18$CK=0.807 5$CL=0.1213 8$CM+=0.03518 22
152GD cE IB$<0.0077
152GD G 1360.43 11 0.0463 21
152GD G 1631.39 0.109 8 M1(+E2)
152GD2 G FLAG=J$
152GDS G CC=0.00138 22$KC=0.00107 18$LC=0.000143 23$MC=3.1E-5 5$NC+=0.000139 10
152GDS G NC=7.1E-6 12$OC=1.10E-6 18$PC=7.5E-8 14$IPC=0.000131 9
152GD G 1975.65 8 0.118 3
152GD L 2011.67 4 1+,2+
152GD E 0.026 4 0.800 19 8.42 3 0.826 19
152GDS E EAV=438 18$CK=0.811 4$CL=0.1219 7$CM+=0.03537 21
152GD cE IB$<0.019
152GD G 577.57 9 0.0274 14
152GD G 693.13 16 0.042 3
152GD G 697.20 16 0.024 8
152GD2 G FLAG=b$
152GD G 902.46 8 0.225 6
152GD G 1667.38 8 1.034 24M1+E2 0.0013420
152GDS G KC=0.00102 17$LC=0.000137 22$MC=2.9E-5 5$NC+=0.000155 11
152GDS G NC=6.8E-6 11$OC=1.05E-6 17$PC=7.2E-8 13$IPC=0.000147 10
152GD cG M,MR$|a(K)exp is consistent with M1 or E2. |d=+0.29 {I+9-8} for J(2011
152GD2cG level)=2 (1981Fe01). 1990Ta19 report |d=+0.26 {I3} for J=3. Both works
152GD3cG require a mixed M1+E2 mult for J=1 also
152GD2 G EKC=0.00130 24$
152GD L 2121.05 7 2+,3-,4+
152GD E 0.0019 3 0.089 4 9.32 3 0.091 4
152GDS E EAV=390 18$CK=0.820 3$CL=0.1236 6$CM+=0.03586 17
152GD cE IB$<0.0016
152GD G 839.6 4 0.021 4
152GD G 1365.69 8 0.136 3
152GD G 1776.3 3 0.023 3
152GD L 2133.38 14 1+,2+
152GD E 0.0107 19 0.524 17 8.55 3 0.535 17
152GDS E EAV=385 18$CK=0.820 3$CL=0.1237 6$CM+=0.03591 17
152GD cE IB$<0.010
152GD G 818.76 0.010 4
152GD2 G FLAG=H$
152GD G 1202.84 0.043 12
152GD2 G FLAG=K$
152GD G 1518.02 0.050 10
152GD2 G FLAG=G$
152GD G 1789.11 0.755 20 M1
152GD2 G FLAG=L$
152GDS G CC=0.001394 20$KC=0.001007 14$LC=0.0001340 19$MC=2.89E-5 4$NC+=0.000225
152GDS G NC=6.65E-6 10$OC=1.038E-6 15$PC=7.20E-8 10$IPC=0.000217 3
152GD L 2169.65 7 2+
152GD E 0.0026 5 0.149 7 9.08 3 0.152 7
152GDS E EAV=369 18$CK=0.823 3$CL=0.1242 6$CM+=0.03605 16
152GD cE IB$<0.0017
152GD G 854.95 0.026 7
152GD2 G FLAG=B$
152GD G 1554.04 16 0.0213 19
152GD G 1825.37 9 0.238 5
152GD cG MR$|d analyzed by 1990Ta19 as a 1- to 1- transition from the 3140
152GD2cG level. Reanalysis by the evaluator shows that |g(|q,H,t) rules out
152GD3cG J(2169)=1
152GD L 2201.71 7 2+
152GD E 0.0043 9 0.289 10 8.77 3 0.293 10
152GDS E EAV=355 18$CK=0.8246 24$CL=0.1246 5$CM+=0.03616 15
152GD cE IB$<0.0032
152GD G 1092.26 14 0.054 3
152GD G 1446.34 0.131 13 [E2]
152GD2 G FLAG=M$
152GDS G CC=0.001372 20$KC=0.001120 16$LC=0.0001531 22$MC=3.31E-5 5$NC+=6.58E-5
152GDS G NC=7.60E-6 11$OC=1.175E-6 17$PC=7.77E-8 11$IPC=5.70E-5 8
152GD G 1857.48 8 0.272 6 M1+E2
152GD2 G EKC=0.00076 28$
152GDS G CC=0.00119 15$KC=0.00081 12$LC=0.000108 15$MC=2.3E-5 4$NC+=0.000243 17
152GDS G NC=5.4E-6 8$OC=8.4E-7 12$PC=5.7E-8 9$IPC=0.000236 16
152GD cG MR$|d=-0.8 {I+2-5} or -4 {I+2-4} (1990Ta19) as reanalyzed by the
152GD2cG evaluator for J=2. The authors assumed J=3. Other: 1981Fe01, also
152GD3cG analyzed for J=3.
152GD G 2201.65 26 0.0199 20
152GD L 2246.80 4 2+
152GD E 0.044 10 3.71 6 7.64 3 3.75 6
152GDS E EAV=335 18$CK=0.8268 20$CL=0.1251 5$CM+=0.03631 14
152GD cE IB$<0.045
152GD G 407.12 21 0.022 3[M1,E2] 0.034 10
152GDS G KC=0.028 9$LC=0.0045 7$MC=0.00098 12$NC+=0.00026 4
152GDS G NC=0.00023 3$OC=3.4E-5 6$PC=2.0E-6 7
152GD G 641.20 7 0.0932 22[M1,E2] 0.010 3
152GDS G KC=0.009 3$LC=0.0013 3$MC=0.00028 6$NC+=7.5E-5 17
152GDS G NC=6.5E-5 15$OC=9.9E-6 24$PC=6.3E-7 21
152GD G 812.80 8 0.314 8 [M1,E2]
152GDS G CC=0.0059 17$KC=0.0050 15$LC=0.00071 17$MC=0.00015 4$NC+=4.1E-5 10
152GDS G NC=3.5E-5 9$OC=5.5E-6 14$PC=3.6E-7 11
152GD G 928.43 7 0.568 12 M1,E2
152GD2 G EKC=0.0037 18
152GDS G CC=0.0043 12$KC=0.0037 10$LC=0.00052 12$MC=0.00011 3$NC+=3.0E-5 7
152GDS G NC=2.6E-5 6$OC=4.0E-6 10$PC=2.6E-7 8
152GD G 932.09 8 0.305 11 [E1(+M2)]
152GD2 G FLAG=d$
152GDS G CC=0.001297 19$KC=0.001112 16$LC=0.0001456 21$MC=3.13E-5 5$NC+=8.36E-6
152GDS G NC=7.18E-6 10$OC=1.111E-6 16$PC=7.46E-8 11
152GD G 1137.56 7 1.35 3 M1+E2
152GDS G KC=0.0023 6$LC=0.00032 7$MC=6.9E-5 15$NC+=2.0E-5 4
152GDS G NC=1.6E-5 4$OC=2.5E-6 6$PC=1.7E-7 5$IPC=1.20E-6 7
152GD2 G EKC=0.0030 6$
152GD cG MR$|d=-0.40 {I+4-2} or +23 {I+72-10} (1990Ta19) as calculated from the
152GD2cG authors' data for J(2246)=2. The authors give a value for J=3
152GD G 1316.32 12 0.310 24 (M1,E2) 0.0020 4
152GD2 G FLAG=e$
152GDS G KC=0.0017 4$LC=0.00023 5$MC=5.0E-5 10$NC+=3.8E-5 4
152GDS G NC=1.14E-5 22$OC=1.8E-6 4$PC=1.2E-7 3$IPC=2.44E-5 14
152GD G 1491.62 22 0.0266 19
152GD G 1631.40 0.252 15 [E2]
152GD2 G FLAG=J$
152GDS G CC=0.001168 17$KC=0.000892 13$LC=0.0001205 17$MC=2.60E-5 4$NC+=0.000129
152GDS G NC=5.97E-6 9$OC=9.25E-7 13$PC=6.19E-8 9$IPC=0.0001226 18
152GD G 1902.49 2.66 6 M1+E2 -0.11 4
152GD2 G FLAG=Q$
152GD2 G EKC=0.00092 17$
152GDS G CC=0.001297 19$KC=0.000874 13$LC=0.0001161 17$MC=2.50E-5 4$NC+=0.000282
152GDS G NC=5.76E-6 9$OC=8.99E-7 13$PC=6.24E-8 9$IPC=0.000275 4
152GD cG M$The value of |a(K)exp=0.092 {I17} given in 2003Ad25 is a misprint.
152GD2cG The correct value is given in 2004AdZZ
152GD L 2258.14 6 2+,3,4+
152GD E 0.0010123 0.0904 25 9.25 3 0.0914 25
152GDS E EAV=330 18$CK=0.8274 19$CL=0.1252 5$CM+=0.03635 13
152GD cE IB$<0.0009
152GD G 939.84 9 0.0530 18
152GD G 1148.99 10 0.067 3
152GD G 1502.62 10 0.0240 8
152GD L 2264.88 7 1-,2,3-
152GD E 0.0004 LT 0.04 LT 9.6 GT 0.04 LT
152GDS E EAV=327 18$CK=0.8276 19$CL=0.1253 5$CM+=0.03637 13
152GD cE IB$<0.0003
152GD G 947.1 3 0.0099 18
152GD G 950.34 16 0.0227 10
152GD G 1141.68 10 0.0523 24
152GD L 2265.29 8 1+,2+,3+
152GD E 0.0045 10 0.416 10 8.58 3 0.420 10
152GDS E EAV=327 18$CK=0.8277 19$CL=0.1253 5$CM+=0.03637 13
152GD cE IB$<0.0004
152GD G 1921.00 8 0.661 14 M1+E2
152GD2 G EKC=0.00092 21
152GDS G CC=0.00115 14$KC=0.00076 10$LC=0.000101 14$MC=2.2E-5 3$NC+=0.000274 19
152GDS G NC=5.0E-6 7$OC=7.8E-7 11$PC=5.3E-8 8$IPC=0.000268 19
152GD cG MR$|d=-0.23 {I+9-13}, -0.27 {I3}, +0.22 {I3} for J{+|p}=1+, 2+, and 3+,
152GD2cG respectively
152GD L 2267.73 9
152GD E 0.0007116 0.0664 22 9.38 3 0.0671 22
152GDS E EAV=326 18$CK=0.8278 19$CL=0.1253 5$CM+=0.03638 13
152GD cE IB$<0.0005
152GD G 953.07 9 0.0957 24 M1
152GD2 G EKC=0.0056 8
152GDS G CC=0.00513 8$KC=0.00437 7$LC=0.000594 9$MC=0.0001283 18$NC+=3.44E-5 5
152GDS G NC=2.95E-5 5$OC=4.60E-6 7$PC=3.16E-7 5
152GD G 1040.6 3 0.0100 21
152GD L 2299.66 3 2,3-
152GD2 L FLAG=B$
152GD E 0.0089 21 0.988 16 8.19 3 0.997 16
152GDS E EAV=312 18$CK=0.8290 17$CL=0.1256 4$CM+=0.03648 12
152GD cE IB$<0.0056
152GD G 656.42 9 0.0537 24
152GD G 865.62 8 0.0603 24
152GD G 984.90 8 0.093 5
152GD G 1176.53 9 0.0432 17
152GD G 1190.44 7 0.604 12
152GD2 G FLAG=W$
152GD G 1369.04 9 0.200 5
152GD2 G EKC=0.0026 7
152GD2 G FLAG=W$
152GD G 1955.36 8 0.548 12
152GD2 G EKC=0.00031 9
152GD2 G FLAG=W$
152GD L 2325.68 10
152GD E 9.9E-5 LT 0.013 LT 10.1 GT 0.013 LT ?
152GDS E EAV=301 18$CK=0.8300 15$CL=0.1258 4$CM+=0.03655 12
152GD G 1202.64 0.046 10
152GD2 G FLAG=K$
152GD L 2330.72 9 2+,3,4+
152GD E 0.0004812 0.0640 20 9.36 3 0.0645 20
152GDS E EAV=298 18$CK=0.8301 15$CL=0.1259 4$CM+=0.03656 12
152GD G 1575.30 9 0.0940 25
152GD G 1986.8 4 0.0075 15
152GD L 2386.95 9 (2)+
152GD E 0.0008324 0.158 7 8.94 3 0.159 7
152GDS E EAV=274 18$CK=0.8317 11$CL=0.1264 4$CM+=0.03671 11
152GD G 1072.16 15 0.031 4
152GD G 1263.84 11 0.110 4
152GD G 2042.67 0.110 8M1+E2(+E0)
152GD2 G FLAG=S$
152GD L 2401.55 7 1+,2,3-
152GD E 0.0010 3 0.200 10 8.83 4 0.201 10
152GDS E EAV=267 18$CK=0.8320 10$CL=0.1265 4$CM+=0.03675 10
152GD G 708.98 8 0.0576 21
152GD G 1083.14 0.052 12
152GD2 G FLAG=E$
152GD G 1087.12 10 0.207 8
152GD L 2437.43 8 2+
152GD E 0.0015 5 0.42 4 8.49 5 0.42 4
152GDS E EAV=252 18$CK=0.8328 8$CL=0.1267 3$CM+=0.03683 10
152GD G 1314.26 0.36 5 E1
152GD2 G FLAG=N$
152GDS G CC=0.000773 11$KC=0.000595 9$LC=7.69E-5 11$MC=1.649E-5 23$NC+=8.43E-5 1
152GDS G NC=3.79E-6 6$OC=5.89E-7 9$PC=4.01E-8 6$IPC=7.99E-5 12
152GD G 1506.90 8 0.078 3 M1(+E0) 0.0031 6
152GD2 G EKC=0.0027 5
152GD G 2093.16 0.211 18M1+E2(+E0) 0.0018 4
152GD2 G FLAG=T$
152GD G 2437.11 21 0.0132 10
152GD L 2448.01 12 +
152GD E 1.E-5 LT 0.003 LT 10.6 GT 0.003 LT ?
152GDS E EAV=247 18$CK=0.8329 8$CL=0.1268 3$CM+=0.03686 10
152GD G 2103.54 0.047 10 M1,E2
152GD2 G FLAG=U$
152GDS G CC=0.00110 11$KC=0.00063 7$LC=8.3E-5 10$MC=1.79E-5 21$NC+=0.00037 3
152GDS G NC=4.1E-6 5$OC=6.4E-7 8$PC=4.4E-8 6$IPC=0.00036 3
152GD L 2495.18 6
152GD2 L FLAG=D$
152GD E 0.0006324 0.272 6 8.64 3 0.273 6
152GDS E EAV=226 18$CK=0.8336 6$CL=0.1271 3$CM+=0.03696 9
152GD G 1372.04 9 0.0773 23
152GD2 G EKC=0.0019 5
152GD cG M$See comment on J for the 2495 level
152GD G 2150.85 8 0.352 7
152GD2 G EKC=0.00066 12$
152GD cG M$See comment on J for the 2495 level
152GD L 2513.9 4 1,2+
152GD E 9.E-5 4 0.045 12 9.4 2 0.045 12
152GDS E EAV=218 18$CK=0.8338 5$CL=0.1273 3$CM+=0.03700 9
152GD G 2169.16 0.064 18
152GD2 G FLAG=V$
152GD G 2513.9 4 0.0071 18
152GD L 2523.81 4 2+
152GD E 0.0012 5 0.677 13 8.23 3 0.678 13
152GDS E EAV=213 18$CK=0.8338 4$CL=0.1273 3$CM+=0.03702 9
152GD G 684.12 9 0.027 3
152GD G 880.29 10 0.0649 21
152GD G 1209.03 9 0.453 10 E1+M2 +0.06 4 0.00085
152GDS G KC=0.00071 4$LC=9.2E-5 5$MC=1.98E-5 11$NC+=3.38E-5 5
152GDS G NC=4.54E-6 25$OC=7.0E-7 4$PC=4.8E-8 3$IPC=2.85E-5 5
152GD2 G EKC=0.00049 21$
152GD cG MR$From 1990Ta19. Other: -0.20 {I14} (1981Fe01)
152GD G 1400.62 0.154 13
152GD2 G FLAG=P$
152GD G 1593.37 9 0.145 4
152GD G 2179.42 11 0.0930 25 M1
152GD2 G FLAG=X$
152GDS G CC=0.001183 17$KC=0.000646 9$LC=8.56E-5 12$MC=1.84E-5 3$NC+=0.000433 6
152GDS G NC=4.24E-6 6$OC=6.62E-7 10$PC=4.61E-8 7$IPC=0.000428 6
152GD G 2523.92 9 0.131 3 (E2)
152GD2 G EKC=0.00051 10
152GDS G CC=0.001006 14$KC=0.000403 6$LC=5.28E-5 8$MC=1.134E-5 16$NC+=0.000538 8
152GDS G NC=2.61E-6 4$OC=4.06E-7 6$PC=2.79E-8 4$IPC=0.000535 8
152GD cG M$|a(K)exp is consistent with mult=M1 or E2. Placement in the decay
152GD2cG scheme requires |DJ=2
152GD L 2529.43 4 2+,3,4+
152GD E 0.0011 5 0.665 11 8.23 3 0.666 11
152GDS E EAV=211 18$CK=0.8339 4$CL=0.1274 3$CM+=0.03703 9
152GD G 722.00 12 0.0200 14
152GD G 1247.07 7 0.209 6
152GD G 1406.16 8 0.160 4
152GD2 G EKC=0.0012 5
152GD cG M$|a(K)exp=0.0012 {I5} compared with 0.000530 (E1) and 0.00118 (E2)
152GD2cG suggests mult=E2; however, placement in the decay scheme requires
152GD3cG |D|p=yes
152GD G 1598.90 8 0.346 8
152GD2 G FLAG=I$
152GD G 2185.24 9 0.358 7 M1 0.00118
152GD2 G EKC=0.00058 17
152GDS G KC=0.000642 9$LC=8.51E-5 12$MC=1.83E-5 3$NC+=0.000436 7
152GDS G NC=4.22E-6 6$OC=6.58E-7 10$PC=4.58E-8 7$IPC=0.000431 6
152GD cG M,MR$|a(K)exp gives mult=M1,E2. |g(|q,H,t) gives |d=-0.06 {I9}
152GD2cG (1990Ta19)
152GD L 2540.45 6 2+,3+
152GD E 0.0002812 0.183 4 8.79 3 0.183 4
152GDS E EAV=206 18$CK=0.8340 4$CL=0.1274 3$CM+=0.03705 9
152GD G 1221.95 12 0.0332 22
152GD G 1417.18 15 0.0313 16
152GD G 1785.15 11 0.077 4
152GD G 2196.20 10 0.147 3 M1
152GD2 G EKC=0.00101 29
152GDS G CC=0.001180 17$KC=0.000635 9$LC=8.41E-5 12$MC=1.81E-5 3$NC+=0.000442 7
152GDS G NC=4.17E-6 6$OC=6.51E-7 10$PC=4.53E-8 7$IPC=0.000437 7
152GD L 2544.02 6
152GD E 0.000167 0.107 3 9.02 3 0.107 3
152GDS E EAV=204 18$CK=0.8340 4$CL=0.1275 3$CM+=0.03706 9
152GD G 1420.76 8 0.0863 24
152GD G 1613.53 9 0.082 3
152GD L 2551.14 7
152GD E 0.000199 0.139 4 8.90 3 0.139 4
152GDS E EAV=201 18$CK=0.8340 3$CL=0.1275 3$CM+=0.03708 9
152GD G 1117.15 11 0.0369 14
152GD G 1441.91 8 0.182 5
152GD L 2557.87 5 2+
152GD E 0.0002210 0.170 4 8.81 3 0.170 4
152GDS E EAV=198 18$CK=0.8341 3$CL=0.1275 3$CM+=0.03709 9
152GD G 914.35 7 0.0819 24
152GD G 1434.54 11 0.0451 22
152GD G 1802.67 9 0.102 3
152GD G 2211.7 (E0) ?
152GDF G FL=344.2790
152GD cG E$From ce spectrum (1970Ad05). The energy fit is poor. The level energy
152GD2cG difference gives 2213.56. The evaluator notes further that a comparison
152GD3cG of the E|g values of 2004AdZZ with the E(ce) of 1970Ad05 for 16
152GD4cG transitions around E=2212 shows deviations of +0.1 to +2.0 keV with an
152GD5cG average of +1.0 keV for the ce energies. the deviation of -1.9 for the
152GD6cG 2211.7 line thus seems unlikely, suggesting that the placement from the
152GD7cG 2557 level May not be correct. The evaluator thus shows this transition
152GD8cG as tentative
152GD cG M$Absence of photon line and |a(K)exp>0.03 {I1} suggests mult=E0
152GD G 2557.91 12 0.0389 12
152GD L 2598.80 5 1+,2+
152GD E 0.289 5 8.55 3 0.289 5
152GDS E CK=0.8342 2$CL=0.12779 25$CM+=0.03717 8
152GD G 993.14 11 0.099 4
152GD G 1489.60 10 0.103 3 M1(+E2)
152GD2 G EKC=0.0022 8
152GDS G CC=0.0016 3$KC=0.00129 24$LC=0.00017 3$MC=3.8E-5 7$NC+=8.5E-5 7
152GDS G NC=8.7E-6 15$OC=1.35E-6 24$PC=9.2E-8 19$IPC=7.5E-5 5
152GD G 1983.41 8 0.114 3
152GD G 2254.54 9 0.150 3 M1,E2
152GD2 G FLAG=1$
152GDS G CC=0.00108 10$KC=0.00055 6$LC=7.2E-5 8$MC=1.55E-5 16$NC+=0.00044 4
152GDS G NC=3.6E-6 4$OC=5.6E-7 6$PC=3.8E-8 5$IPC=0.00044 4
152GD L 2604.34 6 1-,2,3-
152GD E 0.159 4 8.81 3 0.159 4
152GDS E CK=0.8342 1$CL=0.12783 25$CM+=0.03718 8
152GD G 1289.64 9 0.0474 15
152GD G 1481.18 8 0.098 5
152GD G 2260.05 11 0.1043 25
152GD L 2641.59 10 1-,2-,3-
152GD E 0.132 9 8.86 4 0.132 9
152GDS E CK=0.8342 1$CL=0.12805 24$CM+=0.03726 8
152GD G 1518.38 0.175 13 M1,E2
152GD2 G FLAG=G$
152GDS G CC=0.0015 3$KC=0.00124 23$LC=0.00017 3$MC=3.6E-5 7$NC+=9.5E-5 7
152GDS G NC=8.3E-6 15$OC=1.29E-6 23$PC=8.8E-8 18$IPC=8.6E-5 6
152GD G 1711.02 9 0.0336 11
152GD L 2667.56 6 1-
152GD E 0.132 4 8.84 3 0.132 4
152GDS E CK=0.8341 2$CL=0.12820 24$CM+=0.03731 9
152GD G 1352.98 11 0.046 5 E0+M1+E2 0.022 5
152GD2 G EKC=0.019 4
152GD cG M$|a(K)=0.0019 for M1
152GD G 1544.29 8 0.0946 23
152GD cG E$Earlier work placed this transition from the 2299 level. placement
152GD2cG from the 2667 level is established by 2004AdZZ on the basis of
152GD3cG coincidence work
152GD G 1737.03 9 0.0655 17
152GD L 2686.87 9 2+
152GD E 0.129 3 8.84 3 0.129 3
152GDS E CK=0.8341 2$CL=0.12832 25$CM+=0.03735 9
152GD G 2342.57 9 0.203 4M1+E2+(E0)
152GD2 G EKC=0.00132 26
152GDS G CC=0.00107 9$KC=0.00051 5$LC=6.7E-5 7$MC=1.43E-5 14$NC+=0.00049 4
152GDS G NC=3.3E-6 4$OC=5.1E-7 5$PC=3.6E-8 4$IPC=0.00048 4
152GD cG M,MR$|d|<0.20 or +2.1 {I9}. |a(K)=0.00055 for M1 suggests the presence
152GD2cG of an E0 component
152GD L 2709.43 5 2+
152GD E 1.65 3 7.72 3 1.65 3
152GDS E CK=0.8340 3$CL=0.12845 25$CM+=0.03740 9
152GD G 1066.2 3 0.0171 13
152GD G 1586.22 7 1.45 3 E1+M2 +0.19 +3-14
152GDS G KC=0.00052 9$LC=6.8E-5 12$MC=1.5E-5 3$NC+=0.000265 8
152GDS G NC=3.4E-6 6$OC=5.2E-7 10$PC=3.6E-8 7$IPC=0.000261 8
152GD2 G EKC=0.00045 9$
152GD cG MR$Other: -0.34 {I21} (1981Fe01)
152GD G 1778.78 9 0.165 5 M1+E2
152GD2 G EKC=0.0016 4
152GDS G CC=0.00124 17$KC=0.00089 13$LC=0.000119 18$MC=2.6E-5 4$NC+=0.000205 15
152GDS G NC=5.9E-6 9$OC=9.2E-7 14$PC=6.3E-8 11$IPC=0.000198 14
152GD cG MR$|d=-0.26 {I10} or +5.9 {I+70-22}
152GD G 2094.05 0.122 11 [E2]
152GDC G FLAG=T$
152GDS G CC=0.000990 14$KC=0.000564 8$LC=7.46E-5 11$MC=1.604E-5 23$NC+=0.000336
152GDS G NC=3.69E-6 6$OC=5.73E-7 8$PC=3.91E-8 6$IPC=0.000331 5
152GD G 2365.13 9 0.570 14 E0+M1+E2
152GD2 G EKC=0.0012 3
152GDS G CC=0.00107 9$KC=0.00050 5$LC=6.5E-5 6$MC=1.41E-5 13$NC+=0.00050 4
152GDS G NC=3.2E-6 3$OC=5.0E-7 5$PC=3.5E-8 4$IPC=0.00050 4
152GD cG MR$|d(E2/M1)|<0.25 or +1.8 {I+6-5}
152GD G 2709.47 9 0.274 6 E2
152GD2 G EKC=0.00027 8
152GDS G CC=0.001036 15$KC=0.000356 5$LC=4.64E-5 7$MC=9.96E-6 14$NC+=0.000623 9
152GDS G NC=2.29E-6 4$OC=3.57E-7 5$PC=2.46E-8 4$IPC=0.000621 9
152GD L 2719.64 6 2+
152GD E 1.39 3 7.79 3 1.39 3
152GDS E CK=0.8339 3$CL=0.1285 3$CM+=0.03742 9
152GD G 454.8 3 0.0079 18
152GDF G FL=2264.88$
152GD G 1027.16 21 0.0167 19
152GD G 1401.32 0.090 8
152GDC G FLAG=P$
152GD G 1596.49 0.243 18 [E1]
152GD2 G FLAG=I$
152GDS G CC=0.000773 11$KC=0.000427 6$LC=5.49E-5 8$MC=1.176E-5 17$NC+=0.000279 4
152GDS G NC=2.70E-6 4$OC=4.20E-7 6$PC=2.89E-8 4$IPC=0.000276 4
152GD cG MR$|d(Q/D)=0.25 {I9}
152GD G 1789.12 0.144 11 M1+E2 +0.26 +9-6 0.00137 3
152GDS G KC=0.000990 19$LC=0.0001319 24$MC=2.84E-5 6$NC+=0.000223 4
152GDS G NC=6.54E-6 12$OC=1.021E-6 19$PC=7.07E-8 14$IPC=0.000215 4
152GD2 G FLAG=L$
152GD cG MR$Other: -0.13 {I10} (1981Fe01)
152GD G 2104.30 0.054 12 [E2]
152GD2 G FLAG=U$
152GDS G CC=0.000989 14$KC=0.000559 8$LC=7.39E-5 11$MC=1.589E-5 23$NC+=0.000341
152GDS G NC=3.65E-6 6$OC=5.68E-7 8$PC=3.87E-8 6$IPC=0.000336 5
152GD G 2375.34 9 1.225 26 M1+E2 +0.15 8 0.00116 2
152GDS G KC=0.000532 8$LC=7.03E-5 11$MC=1.513E-5 23$NC+=0.000539 8
152GDS G NC=3.48E-6 6$OC=5.44E-7 8$PC=3.79E-8 6$IPC=0.000535 8
152GD2 G EKC=0.00079 18$
152GD cG MR$Other: +0.10 {I+27-18} (1981Fe01)
152GD G 2719.61 8 0.401 9 (E2)
152GD2 G EKC=0.00037 11
152GDS G CC=0.001038 15$KC=0.000354 5$LC=4.61E-5 7$MC=9.89E-6 14$NC+=0.000628 9
152GDS G NC=2.28E-6 4$OC=3.55E-7 5$PC=2.45E-8 4$IPC=0.000625 9
152GD cG M$|a(K)exp allows mult=M1 or E2; however, placement in the decay scheme
152GD2cG requires |DJ=2
152GD L 2729.17 4 2+
152GD E 1.00 3 7.92 4 1.00 3
152GDS E CK=0.8339 3$CL=0.1286 3$CM+=0.03744 9
152GD G 813.48 0.017 8
152GD2 G FLAG=F$
152GD G 1036.74 7 0.172 4
152GD G 1085.68 11 0.215 7 D+Q -0.18 14
152GD cG MR$From 1981Fe01
152GD G 1258.45 10 0.075 3
152GD G 1410.82 0.33 2 M1+E2 +4.3 +9-13 0.00146 4
152GD2 G FLAG=O$
152GDS G KC=0.00120 4$LC=0.000165 5$MC=3.56E-5 9$NC+=5.62E-5 10
152GDS G NC=8.17E-6 21$OC=1.26E-6 4$PC=8.37E-8 24$IPC=4.67E-5 7
152GD G 1605.98 0.24 3 (E1)
152GD2 G FLAG=D$
152GDS G CC=0.000776 11$KC=0.000423 6$LC=5.43E-5 8$MC=1.165E-5 17$NC+=0.000286 4
152GDS G NC=2.68E-6 4$OC=4.16E-7 6$PC=2.86E-8 4$IPC=0.000283 4
152GD G 1681.53 8 0.0657 17
152GD G 1798.45 9 0.158 6 E2(+M1) 14.3 GE
152GD2 G EKC=0.00092 4
152GDS G CC=0.001066 15$KC=0.000745 11$LC=9.97E-5 14$MC=2.15E-5 3$NC+=0.000200 3
152GDS G NC=4.94E-6 7$OC=7.66E-7 11$PC=5.17E-8 8$IPC=0.000194 3
152GD G 2113.70 9 0.136 3 (E2)
152GD2 G EKC=0.00070 17
152GDS G CC=0.000988 14$KC=0.000554 8$LC=7.33E-5 11$MC=1.576E-5 22$NC+=0.000345
152GDS G NC=3.62E-6 5$OC=5.63E-7 8$PC=3.84E-8 6$IPC=0.000341 5
152GD cG M$|a(K)exp allows mult=M1 or E2; however, placement in the decay scheme
152GD2cG requires |DJ=2
152GD G 2384.94 9 0.145 3M1+E2(+E0)
152GD2 G FLAG=2$
152GDS G CC=0.00108 9$KC=0.00049 5$LC=6.4E-5 6$MC=1.38E-5 13$NC+=0.00051 4
152GDS G NC=3.2E-6 3$OC=5.0E-7 5$PC=3.4E-8 4$IPC=0.00051 4
152GD cG MR$|d=-0.22 {I8} or 4.8 {I+28-13}
152GD cG MR$Other: -0.52|<|d|<|@ (1981Fe01)
152GD G 2729.25 11 0.0261 9
152GD L 2734.07 7
152GD cL J$The mults for the two deexciting transitions to 2+ are inconsistent
152GD E 0.146 3 8.75 3 0.146 3
152GDS E CK=0.8338 3$CL=0.1286 3$CM+=0.03745 9
152GD G 2118.66 9 0.0874 23 M1 0.00120
152GDS G KC=0.000688 10$LC=9.12E-5 13$MC=1.96E-5 3$NC+=0.000400 6
152GDS G NC=4.52E-6 7$OC=7.06E-7 10$PC=4.91E-8 7$IPC=0.000394 6
152GD2 G EKC=0.0010 4
152GD G 2734.06 10 0.142 3 E1 0.00126
152GDS G KC=0.000182 3$LC=2.31E-5 4$MC=4.94E-6 7$NC+=0.001048 15
152GDS G NC=1.137E-6 16$OC=1.773E-7 25$PC=1.233E-8 18$IPC=0.001046 15
152GD2 G EKC=0.00025 5
152GD L 2744.04 10 1-
152GD E 0.084 3 8.99 4 0.084 3
152GDS E CK=0.8338 3$CL=0.1287 3$CM+=0.03747 9
152GD G 1634.0 3 0.0108 25
152GD G 2744.10 10 0.122 3 E1
152GD2 G EKC=0.00012 5
152GDS G CC=0.001263 18$KC=0.000181 3$LC=2.30E-5 4$MC=4.92E-6 7$NC+=0.001053 15
152GDS G NC=1.130E-6 16$OC=1.763E-7 25$PC=1.226E-8 18$IPC=0.001052 15
152GD L 2749.23 4 2+,3+
152GD E 1.59 3 7.71 3 1.59 3
152GDS E CK=0.8337 3$CL=0.1287 3$CM+=0.03748 9
152GD G 301.8 3 0.0078 22
152GD G 1056.79 9 0.0356 13
152GD G 1215.20 11 0.0166 18
152GD G 1430.76 7 0.148 6
152GD G 1475.04 14 0.015 5
152GD G 1640.08 9 0.0684 22 M1
152GD2 G EKC=0.0021 9
152GDS G CC=0.001579 23$KC=0.001227 18$LC=0.0001638 23$MC=3.53E-5 5$NC+=0.000152
152GDS G NC=8.13E-6 12$OC=1.269E-6 18$PC=8.79E-8 13$IPC=0.0001433 20
152GD G 1993.87 8 0.144 3
152GD G 2405.00 9 2.07 4 (E2)
152GD2 G EKC=0.00032 9
152GDS G CC=0.000992 14$KC=0.000440 7$LC=5.76E-5 8$MC=1.239E-5 18$NC+=0.000483 7
152GDS G NC=2.85E-6 4$OC=4.44E-7 7$PC=3.04E-8 5$IPC=0.000479 7
152GD cG M$|a(K)exp is consistent with mult=E1 or E2; however, the decay scheme
152GD2cG requires |D|p=no
152GD L 2772.40 6 2+
152GD E 0.287 9 8.43 4 0.287 9
152GDS E CK=0.8336 4$CL=0.1288 3$CM+=0.03753 10
152GD G 857.33 11 0.126 9
152GDF G FL=1915.15
152GD G 1016.60 9 0.112 3
152GD G 1128.65 10 0.043 5
152GD G 1338.5 4 0.019 3
152GD G 1454.08 12 0.0354 20
152GD G 1663.67 14 0.067 4 E0+M1+E2 0.0084 28
152GD2 G EKC=0.0073 24
152GDF G FL=1109.203$
152GD G 1841.81 0.041 5 M1,E2
152GD2 G FLAG=R$
152GDS G CC=0.00120 15$KC=0.00083 12$LC=0.000110 16$MC=2.4E-5 4$NC+=0.000235 17
152GDS G NC=5.5E-6 8$OC=8.5E-7 12$PC=5.8E-8 9$IPC=0.000229 16
152GD G 2772.44 18 0.0080 5
152GD cG RI$The uncertainty in the value 0.0080 {I50} given by 2004AdZZ is
152GD2cG probably a misprint. The uncertainty given in 2003Ad25 is 5
152GD L 2862.66 5 1-,2,3-
152GD E 0.232 4 8.46 4 0.232 4
152GDS E CK=0.8328 5$CL=0.1295 3$CM+=0.03774 11
152GD G 1547.95 9 0.0646 18
152GD G 1739.46 8 0.121 3
152GD2 G EKC=0.00135 30
152GD3 G FLAG=3$
152GD G 2518.42 9 0.179 4
152GD2 G EKC=0.00050 9
152GD3 G FLAG=3$
152GD L 2869.84 10 ?
152GD2 L FLAG=C$
152GD G 2254.44 ?
152GD cG E$See comment on the 2869 level
152GD G 2525.43 ?
152GD cG E$See comment on the 2869 level
152GD L 2880.67 3 2+
152GD E 1.82 3 7.55 4 1.82 3
152GDS E CK=0.8326 5$CL=0.1296 4$CM+=0.03779 11
152GD G 747.29 14 0.0157 11
152GD G 868.94 11 0.0413 15
152GD G 1188.37 11 0.0562 23
152GD G 1275.04 7 0.155 4
152GD cG E$Earlier work placed this transition from the 2709 level. placement
152GD2cG from the 2880 level is established by 2004AdZZ on the basis of
152GD3cG coincidence work
152GD G 1446.64 0.256 26 M1,E2
152GD2 G FLAG=M$
152GDS G CC=0.0017 3$KC=0.0014 3$LC=0.00019 4$MC=4.0E-5 8$NC+=7.1E-5 6
152GDS G NC=9.2E-6 17$OC=1.4E-6 3$PC=9.8E-8 20$IPC=6.1E-5 4
152GD G 1562.45 8 0.129 3 M1
152GD2 G EKC=0.0023 10
152GDS G CC=0.001713 24$KC=0.001371 20$LC=0.000183 3$MC=3.95E-5 6$NC+=0.0001194
152GDS G NC=9.10E-6 13$OC=1.420E-6 20$PC=9.83E-8 14$IPC=0.0001088 16
152GD G 1565.97 8 0.159 4
152GD cG RI$2004AdZZ give I|g=0.1594 {I4}. The uncertainty quoted here is much
152GD2cG too small. The minimum uncertainty quoted on the strong well-resolved
152GD3cG peaks is 2%. The evaluator assumes that the correct value should be
152GD4cG 0.159 {I4}. The uncertainty in the branching for this transition given
152GD5cG in 2003Ad25 is also too small
152GD G 1757.42 7 1.016 23 (E1)
152GD2 G EKC=0.00063 13
152GDS G CC=0.000820 12$KC=0.000365 6$LC=4.67E-5 7$MC=1.000E-5 14$NC+=0.000399 6
152GDS G NC=2.30E-6 4$OC=3.58E-7 5$PC=2.46E-8 4$IPC=0.000396 6
152GD cG M$|a(K)exp lies between the theoretical values for E1 and E2. The
152GD2cG placement in the decay scheme requires |D|p=yes, for which
152GD3cG |a(K)=0.000365
152GD G 1771.43 8 0.518 11 M1
152GD2 G EKC=0.00141 27
152GDS G CC=0.001412 20$KC=0.001030 15$LC=0.0001371 20$MC=2.95E-5 5$NC+=0.000216
152GDS G NC=6.80E-6 10$OC=1.062E-6 15$PC=7.37E-8 11$IPC=0.000208 3
152GD G 2265.33 9 0.132 3
152GD G 2536.30 7 0.395 11 M1
152GD2 G EKC=0.00064 12$
152GDS G CC=0.001165 17$KC=0.000463 7$LC=6.10E-5 9$MC=1.313E-5 19$NC+=0.000628 9
152GDS G NC=3.02E-6 5$OC=4.72E-7 7$PC=3.29E-8 5$IPC=0.000624 9
152GD L 2914.19 6 2+
152GD E 0.251 5 8.38 4 0.251 5
152GDS E CK=0.8322 5$CL=0.1299 4$CM+=0.03788 12
152GD G 998.37 11 0.0205 11
152GD G 2158.72 10 0.110 3 (E2)
152GD2 G EKC=0.00054 18
152GDS G CC=0.000986 14$KC=0.000534 8$LC=7.04E-5 10$MC=1.515E-5 22$NC+=0.000366
152GDS G NC=3.48E-6 5$OC=5.42E-7 8$PC=3.70E-8 6$IPC=0.000362 5
152GD cG M$|a(K)exp gives mult=M1 or E2. Placement in the decay scheme requires
152GD2cG |DJ=2
152GD G 2569.85 10 0.253 6 (M1,E2)
152GD2 G EKC=0.00030 6
152GDS G CC=0.00109 8$KC=0.00042 3$LC=5.5E-5 5$MC=1.19E-5 9$NC+=0.00060 5
152GDS G NC=2.73E-6 21$OC=4.3E-7 4$PC=2.95E-8 25$IPC=0.00060 5
152GD cG M$|a(K)exp lies between the theoretical values for E1 and M1 or E2.
152GD2cG placement in the decay scheme requires |D|p=no
152GD G 2914.42 14 0.0121 6
152GD2 G EKC=0.0009 4
152GD cG M$|a(K)exp is slightly larger than the theoretical values for M1 or E2.
152GD2cG placement in the decay scheme requires mult=E2, for which |a(K)=0.00031
152GD L 2920.10 10
152GD E 0.103 5 8.76 4 0.103 5
152GDS E CK=0.8322 5$CL=0.1299 4$CM+=0.03790 12
152GD G 1004.2 3 0.0099 15
152GD G 1796.83 14 0.083 5
152GD G 1811.3 3 0.025 3
152GD G 2575.82 17 0.0446 19
152GD L 2927.86 5 2+,3+
152GD E 0.265 7 8.34 4 0.265 7
152GDS E CK=0.8321 5$CL=0.1300 4$CM+=0.03792 12
152GD G 1235.57 10 0.0725 25
152GD G 1284.42 9 0.127 3
152GD G 1457.25 11 0.0290 22
152GD G 1818.56 9 0.093 3 M1,E2
152GD2 G EKC=0.0016 6
152GDS G CC=0.00121 16$KC=0.00085 12$LC=0.000113 16$MC=2.4E-5 4$NC+=0.000224 16
152GDS G NC=5.6E-6 8$OC=8.7E-7 13$PC=6.0E-8 10$IPC=0.000217 15
152GD G 2172.45 11 0.0494 17
152GD2 G FLAG=V$
152GD G 2583.0 4 0.047 8
152GD L 2928.68 17
152GD E 0.071 6 8.92 5 0.071 6
152GDS E CK=0.8321 5$CL=0.1300 4$CM+=0.03792 13
152GD G 1610.11 19 0.0248 21
152GD G 2584.89 27 0.087 8
152GD L 2932.71 6 2+
152GD E 0.450 10 8.11 4 0.450 10
152GDS E CK=0.8320 5$CL=0.1300 4$CM+=0.03794 13
152GD G 1809.53 10 0.127 4
152GD G 2317.61 24 0.0103 10
152GD G 2588.36 8 0.571 12M1,E2(+E0)
152GD2 G EKC=0.00062 11
152GDS G CC=0.00109 8$KC=0.00041 3$LC=5.4E-5 4$MC=1.17E-5 9$NC+=0.00061 5
152GDS G NC=2.69E-6 21$OC=4.2E-7 4$PC=2.91E-8 24$IPC=0.00061 5
152GD L 2964.30 5 2-
152GD E 0.335 9 8.21 4 0.335 9
152GDS E CK=0.8317 5$CL=0.1303 4$CM+=0.03803 13
152GD G 638.35 10 0.0171 22
152GD G 1155.48 13 0.033 4
152GD G 1414.40 14 0.0591 21
152GD G 1530.07 15 0.0155 13
152GD G 1645.92 8 0.105 3
152GD G 1841.15 0.082 10 M1,E2
152GD2 G FLAG=R$
152GDS G CC=0.00120 15$KC=0.00083 12$LC=0.000110 16$MC=2.4E-5 4$NC+=0.000235 17
152GDS G NC=5.5E-6 8$OC=8.5E-7 12$PC=5.8E-8 9$IPC=0.000228 16
152GD G 2033.89 9 0.216 5 E1
152GD2 G EKC=0.00036 9
152GDS G CC=0.000934 13$KC=0.000288 4$LC=3.68E-5 6$MC=7.87E-6 11$NC+=0.000601 9
152GDS G NC=1.81E-6 3$OC=2.82E-7 4$PC=1.95E-8 3$IPC=0.000599 9
152GD cG MR$|d|<0.37 from |a(K)exp. Other: <5.9 (1990Ta19)
152GD L 2981.45 8 2+,3,4+
152GD E 0.0545 18 8.98 4 0.0545 18
152GDS E CK=0.8314 6$CL=0.1305 4$CM+=0.03809 14
152GD G 860.84 14 0.0163 16
152GD G 2226.01 23 0.0271 18
152GD G 2636.93 10 0.0425 10
152GD L 2989.03 8
152GD E 0.0308 15 9.23 5 0.0308 15
152GDS E CK=0.8313 6$CL=0.1305 4$CM+=0.03811 14
152GD G 1047.9 0.013 LT ?
152GD cG E$See comment on placement from the 1047 level
152GD G 1714.65 25 0.0066 9
152GD G 2058.47 9 0.0148 13
152GD G 2644.74 16 0.0271 17
152GD L 2999.55 5 1+,2+
152GD E 0.233 5 8.34 4 0.233 5
152GDS E CK=0.8312 6$CL=0.1306 4$CM+=0.03815 14
152GD G 829.57 26 0.013 4
152GD G 1393.86 9 0.0726 19
152GD G 2069.00 8 0.145 3 M1,E2
152GD2 G EKC=0.00075 17
152GDS G CC=0.00110 12$KC=0.00065 8$LC=8.6E-5 10$MC=1.86E-5 22$NC+=0.000348 25
152GDS G NC=4.3E-6 5$OC=6.7E-7 8$PC=4.6E-8 6$IPC=0.000343 25
152GD G 2655.29 10 0.0872 25 M1,E2
152GD2 G EKC=0.00041 12
152GDS G CC=0.00110 8$KC=0.00039 3$LC=5.2E-5 4$MC=1.11E-5 8$NC+=0.00065 5
152GDS G NC=2.55E-6 19$OC=4.0E-7 3$PC=2.76E-8 22$IPC=0.00064 5
152GD G 2999.69 16 0.0499 8
152GD L 3006.78 5 2+
152GD E 0.366 7 8.13 4 0.366 7
152GDS E CK=0.8311 6$CL=0.1307 5$CM+=0.03817 15
152GD G 837.08 11 0.0323 17
152GD G 1167.0 3 0.019 4
152GD G 1363.39 14 0.0411 25
152GD G 1732.42 11 0.0182 16
152GD G 2076.21 10 0.0593 23 M1
152GD2 G FLAG=4$
152GD cG M$|a(K)exp is somewhat larger than |a(K) for M1, suggesting a possible
152GD2cG E0 component
152GDS G CC=0.00110 12$KC=0.00065 8$LC=8.6E-5 10$MC=1.84E-5 22$NC+=0.00035 3
152GDS G NC=4.2E-6 5$OC=6.6E-7 8$PC=4.6E-8 6$IPC=0.000347 25
152GD G 2251.41 9 0.126 3
152GD G 2662.55 10 0.269 5 M1+E2
152GD2 G EKC=0.00028 13
152GDS G CC=0.001027 15$KC=0.000367 6$LC=4.79E-5 7$MC=1.028E-5 15$NC+=0.000602 9
152GDS G NC=2.36E-6 4$OC=3.68E-7 6$PC=2.54E-8 4$IPC=0.000599 9
152GD cG M$|a(K)exp is consistent with E1 or E2. |g(|q,H,t) gives
152GD2cG |d=-0.74 {I+11-50} or -4.6 {I+18-24}, which rules out mult=E1+M2
152GD G 3006.63 14 0.0118 4
152GD L 3009.23 5 3-
152GD E 0.188 4 8.42 4 0.188 4
152GDS E CK=0.8311 6$CL=0.1307 5$CM+=0.03818 15
152GD G 1253.48 9 0.0344 18
152GD G 1690.68 9 0.0306 13
152GD G 1694.60 13 0.0264 12
152GD G 1886.08 13 0.046 3 E0+M1+E2
152GD2 G EKC=0.0036 11
152GD G 2078.63 9 0.0521 24 [E1]
152GD2 G FLAG=4$
152GDS G CC=0.000953 14$KC=0.000278 4$LC=3.55E-5 5$MC=7.60E-6 11$NC+=0.000632 9
152GDS G NC=1.746E-6 25$OC=2.72E-7 4$PC=1.88E-8 3$IPC=0.000630 9
152GD G 2665.18 12 0.107 3
152GD L 3012.37 8 2+,3+,4+
152GD E 0.196 5 8.40 4 0.196 5
152GDS E CK=0.8310 6$CL=0.1308 5$CM+=0.03819 15
152GD G 810.44 23 0.0155 18
152GD G 1000.41 20 0.0122 12
152GD G 1096.60 19 0.031 3
152GDF G FL=1915.76$
152GD G 1902.87 0.021 4
152GD2 G FLAG=Q$
152GD G 2257.22 22 0.0236 15
152GD G 2668.13 10 0.205 4 M1,E2
152GD2 G EKC=0.00051 19
152GDS G CC=0.00110 8$KC=0.00039 3$LC=5.1E-5 4$MC=1.10E-5 8$NC+=0.00065 5
152GDS G NC=2.53E-6 18$OC=3.9E-7 3$PC=2.74E-8 21$IPC=0.00065 5
152GD L 3042.29 5 2+
152GD E 0.330 6 8.15 4 0.330 6
152GDS E CK=0.8306 6$CL=0.1311 5$CM+=0.03830 16
152GD G 1436.67 9 0.0665 19
152GD G 1727.72 8 0.116 3
152GD G 1932.94 12 0.057 3 M1,E2
152GD2 G EKC=0.00083 22
152GDS G CC=0.00115 14$KC=0.00075 10$LC=0.000100 13$MC=2.1E-5 3$NC+=0.000280 20
152GDS G NC=4.9E-6 7$OC=7.7E-7 11$PC=5.3E-8 8$IPC=0.000274 19
152GD G 2697.99 10 0.280 6 M1(+E2) 0.22 LE
152GD2 G EKC=0.00053 10
152GD L 3067.42 10 3-
152GD E 0.0319 11 9.14 5 0.0319 11
152GDS E CK=0.8302 7$CL=0.1314 5$CM+=0.03839 17
152GD G 1944.8 0.003 LTE0(+M1,E2)
152GD cG E,M$Not seen in the photon spectrum by 2004AdZZ. E is from the ce data
152GD2cG of 1970Ad05. I|g<0.003 and |a(K)exp>0.049 {I17} suggest an E0
152GD3cG component. If mult=E0, then Ice|?0.0002
152GD G 2312.00 10 0.0487 14
152GD L 3074.85 12 2+,3,4+
152GD E 0.066 4 8.81 5 0.066 4
152GDS E CK=0.8301 7$CL=0.1314 5$CM+=0.03842 17
152GD G 1792.71 14 0.080 6
152GD G 1965.42 19 0.0241 14
152GD L 3079.66 12 2+,3,4+
152GD E 0.091 4 8.67 5 0.091 4
152GDS E CK=0.8301 7$CL=0.1315 5$CM+=0.03844 17
152GD G 1761.22 16 0.089 5 E2
152GD2 G EKC=0.00062 19
152GD cG M$|a(K)exp=0.0062 {I19} given in 2004AdZZ is a misprint. The correct
152GD2cG value is 0.00062 {I19}
152GD G 2324.32 17 0.055 3
152GD2 G FLAG=5$
152GD L 3090.42 16
152GD E 0.0090 6 9.66 5 0.0090 6
152GDS E CK=0.8299 7$CL=0.1316 5$CM+=0.03849 18
152GD G 2335.00 16 0.0142 8
152GD L 3099.02 8 1+,2+,3+
152GD E 0.157 13 8.41 6 0.157 13
152GDS E CK=0.8297 7$CL=0.1317 6$CM+=0.03852 18
152GD G 500.23 12 0.0102 16
152GD G 2168.44 0.082 20
152GD2 G FLAG=V$
152GD G 2754.70 10 0.155 3 M1,E2
152GD2 G EKC=0.00041 9
152GDS G CC=0.00112 8$KC=0.000366 22$LC=4.8E-5 3$MC=1.03E-5 7$NC+=0.00069 5
152GDS G NC=2.37E-6 16$OC=3.70E-7 25$PC=2.57E-8 18$IPC=0.00069 5
152GD L 3105.52 7 2+
152GD E 0.0572 15 8.84 5 0.0572 15
152GDS E CK=0.8296 7$CL=0.1318 6$CM+=0.03855 18
152GD G 805.84 9 0.0324 14
152GD G 2350.30 15 0.0230 14
152GD G 2761.15 12 0.0174 7
152GD G 3105.45 16 0.0172 7
152GD L 3110.93 10 1+,2+
152GD E 0.0876 21 8.65 5 0.0876 21
152GDS E CK=0.8295 8$CL=0.1319 6$CM+=0.03857 19
152GD G 2495.53 9 0.138 3 M1,E2
152GD2 G EKC=0.00065 27
152GDS G CC=0.00108 9$KC=0.00045 4$LC=5.9E-5 5$MC=1.26E-5 11$NC+=0.00057 5
152GDS G NC=2.90E-6 24$OC=4.5E-7 4$PC=3.1E-8 3$IPC=0.00056 4
152GD cG E,MR$Earlier work placed this transition from the 2495 level.
152GD2cG placement from the 3110 level is established by 2004AdZZ on the basis
152GD3cG of coincidence work. 1990Ta19 report -2.7|<|d|<-0.06, analyzed as a 1+
152GD4cG to 0+ transition from the 2495 level
152GD L 3112.53 7 1+,2+
152GD E 0.120 8 8.51 6 0.120 8
152GDS E CK=0.8295 8$CL=0.1319 6$CM+=0.03858 19
152GD G 583.00 11 0.045 4
152GD G 1171.2 3 0.059 11
152GD G 2182.10 15 0.0394 19 M1
152GD2 G FLAG=X$
152GDS G CC=0.001183 17$KC=0.000645 9$LC=8.53E-5 12$MC=1.84E-5 3$NC+=0.000434 6
152GDS G NC=4.23E-6 6$OC=6.61E-7 10$PC=4.59E-8 7$IPC=0.000429 6
152GD G 2768.27 10 0.0413 10
152GD G 3112.3 3 0.0040 3
152GD L 3140.21 6 1,2+
152GD E 0.14 3 8.4 1 0.14 3
152GDS E CK=0.8290 8$CL=0.1323 6$CM+=0.03870 20
152GD G 874.8 3 0.0067 20
152GDF G FL=2264.88$
152GD G 1198.97 11 0.036 3
152GD G 2209.71 13 0.050 3
152GD G 2795.92 11 0.1040 23
152GD2 G FLAG=6$
152GD G 3140.20 12 0.0288 7
152GD L 3143.97 7 3-
152GD E 0.0603 15 8.78 5 0.0603 15
152GDS E CK=0.8290 8$CL=0.1323 6$CM+=0.03872 20
152GD G 1022.73 11 0.0201 13
152GD G 2020.67 14 0.0190 11 M1,E2
152GD2 G FLAG=7$
152GDS G CC=0.00112 12$KC=0.00068 9$LC=9.1E-5 11$MC=1.95E-5 24$NC+=0.000324 23
152GDS G NC=4.5E-6 6$OC=7.0E-7 9$PC=4.8E-8 7$IPC=0.000319 23
152GD G 2388.72 11 0.0380 12
152GD2 G FLAG=2$
152GD G 2799.81 14 0.0178 7
152GD L 3152.89 9 3-
152GD E 0.071 3 8.70 5 0.071 3
152GDS E CK=0.8288 8$CL=0.1324 6$CM+=0.03876 21
152GD G 1870.55 18 0.0119 16
152GD G 2043.79 0.030 4 [E1]
152GD2 G FLAG=S$
152GDS G CC=0.000938 14$KC=0.000286 4$LC=3.65E-5 6$MC=7.81E-6 11$NC+=0.000608 9
152GDS G NC=1.79E-6 3$OC=2.80E-7 4$PC=1.93E-8 3$IPC=0.000606 9
152GD G 2808.61 10 0.0696 16 E1
152GD2 G EKC=0.00020 8
152GDS G CC=0.001291 18$KC=0.0001752 25$LC=2.22E-5 4$MC=4.75E-6 7$NC+=0.001089 1
152GDS G NC=1.091E-6 16$OC=1.702E-7 24$PC=1.184E-8 17$IPC=0.001088 16
152GD L 3214 1 ?
152GD2 L FLAG=A$
152GD G 887.32 10 0.0515 19 ?
152GD cG E$Poor fit. See comment on the 3214 level
152GD G 1045.31 23 0.0113 15 ?
152GD cG E$Poor fit. See comment on the 3214 level
152GD G 1521.57 16 0.029 3 ?
152GD cG E$Poor fit. See comment on the 3214 level
152GD L 3232.06 8
152GD E 0.0686 18 8.62 6 0.0686 18
152GDS E CK=0.8271 10$CL=0.1337 8$CM+=0.0392 3
152GD G 1626.39 19 0.0214 18
152GD G 1917.55 15 0.0514 13
152GD G 2004.93 17 0.0109 9
152GD G 2887.52 13 0.0243 8
152GD2 G FLAG=9$
152GD L 3236.96 9 2+,3,4+
152GD E 0.0728 19 8.59 6 0.0728 19
152GDS E CK=0.8270 10$CL=0.1338 8$CM+=0.0392 3
152GD G 788.88 10 0.0453 18
152GD G 911.73 13 0.0195 11
152GDF G FL=2325.68$
152GD cG E$Poor fit. The level scheme gives 911.10 {I13}
152GD G 2306.15 10 0.0422 13
152GD G 2481.8 3 0.0076 11
152GD L 3285.17 8 2+
152GD cL E$Deduced by evaluator based on the 1970 and 2162|g's. The authors give
152GD2cL 3285.12 {I7}
152GD E 0.154 3 8.21 6 0.154 3
152GDS E CK=0.8258 12$CL=0.1347 9$CM+=0.0395 3
152GD G 1342.0 E0
152GDF G FL=1941.17$
152GD cG M$|a(K)exp>0.080 {I8}
152GD3 G FLAG=f$
152GDS G CC=0.00231 4$KC=0.00195 3$LC=0.000262 4$MC=5.64E-5 8$NC+=4.71E-5 7
152GDS G NC=1.299E-5 19$OC=2.03E-6 3$PC=1.400E-7 20$IPC=3.19E-5 5
152GD cG E$Energy fit is poor. This transition is not included in the
152GD2cG least-squares adjustment. From that adjustment one expects E|g=1344.0
152GD cG M$The absence of a |g line and the large |a(K)exp require an E0
152GD2cG component
152GD G 1970.49 9 0.0781 21
152GD G 2162.05 15 0.0511 24
152GD G 2940.75 11 0.1140 24 M1,E2
152GD2 G EKC=0.00039 11
152GDS G CC=0.00116 8$KC=0.000322 15$LC=4.21E-5 22$MC=9.0E-6 5$NC+=0.00078 6
152GDS G NC=2.08E-6 11$OC=3.25E-7 18$PC=2.26E-8 13$IPC=0.00078 6
152GD cG E$From table 2 of 2004AdZZ. The value of 2940.15 {I11} given in table 1
152GD2cG appears to be a typo. From the level scheme one expects E|g=2940.88
152GD L 3340.65 6 1-,2,3,4+
152GD E 0.118 5 8.24 7 0.118 5
152GDS E CK=0.8241 14$CL=0.1359 11$CM+=0.0400 4
152GD G 1075.87 9 0.049 6
152GDF G FL=2264.88$
152GD G 1424.76 19 0.0192 18
152GD G 2217.40 9 0.0749 19
152GD2 G FLAG=Y$
152GD G 2996.26 12 0.0432 10
152GD L 3358.27 11 2+
152GD E 0.074 4 8.42 7 0.074 4
152GDS E CK=0.8235 15$CL=0.1363 11$CM+=0.0401 4
152GD G 2043.63 0.016 4 [E1]
152GD2 G FLAG=S8$
152GDS G CC=0.000938 14$KC=0.000286 4$LC=3.65E-5 6$MC=7.81E-6 11$NC+=0.000608 9
152GDS G NC=1.79E-6 3$OC=2.80E-7 4$PC=1.93E-8 3$IPC=0.000606 9
152GD G 2602.85 11 0.100 3 (E2)
152GD2 G FLAG=8$