ADOPTED LEVELS, GAMMAS for 36Cl

Authors: Ninel Nica, John Cameron and Balraj Singh  Citation: Nucl. Data Sheets 113, 1 (2012)  Cutoff date: 31-Dec-2011

Full ENSDF file

Q(β-)=709.52 keV 5S(n)= 8580 keV S(p)= 7964.77 keV 3Q(α)= -7642.06 keV 5
Reference: 2012WA38

References:
  A  2H(35Cl,pγ)  B  3H(35Cl,dγ)
  C  27Al(14N,PAG)  D  33S(α,pγ)
  E  34S(3He,pγ)  F  34S(α,d)
  G  35Cl(n,γ) E=THERMAL  H  35Cl(n,γ),(n,n):RES
  I  35Cl(d,p)  J  35Cl(d,pγ)
  K  36Ar(n,p)  L  37Cl(γ,n)
  M  37Cl(p,d)  N  37Cl(d,t),(pol d,t)
  O  37Cl(3He,α)  P  37Cl(3He,αγ)
  Q  38Ar(p,3He)  R  38Ar(pol d,α)
  S  39K(n,αγ)  T  40Ca(μ-,NUAG)

E(level)
(keV)
XREFJπ(level) T1/2(level)E(γ)
(keV)
I(γ)M(γ)Final level
      0.0ABCDE G IJKLMNOPQRST 2+ 3.013×10+5 y 15 
% β- = 98.1 1
% ε = 1.9 1
     
    788.4328 4 ABCD FG IJKLMNOP RST 3+ 14.7 ps 10     788.4236 4 
  100 5 
M1+E2
      0.0
2+
   1164.8799 9 ABCDE G IJKLMNOPQRST 1+ 6.9 ps 4     376.446 5 
  1164.860 5 
    0.01
  100.0 5 

M1+E2
    788.4328
      0.0
3+
2+
   1601.1034 14 A  DE G IJKLMNOPQRST 1+ 0.64 ps 4     436.2200 19 
   812.660 5 
  1601.065 5 
   25.52 17 
    1.8 3 
  100.0 6 
M1,E2

M1,E2
   1164.8799
    788.4328
      0.0
1+
3+
2+
   1951.1853 7 ABCD  G IJ      Q ST 2- 1.87 ps 21     786.29643 53 
  1162.734 5 
  1951.12647 89 
   54.01 5 
   12.0 5 
  100.0 6 
E1,M2
E1,M2
E1,M2
   1164.8799
    788.4328
      0.0
1+
3+
2+
   1959.3940 13 A  D  G IJ LMNOP R T 2+ 43.6 fs 14     358.2891 24 
  1170.941 5 
  1959.337 5 
    1.80 5 
   44 3 
  100.0 7 



   1601.1034
    788.4328
      0.0
1+
3+
2+
   2468.2590 8 ABCD  G IJK M        3- 0.97 ps 10     508.8635 18 
   517.06962 22 
  1679.786 5 
  2468.171 5 
    1.42 22 
  100.0 7 
    0.90 5 
    1.28 11 

M1+E2


   1959.3940
   1951.1853
    788.4328
      0.0
2+
2-
3+
2+
   2492.3035 22 A  D  G IJ LMNOPQ S  2+ 40 fs 9     532.904 4 
   891.188 4 
  1327.396 4 
  2492.210 6 
   10.2 8 
    5.7 17 
  100.0 6 
   27 10 
M1+E2

M1+E2
M1,E2
   1959.3940
   1601.1034
   1164.8799
      0.0
2+
1+
1+
2+
   2518.396 3 ABCD FG IJ LM  P     5- 1.61 ns 8    1729.919 7 
  2518.301 4 
    0.107 12 
  100 5 
M2+E3
E3
    788.4328
      0.0
3+
2+
   2676.440 7    D  G IJ LMNOP     1+,(2+) 21 fs 3     717.028 16 
  2676.323 17 
    9.9 20 
  100 3 

M1+E2
   1959.3940
      0.0
2+
2+
   2810.5731 21 A CD  G IJ LM  P     4- 2.36 ps 21     292.176 4 
   342.311 4 
   859.376 4 
  2022.081 6 
   61.1 6 
    3.4 6 
   20.5 19 
  100 4 
M1(+E2)

E2
E1+M2
   2518.396
   2468.2590
   1951.1853
    788.4328
5-
3-
2-
3+
   2863.9305 22       G IJ LMNOP   T (3)+ 14.6 fs 7     904.523 6 
  2075.432 7 
  2863.807 7 
    0.77 22 
   13.9 4 
  100.0 6 



   1959.3940
    788.4328
      0.0
2+
3+
2+
   2896.3213 15 A     G IJ LM        (2,3)- 596 fs 55      85.748 4 
   428.058 3 
   936.915 3 
   945.122 3 
  2896.197 6 
    1.3 3 
    2.3 4 
  100.0 8 
   30 4 
   85 3 





   2810.5731
   2468.2590
   1959.3940
   1951.1853
      0.0
4-
3-
2+
2-
2+
   2994.674 3       G IJ LM O      (1,2,3)- 62 fs 8     502.365 8 
  1035.261 7 
  1043.468 7 
  2994.538 8 
    2.0 5 
   10.4 25 
   13 5 
  100.0 3 




   2492.3035
   1959.3940
   1951.1853
      0.0
2+
2+
2-
2+
   3100.7000 13 A CD  G IJ           (4)- 149 fs +49-28     204.379 4 
   236.772 6 
   582.300 6 
   632.4340 19 
  2312.1876 18 
    3.3 7 
    1.6 5 
    2.9 9 
  100.0 14 
   54



M1+E2
E1,M2
   2896.3213
   2863.9305
   2518.396
   2468.2590
    788.4328
(2,3)-
(3)+
5-
3-
3+
      3.12E3 10 ?                Q    0+        
   3207.35 15         IJ  M        (0:3)- 97 fs 14    1256.14 20 
  2042.41 20 
   11
  100


   1951.1853
   1164.8799
2-
1+
   3332.2902 15       G IJ  M O      (2)- 73 fs 7     337.615 5 
   435.964 6 
   468.356 3 
   655.852 17 
   864.016 5 
  1372.866 5 
  1731.141 6 
  2543.7612 21 
   17 6 
   49 8 
   26.1 19 
    2.4 13 
   39.0 3 
  100.0 4 
   65 9 
   14








   2994.674
   2896.3213
   2863.9305
   2676.440
   2468.2590
   1959.3940
   1601.1034
    788.4328
(1,2,3)-
(2,3)-
(3)+
1+,(2+)
3-
2+
1+
3+
   3470.016 9       G IJ LMNOPQ    1+,(2)+ < 24 fs    369.30 3 ?
   659?
  1510.57 3 
  1868.861 12 
  3469.82 3 
   40 10 
 
  100 10 
   70
   69 6 
[M2,E3]
[M2,E3]



   3100.7000
   2810.5731
   1959.3940
   1601.1034
      0.0
(4)-
4-
2+
1+
2+
   3566 4             M O      +        
   3599.5240 19       G IJ  M        (3)- 40.9 fs 21     703.195 4 
   735.588 7 
  1131.244 4 
  1640.090 4 
  1648.297 4 
  2810.974 6 
  3599.332 6 
    5.6 3 
    2.3 4 
  100.0 5 
   25 3 
   37.8 8 
   23.0 11 
   26.2 10 







   2896.3213
   2863.9305
   2468.2590
   1959.3940
   1951.1853
    788.4328
      0.0
(2,3)-
(3)+
3-
2+
2-
3+
2+
   3634.992 5       G IJ L         (1)- 21 fs 10     302.694 17 
   640.306 17 
   958.541 19 
  1683.754 17 
  2033.827 6 
  2470.013 17 
  3634.787 17 
    0.9 5 
    2.0 4 
    7.5 13 
   35 4 
   37
  100 13 
   40.8 25 







   3332.2902
   2994.674
   2676.440
   1951.1853
   1601.1034
   1164.8799
      0.0
(2)-
(1,2,3)-
1+,(2+)
2-
1+
1+
2+
   3660.335 14       G IJ           (1-,2) < 55 fs    665.65 4 
  1709.10 4 
  2495.36 4 
  3660.13 4 
   32 7 
  100 7 
   95 41 
   96 7 




   2994.674
   1951.1853
   1164.8799
      0.0
(1,2,3)-
2-
1+
2+
   3660.6 15 ?      G     M             665.9 25 
   850.0 25 
   24 6 
  100 24 


   2994.674
   2810.5731
(1,2,3)-
4-
   3723.4 4    D    IJ    OP     4- 49 fs 10     912.8 4 
  100
M1+E2
   2810.5731
4-
   3772 4             M        -        
   3825.88 20         IJ               2224.7 2 
  100

   1601.1034
1+
   3941.324 16       G              (1+,2,3+,4+)     1264.84 4 
  3152.72 4 
  100 24 
   86 14 


   2676.440
    788.4328
1+,(2+)
3+
   3962.900 7       G IJ  M        (2)- < 21 fs    630.602 19 
   968.211 20 
  1066.558 19 
  2003.443 19 
  2011.650 19 
  2797.900 19 
  3962.663 19 
    2.8 6 
    8.3 18 
   20 7 
   56 3 
   29 3 
   81 8 
  100 7 







   3332.2902
   2994.674
   2896.3213
   1959.3940
   1951.1853
   1164.8799
      0.0
(2)-
(1,2,3)-
(2,3)-
2+
2-
1+
2+
   3992.06 8         IJ  M O      (1,2,3)- 21 fs 7    2032.60 8 
  100

   1959.3940
2+
   4031.901 16       G I  LM        (0,1,2)-      371.562 20 
  2430.70 4 
  2866.88 4 
    0.73 16 
   38 5 
  100 6 



   3660.335
   1601.1034
   1164.8799
(1-,2)
1+
1+
   4061.478 8       G I            (1,2,3)-      729.173 21 
  2110.215 20 
  4061.223 21 
    2.9 7 
   81 7 
  100 71 



   3332.2902
   1951.1853
      0.0
(2)-
2-
2+
   4138.978 7       G I            (2)-      478.64 4 
   503.983 22 
   539.442 17 
  2179.506 16 
  2537.772 16 
  3350.371 17 
  4138.715 17 
   23 13 
    4.1 8 
    9.5 15 
  100 42 
 
   61 20 
   79 8 







   3660.335
   3634.992
   3599.5240
   1959.3940
   1601.1034
    788.4328
      0.0
(1-,2)
(1)-
(3)-
2+
1+
3+
2+
   4205.648 24       G     M O      (0:3)+     2246.17 5 
  3040.62 5 
  4205.38 5 
 
   37 8 
  100 11 



   1959.3940
   1164.8799
      0.0
2+
1+
2+
   4262.0 18         I                   
   4294.52 10   CD                 6- 5.2 ps 48    1484.1 5 
  1776.06 10 
    5.9 6 
  100.0 6 
E2
M1+E2
   2810.5731
   2518.396
4-
5-
   4299.667 14     E G I  LMNOPQ    (0)+     1623.19 4 
  2698.44 4 
  3134.641 19 
   11 5 
  100 12 
   43 8 



   2676.440
   1601.1034
   1164.8799
1+,(2+)
1+
1+
   4315.61 4       G I   M        (1,2)-     1847.29 10 
  2356.13 10 
  2364.34 10 
  2714.39 10 
  100 16 
   58 37 
   29 4 
   63 21 




   2468.2590
   1959.3940
   1951.1853
   1601.1034
3-
2+
2-
1+
   4410.064 12       G I            (1+,2,3+)      468.75 3 
  2450.57 3 
  2808.83 3 
  3245.02 3 
  3621.43 3 
 
   49 10 
  100 50 
   31 3 
   35 5 





   3941.324
   1959.3940
   1601.1034
   1164.8799
    788.4328
(1+,2,3+,4+)
2+
1+
1+
3+
   4496.752 17       G I            (2)-      464.84 5 
  2537.25 3 
  3708.10 3 
    3.0 22 
  100 10 
   40 5 



   4031.901
   1959.3940
    788.4328
(0,1,2)-
2+
3+
   4525.179 8       G     M  P     (-)      225.51 3 
   463.699 16 
  2565.679 20 
  3360.123 20 
  3736.531 20 
  4524.866 20 
    1.08 7 
    1.4 11 
   41 20 
   22 7 
   41 20 
  100 5 






   4299.667
   4061.478
   1959.3940
   1164.8799
    788.4328
      0.0
(0)+
(1,2,3)-
2+
1+
3+
2+
   4551.43 4       G I   M OP     (0:3)+     2591.93 7 
  3386.37 7 
  4551.11 7 
  100 27 
   17 3 
   52 7 



   1959.3940
   1164.8799
      0.0
2+
1+
2+
   4598.426 18       G I     O      3-      459.45 5 
   998.88 5 
  1787.80 5 
  2638.92 5 
  2647.13 5 
  3809.78 5 
  4598.11 5 
    5.1 17 
    6.2 17 
  100 3 
   27 3 
   50 3 
   17 6 
    8.4 9 







   4138.978
   3599.5240
   2810.5731
   1959.3940
   1951.1853
    788.4328
      0.0
(2)-
(3)-
4-
2+
2-
3+
2+
   4724.1 15         I   M O      -        
   4738 5             M               
   4754.35 4       G I            (1,2)-     2794.71 13 
  3589.16 13 
  4753.90 13 
   20 11 
  100 28 
   22 6 



   1959.3940
   1164.8799
      0.0
2+
1+
2+
   4757.983 7       G              3-      619.001 24 
   696.501 19 
  1425.658 21 
  1657.235 20 
  2265.598 20 
  2289.637 20 
  4757.640 20 
    1.8 6 
    4.3 10 
   22 3 
   73 5 
   74 10 
  100 14 
   42 5 







   4138.978
   4061.478
   3332.2902
   3100.7000
   2492.3035
   2468.2590
      0.0
(2)-
(1,2,3)-
(2)-
(4)-
2+
3-
2+
   4823.7 15             M               
   4829.54 3       G     M        (2-,3-)     4040.85 5 
  4829.17 5 
   44 6 
  100 8 


    788.4328
      0.0
3+
2+
   4846.7 15         I   M        -        
   4876.7 15         I                   
   4884.0 7         I   M OP     (1,2,3)+     2020.0 9 
  3718.9 9 
 
 


   2863.9305
   1164.8799
(3)+
1+
   4916 20               O             
   4956.5 3         I   M        -        
   4997.195 21      FG              (3)+     1034.27 22 
  2133.18 22 
  3832.08 22 
  4996.81 22 
  100 16 
   27 5 
   33 7 
   42 13 




   3962.900
   2863.9305
   1164.8799
      0.0
(2)-
(3)+
1+
2+
   4997.6 7       G I            (3)-     2479.1 11 
  2529.2 11 
  4997.2 11 
   41 15 
  100 11 
   32 8 



   2518.396
   2468.2590
      0.0
5-
3-
2+
   5018.078 12       G                   466.65 7 
  1076.75 4 
  1357.71 5 
  2525.67 3 
  2549.71 3 
  5017.69 3 
    6 3 
    6 3 
   12 4 
   39 8 
   56 9 
  100 5 






   4551.43
   3941.324
   3660.335
   2492.3035
   2468.2590
      0.0
(0:3)+
(1+,2,3+,4+)
(1-,2)
2+
3-
2+
   5079.161 24       G I            (1,2,3)-     5078.75 4 
  100

      0.0
2+
   5150.629 10       G I   M        (1,2)-     1089.14 3 
  1515.60 3 
  2254.220 22 
  2474.10 3 
  2682.250 22 
  5150.223 22 
   13 4 
   61 6 
   95 6 
  100 38 
   60 6 
   94 15 






   4061.478
   3634.992
   2896.3213
   2676.440
   2468.2590
      0.0
(1,2,3)-
(1)-
(2,3)-
1+,(2+)
3-
2+
   5204.606 20       G I     O      (2)-     2104 5 
  2528.07 4 
  4415.86 4 
  5204.19 4 
  100 7 
   75 6 
   36 9 
   62 4 




   3100.7000
   2676.440
    788.4328
      0.0
(4)-
1+,(2+)
3+
2+
   5246.587 16       G     M        (1+,2+,3+)     2382.57 4 
  2570.06 5 
  3295.23 4 
  3645.28 4 
  4457.85 4 
  5246.17 4 
   59 6 
   29 11 
   34 8 
   16 3 
   41 10 
  100 38 






   2863.9305
   2676.440
   1951.1853
   1601.1034
    788.4328
      0.0
(3)+
1+,(2+)
2-
1+
3+
2+
   5263.09 5       G I            (1,2)-     1231.16 10 
  3311.73 9 
  4097.95 9 
  5262.67 9 
  100 8 
   53 11 
  100 28 
   89 17 




   4031.901
   1951.1853
   1164.8799
      0.0
(0,1,2)-
2-
1+
2+
   5308.12 11         I            -        
   5313.55 13   CD F               7+ 19.7 ps 15    1019.01 10 
  2795.1 3 
  100 4 
   65 4 
E1+M2
M2(+E3)
   4294.52
   2518.396
6-
5-
   5329.160 21       G I            (2-,3+)     2518.48 5 
  2836.72 5 
  3727.84 5 
  4164.01 5 
  100 21 
   79 16 
 
   58 11 




   2810.5731
   2492.3035
   1601.1034
   1164.8799
4-
2+
1+
1+
   5369.8 15 ?        I                   
   5463.530 9       G I            (2)-      466.35 4 
  1828.488 17 
  2131.165 23 
  3503.944 23 
  3512.150 23 
  4298.366 23 
    4.1 12 
   91 4 
   38 6 
 
   20 3 
  100 8 






   4997.195
   3634.992
   3332.2902
   1959.3940
   1951.1853
   1164.8799
(3)+
(1)-
(2)-
2+
2-
1+
   5473.712 18       G              (3)      455.64 5 
  2955.17 5 
  4308.55 5 
  5473.26 5 
   16 8 
   81 11 
   48 22 
  100 19 




   5018.078
   2518.396
   1164.8799
      0.0

5-
1+
2+
   5517.650 6       G I   M        (2)-     1202.02 10 
  2653.612 18 
  3025.207 18 
  3558.063 17 
  3566.269 17 
  3916.314 18 
  4728.879 17 
  5517.192 17 
    6.0 4 
    4.5 5 
    3.2 7 
   12.0 14 
   17 4 
    3.9 5 
   39.8 16 
  100.0 9 








   4315.61
   2863.9305
   2492.3035
   1959.3940
   1951.1853
   1601.1034
    788.4328
      0.0
(1,2)-
(3)+
2+
2+
2-
1+
3+
2+
   5545.0 15         I                   
   5563.550 8       G              (2-,3-)     1247.9 5 
  2231.180 21 
  2568.96 17 
  2752.855 20 
  3095.138 20 
  3603.955 20 
  3612.161 20 
   17 6 
   74 4 
   47 11 
   63 8 
   30 8 
  100 5 
   28 4 







   4315.61
   3332.2902
   2994.674
   2810.5731
   2468.2590
   1959.3940
   1951.1853
(1,2)-
(2)-
(1,2,3)-
4-
3-
2+
2-
   5578.46 4       G I            (1,2)-     3059.92 5 
  3627.08 5 
  100 15 
   66 8 


   2518.396
   1951.1853
5-
2-
   5578.498 17       G              (2-)      427.89 10 
  2246.18 11 
  2478 5 
  3086.10 11 
  3627.17 11 
  3977.21 11 
  4413.38 11 
    9.8 16 
   55 16 
  100 20 
   50 30 
   39 5 
   40 4 
   53 10 







   5150.629
   3332.2902
   3100.7000
   2492.3035
   1951.1853
   1601.1034
   1164.8799
(1,2)-
(2)-
(4)-
2+
2-
1+
1+
   5604.295 12       G              (2,3+)     2740.24 3 
  2927.73 3 
  3135.88 3 
  4002.95 3 
  4815.51 3 
  5603.82 3 
   36 4 
   45 9 
   33 4 
   33 4 
   43 5 
  100 27 






   2863.9305
   2676.440
   2468.2590
   1601.1034
    788.4328
      0.0
(3)+
1+,(2+)
3-
1+
3+
2+
   5604.32 7       G                  3135.91 7 
  100

   2468.2590
3-
   5605 5             M        +        
   5619.23 9         I            -        
   5660 30                 Q           
   5694.42 21         I            -        
   5703.059 13       G I   M  P     (1,2,3)-     3210.59 3 
  3743.44 3 
  5702.56 3 
   35 8 
   24 24 
  100 8 



   2492.3035
   1959.3940
      0.0
2+
2+
2+
   5734.041 6       G I  LM OP     (2)-      976.037 24 
   979.68 5 
  1528.35 5 
  3774.422 15 
  4132.670 15 
  4945.231 15 
  5733.538 15 
    2.7 6 
    5.2 16 
   18 7 
   39 5 
   19 5 
  100 9 
   83 6 







   4757.983
   4754.35
   4205.648
   1959.3940
   1601.1034
    788.4328
      0.0
3-
(1,2)-
(0:3)+
2+
1+
3+
2+
   5766 8         I            -        
   5778.455 18       G              (2-,3)      760.38 4 
  2446.07 5 
  2967.74 5 
  3827.04 5 
  4989.64 5 
  5777.95 5 
    3.1 8 
   19 3 
   19 4 
  100 7 
   42 25 
   25 3 






   5018.078
   3332.2902
   2810.5731
   1951.1853
    788.4328
      0.0

(2)-
4-
2-
3+
2+
   5778.58 9   C   G              (2,3,4)     2914.53 12 
  3310.16 12 
  100 30 
  100 30 


   2863.9305
   2468.2590
(3)+
3-
   5780.12 20 ?  C                  (8)      466.57 15 
  100 46 
D
   5313.55
7+
   5831.9 4         I     O      -        
   5866.6 15         I                   
   5898.48 10         I     O      -        
   5912.01 11         I   M               
   5947.6 15         I            -        
   5956.677 11       G I   M O      (0:4)+     3997.039 25 
  4355.286 25 
  4791.450 25 
  5956.143 25 
   37 8 
   78 7 
   15 2 
  100 22 




   1959.3940
   1601.1034
   1164.8799
      0.0
2+
1+
1+
2+
   5959.5 25       G I            (1+,2,3+)     1463 6 
  2489 6 
  2627 6 
  3096 6 
  4358 6 
  5959 6 
   59 26 
   50 13 
   76 13 
   76 13 
   67 13 
  100 17 






   4496.752
   3470.016
   3332.2902
   2863.9305
   1601.1034
      0.0
(2)-
1+,(2)+
(2)-
(3)+
1+
2+
   5986 5             M O      (-)        
   6027 8         I     O             
   6042.316 11       G              (2-,3-)     1517.09 3 
  2407.23 3 
  2941.47 3 
  4090.87 3 
  6041.77 4 
   40 8 
  100 10 
   67 7 
   16 3 
 





   4525.179
   3634.992
   3100.7000
   1951.1853
      0.0
(-)
(1)-
(4)-
2-
2+
   6051.1 3         I            -        
   6084.84 8         I            -        
   6089.872 16       G     M OP     (1+,2)      616.16 3 
  2148.45 12 
  2429.45 5 
  2454.79 5 
  2757.46 4 
  4138.42 4 
  5301.01 4 
   24 5 
   50 14 
   45 4 
   41 9 
   43 9 
  100 15 
   29 6 







   5473.712
   3941.324
   3660.335
   3634.992
   3332.2902
   1951.1853
    788.4328
(3)
(1+,2,3+,4+)
(1-,2)
(1)-
(2)-
2-
3+
   6095.6 10             M OP     +     6095
 

      0.0
2+
   6146.6 10             M  P     +     6146
 

      0.0
2+
   6154 7         I     O      -        
   6184.96 4       G     M OP     +     6184.35 5 
  100

      0.0
2+
   6236.4 5         I            -        
   6253.551 18       G I     O      (1,2)-      779.83 6 
  4293.88 4 
  4652.11 4 
  5088.28 4 
  6252.96 4 
    9 9 
   28 6 
   20 3 
  100 40 
   49 19 





   5473.712
   1959.3940
   1601.1034
   1164.8799
      0.0
(3)
2+
1+
1+
2+
   6268.184 9       G I            (2-,3+)      225.87 3 
  1858.07 3 
  2798.05 3 
  3371.680 19 
  3457.418 19 
  6267.585 19 
    0.9 4 
   68 5 
   63 5 
   25 18 
   12.3 23 
  100 31 






   6042.316
   4410.064
   3470.016
   2896.3213
   2810.5731
      0.0
(2-,3-)
(1+,2,3+)
1+,(2)+
(2,3)-
4-
2+
   6339.90 3       G I            (1,2,3)-     6339.26 4 
  100

      0.0
2+
   6344.417 25       G              (1-,2,3-)     1265.24 6 
  2282.85 4 
  6343.79 5 
   55 11 
   91 11 
  100 21 



   5079.161
   4061.478
      0.0
(1,2,3)-
(1,2,3)-
2+
   6354.882 19       G     M        (2,3)+      576.42 5 
  3458.37 4 
  3490.76 4 
  4753.43 4 
    3.4 8 
   26 8 
    9 5 
  100 29 




   5778.455
   2896.3213
   2863.9305
   1601.1034
(2-,3)
(2,3)-
(3)+
1+
   6379.480 10       G    LM OP     (4)+     1382.26 4 
  3860.846 21 
  4419.780 20 
  6378.859 20 
   20 5 
   52 16 
   18 3 
  100 11 




   4997.195
   2518.396
   1959.3940
      0.0
(3)+
5-
2+
2+
   6423.382 9       G     M        (2,3)-     2953.23 3 
  3526.862 19 
  5634.464 19 
  6422.754 19 
   26 3 
   27 2 
   21 6 
  100 9 




   3470.016
   2896.3213
    788.4328
      0.0
1+,(2)+
(2,3)-
3+
2+
   6441 7         I     O      -        
   6469 8         I                   
   6487.746 24       G    LM O      (1,2,3)-     2524.74 4 
  6487.10 4 
   81 10 
  100 21 


   3962.900
      0.0
(2)-
2+
   6487.82 15       G              (1+,2,3,4-)     3623.69 21 
  4536.33 21 
  100 26 
   85 18 


   2863.9305
   1951.1853
(3)+
2-
   6504.6 5         I            -        
   6528.4 5         I     O             
   6538.202 14       G I     O      (2,3+)      495.882 20 
  3068.04 4 
  4586.68 3 
  5372.88 3 
    3.3 10 
   57 28 
  100 10 
   17.6 18 




   6042.316
   3470.016
   1951.1853
   1164.8799
(2-,3-)
1+,(2)+
2-
1+
   6544.966 8       G     M        (1,2,3)+      841.896 22 
  1526.85 4 
  2512.97 5 
  4585.245 18 
  4593.451 18 
  6544.314 18 
   14 3 
   47 9 
   74 11 
  100 15 
   41 11 
   56 8 






   5703.059
   5018.078
   4031.901
   1959.3940
   1951.1853
      0.0
(1,2,3)-

(0,1,2)-
2+
2-
2+
   6576.7 5         I            -        
   6595.2 8         I   M        (-)        
   6604.325 16       G I            (2)      870.28 4 
  1086.64 3 
  1525.14 5 
  2662.90 5 
  3271.86 4 
  4111.76 4 
   14 3 
   62 12 
   75 15 
  100 74 
   91 50 
   91 62 






   5734.041
   5517.650
   5079.161
   3941.324
   3332.2902
   2492.3035
(2)-
(2)-
(1,2,3)-
(1+,2,3+,4+)
(2)-
2+
   6618 5             M O      +        
   6642.649 12       G              (1-,2+)     2342.89 4 
  4174.109 22 
  6641.972 22 
   27 5 
   10 3 
  100 17 



   4299.667
   2468.2590
      0.0
(0)+
3-
2+
   6673.13 15         I   M O      -        
   6750 6             M O      +        
   6771.0 10               OP         5982
 

    788.4328
3+
   6773.22 4       G    LM        +     2567.45 6 
  2711.60 5 
 
  100


   4205.648
   4061.478
(0:3)+
(1,2,3)-
   6774 6             M        +        
   6826 6            LM        +        
   6836.490 17       G       O          1257.99 4 
  3504.00 3 
  4884.92 3 
   31 6 
  100 8 
   49 10 



   5578.498
   3332.2902
   1951.1853
(2-)
(2)-
2-
   6894 6             M O      +        
   6950.0 7         I                   
   6952.625 22       G              (1,2,3)     3292.12 6 
  5001.05 4 
  6951.89 4 
   49 11 
   25 4 
  100 16 



   3660.335
   1951.1853
      0.0
(1-,2)
2-
2+
   6997.14 21         I   M O      -        
   7082.649 20       G    L  O      (2)      537.67 4 
  4087.71 4 
  5122.84 4 
  7081.94 7 
   14 5 
  100 16 
   56 7 
 




   6544.966
   2994.674
   1959.3940
      0.0
(1,2,3)+
(1,2,3)-
2+
2+
   7085.0 10             M OP     +     6296
 

    788.4328
3+
   7165 6             M O             
   7339 15               O             
   7512 6             M        +        
   7559.167 24       G    LM        (1,2,3)+     2229.92 4 
  7558.29 4 
   86 11 
  100 27 


   5329.160
      0.0
(2-,3+)
2+
   7564.7 6               OP     (0+,1,2,3+)     5073
  5604
  5963
   43 10 
   95 14 
  100 14 



   2492.3035
   1959.3940
   1601.1034
2+
2+
1+
   7663 6             M O      +        
   7755 6             M        (-)        
   7870 6             M        +        
   8184 6             M        (+)        
   8579.795 5 S      G              2+     1020.57 4 
  1497.07 4 
  1627.09 4 
  1743.22 3 
  1806.48 5 
  1937.049 20 
  1975.37 4 
  2034.728 16 
  2041.49 3 
  2091.95 4 
  2156.308 17 
  2200.205 18 
  2224.80 4 
  2235.26 5 
  2239.78 4 
  2311.493 17 
  2326.13 4 
  2394.70 5 
  2489.80 4 
  2537.341 25 
  2622.991 23 
  2801.19 5 
  2845.594 12 
  2876.57 3 
  2975.33 3 
  3001.161 19 
  3016.075 18 
  3061.979 17 
  3105.90 5 
  3116.087 23 
  3250.44 5 
  3316.51 9 
  3333.01 4 
  3374.98 4 
  3428.956 21 
  3500.41 4 
  3561.49 3 
  3582.39 3 
  3750.01 5 
  3821.563 21 
  3825.17 5 
  3981.11 5 
  4028.09 7 
  4054.339 21 
  4082.76 3 
  4169.44 3 
  4263.88 10 
  4440.487 16 
  4517.976 21 
  4547.55 4 
  4616.549 20 
  4638.10 3 
  4918.7 25 
  4944.404 17 
  4979.888 10 
  5109.35 3 
  5247.072 10 
  5584.633 11 
  5715.356 10 
  5902.798 17 
  6086.921 10 
  6110.9802 40 
  6619.732 9 
  6627.945 9 
  6977.951 10 
  7414.086 9 
  7790.454 10 
  8578.696 10 
    0.52 5 
    1.02 8 
    1.43 8 
    1.34 6 
    0.85 6 
    2.32 14 
    3.3 3 
    3.63 8 
    1.84 8 
    1.09 8 
    3.11 11 
    1.87 8 
    0.8 3 
    0.88 6 
    0.99 6 
    5.3 15 
    1.05 8 
    0.79 6 
    2.14 9 
 
    2.70 9 
    2.78 11 
    5.30 5 
    2.49 11 
    5.72 6 
    3.28 11 
    4.98 5 
   17.10 11 
    0.77 6 
    4.51 5 
    1.18 9 
    1.24 8 
    3.66 11 
    2.72 11 
    4.11 5 
    1.52 9 
    3.2 6 
    0.67 8 
    1.46 8 
    4.86 15 
    3.79 14 
    5.02 11 
    0.93 9 
    2.94 12 
    3.99 8 
    0.27 3 
    0.14 2 
    5.72 6 
    0.73 8 
    2.22 12 
    3.19 15 
    0.64 15 
    0.30 11 
    5.75 12 
   18.69 15 
    0.41 8 
    2.96 15 
    2.40 17 
   27.59 24 
    5.64 6 
    4.48 23 
  100.0 9 
   38.4 4 
   22.25 24 
   11.24 15 
   49.9 8 
   40.4 5 
   13.40 20 







































E1

E1


E1





E1


E1
E1

E1

M1+E2

M1+E2
E1



M1+E2
M1+E2
M1+E2
   7559.167
   7082.649
   6952.625
   6836.490
   6773.22
   6642.649
   6604.325
   6544.966
   6538.202
   6487.746
   6423.382
   6379.480
   6354.882
   6344.417
   6339.90
   6268.184
   6253.551
   6184.96
   6089.872
   6042.316
   5956.677
   5778.455
   5734.041
   5703.059
   5604.295
   5578.498
   5563.550
   5517.650
   5473.712
   5463.530
   5329.160
   5263.09
   5246.587
   5204.606
   5150.629
   5079.161
   5018.078
   4997.195
   4829.54
   4757.983
   4754.35
   4598.426
   4551.43
   4525.179
   4496.752
   4410.064
   4315.61
   4138.978
   4061.478
   4031.901
   3962.900
   3941.324
   3660.6
   3634.992
   3599.5240
   3470.016
   3332.2902
   2994.674
   2863.9305
   2676.440
   2492.3035
   2468.2590
   1959.3940
   1951.1853
   1601.1034
   1164.8799
    788.4328
      0.0
(1,2,3)+
(2)
(1,2,3)

+
(1-,2+)
(2)
(1,2,3)+
(2,3+)
(1,2,3)-
(2,3)-
(4)+
(2,3)+
(1-,2,3-)
(1,2,3)-
(2-,3+)
(1,2)-
+
(1+,2)
(2-,3-)
(0:4)+
(2-,3)
(2)-
(1,2,3)-
(2,3+)
(2-)
(2-,3-)
(2)-
(3)
(2)-
(2-,3+)
(1,2)-
(1+,2+,3+)
(2)-
(1,2)-
(1,2,3)-

(3)+
(2-,3-)
3-
(1,2)-
3-
(0:3)+
(-)
(2)-
(1+,2,3+)
(1,2)-
(2)-
(1,2,3)-
(0,1,2)-
(2)-
(1+,2,3+,4+)

(1)-
(3)-
1+,(2)+
(2)-
(1,2,3)-
(3)+
1+,(2+)
2+
3-
2+
2-
1+
1+
3+
2+
   8580.18 1        H             2-        
   8583.92 1        H             1-        
   8585.13 1        H             (1-)        
   8594.18 1        H             2+        
   8595.69 1        H             (3-)        
   8596.44 1        H             3-        
   8601.56 1        H             (0-)        
   8605.66 1        H             2+        
   8606.37 1        H             (2-)        
   8616.50 1        H             (1-)        
   8618.93 1        H             (3-)        
   8622.72 1        H             (1-)        
   8629.95 1        H             (3-)        
   8631.28 1        H             (2-)        
   8633.18 1        H             1+        
   8635.98 1        H             (2-)        
   8640.81 1        H             1-        
   8646.11 1        H             1+        
   8653.17 1        H             (2+)        
   8667.67 1        H             (2-)        
   8667.78 1        H             (2-)        
   8672.33 1        H             (3-)        
   8673.69 1        H             (0-)        
   8676.44 1        H             (3-)        
   8680.41 2        H             1-        
   8688.70 2        H             (3-)        
   8690.01 2        H             (2-)        
   8690.21 2        H             (2-)        
   8691.66 2        H             (1+)        
   8706.57 2        H             (2+)        
   8710.02 2        H             (1-)        
   8711.12 2        H             1(-)        
   8715.95 2        H             (3-)        
   8716.67 2        H             (2-)        
   8717.46 2        H             (3-)        
   8718.80 2        H             (2-)        
   8725.42 2        H             (2-)        
   8728.42 4        H             (3-)        
   8737.79 4        H             (1-)        
   8740.63 2        H             (1-)        
   8757.19 4        H             1+        
   8758.18 2        H             (3-)        
   8759.88 3        H             (3-)        
   8762.67 2        H             3(-)        
   8764.64 2        H             (3-)        
   8767.07 3        H             (2-)        
   8767.32 3        H             (3-)        
   8773.38 5        H             (3-)        
   8775.24 2        H             (2-)        
   8779.99 5        H             (2-)        
   8780.62 6        H             (2-)        
   8785 15               O             
   8788.32 4        H             (2-)        
   8788.68 2        H             2+        
   8789.10 5        H             (2-)        
   8790.80 2        H             2(-)        
   8793.61 8        H             (1-)        
   8794.97 3        H             (2-)        
   8797.62 2        H             1(-)        
   8798.62 2        H             (1-)        
   8802.26 8        H             (1-)        
   8803.41 4        H             (0-)        
   8812.81 2        H             (1+)        
   8815.59 2        H             2+        
   8816.19 5        H             (0-)        
   8818.39 9        H             (0-)        
   8818.75 6        H             (2-)        
   8822.98 2        H             2(-)        
   8834.01 3        H             1(-)        
   8851.07 3        H             1(-)        
   8855.58 2        H             (2-)        
   8856.31 9        H             (1-)        
   8856.47 3        H             (2+)        
   8857.39 3        H             (2-)        
   8858.75 9        H       P     (2-)        
   8861.74 2        H             (2-)        
   8864.94 6        H             (3-)        
   8866.47 2        H             (2-)        
   8872.79 10        H             (2-)        
   8874 11               O             
   8875.11 2        H             2-        
   8877.24 12        H             (1-)        
   8878.58 3        H             1(-)        
   8884.74 3        H             2+        
   8901.58 9        H             (2+)        
   8905.52 16        H             (1+)        
   8907.11 3        H             (3-)        
   8909.27 3        H             2+        
   8910.94 19        H             1-        
   8911.6 7        H             (0-)        
   8915.65 8        H             (2-)        
   8924.23 14        H             (2-)        
   8942.24 5        H             1(-)        
   8949.39 6        H             (2)+        
   8950 16               O             
   8951.05 13        H             (1-)        
   8953.48 10        H             (2-)        
   8955.38 4        H             2+        
   8956.81 12        H             (1-)        
   8967.75 6        H             (1)+        
   8970.44 6        H             (1-)        
   8972.92 6        H             (1-)        
   8976.18 5        H             2(-)        
   8983.81 21        H             (1+)        
   8990.06 7        H             (1-)        
   9006.14 4        H             2(-)        
   9011.81 10        H             (2-)        
   9017.79 10        H             (1+)        
   9018.52 14        H             (2-)        
   9019.73 12        H             (1-)        
   9024.84 15        H             (2-)        
   9026.27 17        H             (2+)        
   9032.08 15        H             (1-)        
   9032.24 10        H             2(-)        
   9035.74 14        H             (2-)        
   9041.76 6        H             3(-)        
   9043.61 17        H             (2-)        
   9047.6 4        H             (0-)        
   9049.92 21        H             (1-)        
   9051.64 10        H             (2-)        
   9054.72 8        H             (2+)        
   9065.6 3        H             (1+)        
   9070.50 15        H             (0-)        
   9075.26 6        H             (3-)        
   9079.77 11        H             2+        
   9092.93 8        H             (2)+        
   9094.83 6        H             (3-)        
   9100.03 7        H             (3-)        
   9106.81 8        H             (1+)        
   9108.32 7        H             (2-)        
   9112.28 16        H             (0-)        
   9116.93 14        H             (1-)        
   9123.15 13        H             (2)+        
   9123.36 22        H             (1-)        
   9128.54 7        H             (2-)        
   9137.58 8        H             (2-)        
   9144.68 19        H             (1-)        
   9153.60 12        H             (2-)        
   9154.04 13        H             (2)+        
   9154.6 3        H             (1-)        
   9163.78 8        H             (1-)        
   9170.80 7        H             (3-)        
   9176.83 10        H             (1-)        
   9180.56 7        H             (2-)        
   9184.04 14        H             (2+)        
   9191.7 3        H             (1-)        
   9193.14 11        H             2+        
   9195.14 23        H             (2-)        
   9202.63 7        H             2+        
   9204.51 10        H             (2-)        
   9215.66 12        H             (1+)        
   9219.16 25        H             (2+)        
   9220.7 3        H             (1-)        
   9226.43 25        H             (1+)        
   9226.92 15        H             (3-)        
   9233.30 16        H             (1+)        
   9234.9 3        H             (3-)        
   9238.8 3        H             (1+)        
   9241.76 12        H             (2)+        
   9242.3 3        H             (3-)        
   9245.60 24        H             (3-)        
   9250.71 10        H             (2)+        
   9255.25 8        H             (1)+        
   9261.14 10        H             (3-)        
   9263.68 15        H             (2-)        
   9272.34 9        H             2(-)        
   9278.03 17        H             (1-)        
   9281.54 15        H             (1-)        
   9284.6 3        H             (1+)        
   9288.92 14        H             (2-)        
   9292.13 23        H             (1-)        
   9294.19 18        H             (2-)        
   9298.86 10        H             2(-)        
   9307.29 19        H             (1-)        
   9313.32 19        H             (1)+        
   9316.01 12        H             3(-)        
   9319.56 13        H             3(-)        
   9323.74 25        H             (1-)        
   9328.48 10        H             (2-)        
   9333.03 19        H             (3-)        
   9337.89 21        H             (2)+        
   9339.34 23        H             (1+)        
   9350.34 17        H             (1-)        
   9355.96 18        H             (2-)        
   9358.65 21        H             (2-)        
   9364.05 12        H             (3-)        
   9367.4 3        H             (1-)        
   9381.61 13        H             2+        
   9384.0 3        H             (2-)        
   9388.1 5        H             (1+)        
   9388.7 3        H             (2-)        
   9392.2 3        H             (2-)        
   9395.22 23        H             (3-)        
   9401.2 3        H             (1-)        
   9404.41 14        H             (2-)        
   9408.38 11        H             (2-)        
   9416.61 17        H             2+        
   9418.22 14        H             (3-)        
   9426.92 13        H             (1-)        
   9432.19 14        H             (2-)        
   9438.01 15        H             (1)+        
   9441.51 14        H             (3-)        
   9449.77 17        H             (2-)        
   9460.25 24        H             (3-)        
   9465.15 16        H             (3-)        
   9469.77 24        H             (2-)        
   9476.45 14        H             (2-)        
   9486.77 13        H             (2-)        
   9490.19 15        H             (1-)        
   9497.28 15        H             (1-)        
   9499.37 14        H             (2-)        
   9503.61 12        H             (3-)        
   9506.41 13        H             (2-)        
   9527.2 4        H             (1-)        
   9533.3 3        H             (2-)        
   9536.7 5        H             (1-)        
   9543.53 18        H             (2-)        
   9551.60 12        H             (2-)        
   9558.1 3        H             (2-)        
   9561.9 4        H             (3-)        
   9567.8 3        H             (2-)        
   9579.5 3        H             (2-)        
   9584.5 2        H             (3)-        
   9600.9 2        H             (2-)        
   9603.7 4        H             2+        
   9605.7 4        H             (2-)        
   9612.1 4        H             (3-)        
   9621.0 3        H             (3-)        
   9623.7 4        H             (2-)        
   9629.7 4        H             (2-)        
   9634.8 7        H             (3-)        
   9638.0 3        H             (2-)        
   9641.2 5        H             (1-)        
   9652.5 2        H             (3-)        
   9657.9 4        H             (1+)        
   9664.2 3        H             (2-)        
   9664.5 9        H             (2-)        
   9669.3 5        H             (3-)        
   9675.1 4        H             (3-)        
   9680.1 3        H             (2-)        
   9685.8 3        H             (2+)        
   9686.6 6        H             (1-)        
   9692.6 3        H             (3-)        
   9702.7 2        H             (3-)        
   9712.4 2        H             (2-)        
   9719.0 3        H             (2-)        
   9723.8 4        H             (1-)        
   9736.1 2        H             (3-)        
   9744.7 2        H             (2-)        
   9751.7       H             (1+)        
   9754.9       H             (3-)        
   9763.7       H             (2-)        
   9770.7       H             (1-)        
   9782.3       H             (3-)        
   9788.4       H             (2-)        
   9802.2       H             (2+)        
   9812.8       H             (3-)        
   9821.7       H             (3-)        
   9827.6       H             (2-)        
   9854.8       H             (2-)        
   9858.0       H             (3-)        
   9879.4       H             (2-)        
   9895.4       H             (1-)        
   9895.9       H             (2-)        
   9907.6       H             (2-)        
   9931.5       H             (3-)        
   9944.3       H             (2-)        
   9965.2       H             (3-)        
   9973.9       H             (2-)        
   9975.0       H             (1-)        
   9980.8       H             (2-)        
  10023.3       H             (3-)        
  10099.1       H             (2+)        
  11240 25               O             
  11440 25               O             
  12230 25               O             
E(level): From least-squares fit to Eγ data for the levels up to 8580 decaying by γ rays (or from the datasets with levels without gammas); above this level, data are from 35Cl(n,γ):res (see dataset for E(n)(lab), partial neutron, γ, and selected proton widths)

Additional Gamma data:

E(level)
(keV)
E(γ)
(keV)
MultipolarityMixing
Ratio
Additional Data
    788.4328   788.4236 4 M1+E2+1.1 4B(E2)(W.u.)=10 4, B(M1)(W.u.)=0.0014 6, α=8.8E-5 10, α(K)=8.1E-5 9, α(L)=6.4E-6 7, α(M)=5.9E-7 7
   1164.8799  1164.860 5 M1+E2-0.32 6B(E2)(W.u.)=0.50 18, B(M1)(W.u.)=0.00183 13, α=3.49E-5 6, α(K)=2.89E-5 5, α(L)=2.30E-6 4, α(M)=2.10E-7 4, α(N+)=3.44E-6 8
   1601.1034   436.2200 19 M1,E2 α=0.00045 23, α(K)=0.00041 21, α(L)=3.3E-5 17, α(M)=3.0E-6 15
  1601.065 5 M1,E2 α=0.000131 19, α(K)=1.72E-5 13, α(L)=1.37E-6 11, α(M)=1.25E-7 10, α(N+)=0.000113 1
   1951.1853   786.29643 53 E1,M2 α=0.00010 6, α(K)=9.E-5 6, α(L)=7.E-6 5, α(M)=7.E-7 4
  1162.734 5 E1,M2 α=5.8E-5 5, α(K)=3.7E-5 20, α(L)=3.0E-6 16, α(M)=2.7E-7 15, α(N+)=1.8E-5 18
  1951.12647 89 E1,M2 α=0.00038 24, α(K)=1.3E-5 6, α(L)=1.0E-6 5, α(M)=1.0E-7 5, α(N+)=0.00036 25
   2468.2590   517.06962 22 M1+E2+0.03 1B(E2)(W.u.)=1.9 13, B(M1)(W.u.)=0.158 17, α=0.0001543 22, α(K)=0.0001419 20, α(L)=1.133E-5 16, α(M)=1.036E-6 15
   2492.3035   532.904 4 M1+E2-2.7 LTB(E2)(W.u.)<3.7E+3, B(M1)(W.u.)>0.024, α=0.000333 13, α(K)=0.000306 12, α(L)=2.45E-5 10, α(M)=2.23E-6 9
  1327.396 4 M1+E2-0.10 7B(E2)(W.u.)=3 +5-3, B(M1)(W.u.)=0.16 4, α=4.91E-5 8, α(K)=2.22E-5 4, α(L)=1.77E-6 3, α(M)=1.617E-7 24, α(N+)=2.49E-5 4
  2492.210 6 M1,E2 α=0.00051 5, α(K)=8.0E-6 3, α(L)=6.34E-7 24, α(M)=5.80E-8 22, α(N+)=0.00050 5
   2518.396  1729.919 7 M2+E3-0.11 1B(E3)(W.u.)=0.0027 6, B(M2)(W.u.)=0.000120 16, α=9.13E-5 13, α(K)=2.41E-5 4, α(L)=1.92E-6 3, α(M)=1.755E-7 25, α(N+)=6.51E-5 10
  2518.301 4 E3 B(E3)(W.u.)=15.2 14, α=0.000374 6, α(K)=1.201E-5 17, α(L)=9.55E-7 14, α(M)=8.74E-8 13, α(N+)=0.000361 5
   2676.440  2676.323 17 M1+E2-0.05 9B(E2)(W.u.)=0.06 +23-6, B(M1)(W.u.)=0.050 8, α=0.000540 8, α(K)=6.90E-6 10, α(L)=5.48E-7 8, α(M)=5.02E-8 7, α(N+)=0.000532 8
   2810.5731   292.176 4 M1(+E2)+0.03 3B(E2)(W.u.)=(5 +10-5), B(M1)(W.u.)=(0.123 12), α=0.000549 10, α(K)=0.000505 9, α(L)=4.05E-5 8, α(M)=3.70E-6 7
   859.376 4 E2 B(E2)(W.u.)=8.0 11, α=8.46E-5 12, α(K)=7.78E-5 11, α(L)=6.20E-6 9, α(M)=5.67E-7 8
  2022.081 6 E1+M2-0.14 3B(E1)(W.u.)=1.69E-5 17, B(M2)(W.u.)=0.37 16, α=0.000656 11, α(K)=7.34E-6 14, α(L)=5.83E-7 11, α(M)=5.33E-8 10, α(N+)=0.000648 1
   3100.7000   632.4340 19 M1+E2+0.07 2B(E2)(W.u.)=16 +10-11, B(M1)(W.u.)=0.36 +7-12, α=0.0001015 15, α(K)=9.33E-5 14, α(L)=7.45E-6 11, α(M)=6.81E-7 10
  2312.1876 18 E1,M2 α=0.0006 3, α(K)=1.0E-5 4, α(L)=8.E-7 3, α(M)=7.E-8 3, α(N+)=0.0005 4
   3723.4   912.8 4 M1+E2-0.06 8B(E2)(W.u.)=9 +25-9, B(M1)(W.u.)=0.59 12, α=4.86E-5 8, α(K)=4.47E-5 8, α(L)=3.56E-6 6, α(M)=3.25E-7 6
   4294.52  1484.1 5 E2 B(E2)(W.u.)=0.12 11, α=0.0001059 15, α(K)=2.16E-5 3, α(L)=1.718E-6 24, α(M)=1.571E-7 22, α(N+)=8.25E-5
  1776.06 10 M1+E2+0.54 8B(E2)(W.u.)=0.19 18, B(M1)(W.u.)=0.0006 6, α=0.000184 4, α(K)=1.376E-5 22, α(L)=1.094E-6 17, α(M)=1.000E-7 16, α(N+)=0.000169
   5313.55  1019.01 10 E1+M2-0.082 10B(E1)(W.u.)=1.79E-5 17, B(M2)(W.u.)=0.53 14, α=2.46E-5 4, α(K)=2.26E-5 4, α(L)=1.80E-6 3, α(M)=1.644E-7 24
  2795.1 3 M2(+E3)-0.01 3B(E3)(W.u.)=(0.024 +142-24), B(M2)(W.u.)=(0.33 4), α=0.000399 6, α(K)=9.53E-6 14, α(L)=7.58E-7 11, α(M)=6.93E-8 10, α(N+)=0.000388 6
   8579.795  3821.563 21 E1 α=0.001612 23, α(K)=3.09E-6 5, α(L)=2.45E-7 4, α(M)=2.24E-8 4, α(N+)=0.001609 23
  3981.11 5 E1 α=0.001676 24, α(K)=2.94E-6 5, α(L)=2.33E-7 4, α(M)=2.13E-8 3, α(N+)=0.001673 24
  4082.76 3 E1 α=0.001713 24, α(K)=2.85E-6 4, α(L)=2.26E-7 4, α(M)=2.07E-8 3, α(N+)=0.001710 24
  4616.549 20 E1 α=0.00190 3, α(K)=2.46E-6 4, α(L)=1.95E-7 3, α(M)=1.79E-8 3, α(N+)=0.00189 3
  4944.404 17 E1 α=0.00201 3, α(K)=2.27E-6 4, α(L)=1.80E-7 3, α(M)=1.649E-8 23, α(N+)=0.00200 3
  4979.888 10 E1 α=0.00202 3, α(K)=2.25E-6 4, α(L)=1.79E-7 3, α(M)=1.635E-8 23, α(N+)=0.00201 3
  5247.072 10 E1 α=0.00210 3, α(K)=2.12E-6 3, α(L)=1.682E-7 24, α(M)=1.539E-8 22, α(N+)=0.00209 3
  5715.356 10 M1+E2 α=0.00160 9, α(K)=2.38E-6 5, α(L)=1.88E-7 4, α(M)=1.72E-8 3, α(N+)=0.00160 9
  6086.921 10 M1+E2+0.43 +16-26α(N+)=0.00163 3
  6110.9802 40 E1 α(N+)=0.00232 4
  7414.086 9 M1+E2+0.47 10α(N+)=0.00190 3
  7790.454 10 M1+E2-0.210 4α(N+)=0.00194 3
  8578.696 10 M1+E2+0.12 4 

Additional Level data and comments:

E(level)Comments
      0.0μ=+1.28547 5 (1955So10,1989Ra17,2011StZZ), Q=-0.0180 4 (1972St38,1989Ra17,2011StZZ)
Jπ(level): spin from microwave spectroscopy (1949To10,1951Jo21,1952Gi04, 1955Aa23); parity from σ(θ) and vector analyzing power in (pol d,α).
T1/2(level): 3.071×105 15 y weighted average of partial T1/2’s of β- decay: 3.08×105 3 y (1955Ba93), 3.10×105 4 y (1966Go07), 3.06×105 2 y (1966Go07), the first two by 4πβ proportional gas counting method, the third by liquid scintillator method.
    788.4328E(level): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset.
Jπ(level): also: 2,3 from 7790γ-778γ angular correlation (1966Va05); 3+ from 778γ linear polarization (1971Ho30) in 35Cl(n,γ). From σ(θ), vector analyzing power in 38Ar(pol d,α).
T1/2(level): adopted mean lifetime |t in ps: 21.2 15, weighted average of 19.9 17 (1977He12), 23 2 (1976Co02) in 2H(35Cl,pγ); others: 32.3 25 (1976Me03) in 27Al(14N,pαγ), 30 2 (1973No03) in 33S(α,pγ), 3.0 12 (1973Yo01) in 35Cl(d,pγ), >5 (1973Wa10) in 2H(35Cl,pγ).
   1164.8799E(level): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset.
Jπ(level): also: 1,2 from 7414γ-1165γ angular correlation (1966Va05); 1+ from 778γ linear polarization (1971Ho30) in 35Cl(n,γ). From σ(θ), vector analyzing power in 38Ar(pol d,α).
T1/2(level): adopted mean lifetime |t in ps: 9.9 6, weighted average of 9.2 6 (1977He12), 10.4 5 (1976Co02) in 2H(35Cl,pγ); others: 7.1 5 (1973No03) in 33S(α,pγ), 9.2 6 (1977He12), 10.4 5 (1976Co02) in 2H(35Cl,pγ), 3.0 12 (1973Yo01) in 35Cl(d,pγ), 13 4 (1976Co11) in 3H(35Cl,dγ).
   1601.1034E(level): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset.
Jπ(level): also: 1,2 from 6978γ-1601γ angular correlation (1966Va05) in 35Cl(n,γ); π=+ from L=0 in 35Cl(d,p). From σ(θ), vector analyzing power in 38Ar(pol d,α).
T1/2(level): from DSAM. Mean lifetime |t=927 fs 60 from weighted average of |t=940 fs 60 (1977He12) in 2H(35Cl,pγ); 1100 fs 300 (1991Ul02) in 35Cl(n,γ); 800 fs 150 (1973Yo01) in 35Cl(d,pγ).
   1951.1853Jπ(level): from 6111γ-517γ angular correlation (1966Va05) in 35Cl(n,γ); π=- from L=1+3 in 35Cl(d,p).
T1/2(level): adopted mean lifetime |t in ps: 2.7 3, weighted average of 2.3 2 (1976No03) in 33S(α,pγ) and 2.95 14 (1976Co02) in 2H(35Cl,pγ); others: 1800 500 (1991Ul02) in 35Cl(n,γ), 1800 +1000-500 (1973Yo01) in 35Cl(d,pγ).
   1959.3940Jπ(level): from 6620γ-1959γ angular correlation (1966Va05) in 35Cl(n,γ); π=+ from L=0 in 35Cl(d,p).
T1/2(level): adopted mean lifetime |t in ps: 62.9 20, weighted average of 63 2 (1992Ku17, 1991Ul02) in 35Cl(n,γ) and 60 15 (1973Yo01) in 35Cl(d,pγ).
   2468.2590Jπ(level): 3 from 6111γ-517γ angular correlation (1966Va05); π=- from 6111γ circular polarization (1969Ko05) in 35Cl(n,γ), or L=1 in 37Cl(p,d).
T1/2(level): adopted mean lifetime |t in ps: 1.40 15, weighted average of 1.20 25 (1991Ul02) in 35Cl(n,γ) and 1.50 18 (1973Wa10) in 2H(35Cl,pγ); others: 0.470 50 (1973Yo01) in 35Cl(d,pγ); <1 (1976No03) in 33S(α,pγ).
   2492.3035Jπ(level): ΔJ=0 M1+E2 γ from 2+, 8580 (1976Sp06) in 35Cl(n,γ).
T1/2(level): adopted mean lifetime |t in fs: 57 13 weighted average of 48 26 (1992Ku17, 1991Ul02) in 35Cl(n,γ) and 60 15 (1973Yo01) in 35Cl(d,pγ).
   2518.396Jπ(level): E3 γ to 2+, g.s. and M2+E3 γ to 3+, 788.
T1/2(level): adopted mean lifetime |t in ns: 2.33 11, weighted average of 2.30 16 (1976Ke02) in 27Al(14N,pαγ) and 2.36 16 (1973No03) in 33S(α,pγ); others: ≈2.4 (1976Co02) in 2H(35Cl,pγ).
   2676.440Jπ(level): M1+E2 γ to 2+, g.s., as given in 33S(α,pγ) T1/2; mean lifetime |t in fs: 31 5 (1992Ku17, 1991Ul02); other <10 (1973Yo01) in 35Cl(d,pγ).
   2810.5731Jπ(level): E2 γ to 2-, 1951 and M1(+E2) γ to 5-, 2518.
T1/2(level): adopted mean lifetime |t in ps: 3.4 3, weighted average of 3.3 3 (1976No03) in 33S(α,pγ), 4.9 10 (1976Co02) in 2H(35Cl,pγ), 2.7 10 (1973Yo01) in 35Cl(d,pγ).
   2863.9305Jπ(level): (1,2,3)+ from ΔJ=(0,1), M1+E2 γ from 2+, 8580 (1976Sp06); (3)+ γ from (4)-, 3101.
T1/2(level): mean lifetime |t in fs: 21 1 (1992Ku17, 1991Ul02) in 35Cl(n,γ); other: <15 (1973Yo01) in 35Cl(d,pγ).
   2896.3213Jπ(level): (2-,3) from γ’s to 4-, 2811; 2+, 1959; and 2-, 1951, respectively; π=- from L=1+3 in 35Cl(d,p);.
T1/2(level): mean lifetime |t in fs: 860 80 (1973Yo01) in 35Cl(d,pγ).
   2994.674Jπ(level): (1,2,3) from γ’s to 2+, g.s., and 2-, 2995; π=- from L=1 in 35Cl(d,p).
T1/2(level): mean lifetime |t in fs: 90 12 (1973Yo01) in 35Cl(d,pγ).
   3100.7000Jπ(level): 2-,3-,4- from M1+E2 γ to 3-, 2468; (4)- from no γ to 2+, g.s.
T1/2(level): mean lifetime |t in fs: 215 +70-40 (1973Yo01).
      3.12E3E(level): estimated in 38Ar(p,3He) based on analogy with 36Ar.
Jπ(level): 0+, based on L=0 and t=1 analog state (38Ar(p,3He)).
   3207.35Jπ(level): L=1 in 35Cl(d,p) and γ’s to 1+, 1165 and 2-, 1951.
T1/2(level): mean lifetime |t in fs: 140 20 (1973Yo01) in 35Cl(d,pγ).
   3332.2902Jπ(level): (1,2,3)- from ΔJ=(0,1), E1 γ from 2+, 8580 (1976Sp06); (2,3+) from γ’s to 3+, 788; 3-, 1959; and 1+, 1601, respectively.
T1/2(level): mean lifetime |t in fs: 105 10 (1973Yo01) in 35Cl(d,pγ).
   3470.016Jπ(level): L=0+2 in 37Cl(p,d) from 3/2+ target. 369γ to (4)-, 1601 level is presumed to be erroneous placement in (n,γ) (1990En08).
T1/2(level): mean lifetime |t in fs: <35 (1973Yo01).
   3566Jπ(level): π=+ from L=0+2 in 37Cl(p,d).
   3599.5240Jπ(level): 1-,3- from ΔJ=1, E1 γ from 2+, 8580; (3)- γ to 3-, 2468.
T1/2(level): mean lifetime |t in fs: 59 3 (1992Ku17, 1991Ul02) in 35Cl(n,γ); other: 60 20 (1973Yo01) in 35Cl(d,pγ).
   3634.992Jπ(level): 1-,3- from ΔJ=1, E1 γ from 2+, 8580; (1)- from γ to 1+, 1165.
T1/2(level): mean lifetime |t in fs: 30 15 (1973Yo01) in 35Cl(d,pγ).
   3660.335Jπ(level): γ’s to 2+, g.s.; 2-, 1951; 1+, 1165; (1,2,3)-, 2997.
T1/2(level): mean lifetime |t in fs: <80 (1973Yo01) in 35Cl(d,pγ).
   3723.4Jπ(level): ΔJ=0, M1+E2 γ to 4-, 2810.
T1/2(level): mean lifetime |t in fs: 70 15 (1973Yo01) in 35Cl(d,pγ).
   3772Jπ(level): π=- from L=3 in 37Cl(p,d).
   3941.324Jπ(level): γ’s to 3+, 788 and 1+,(2+), 2676.
   3962.900Jπ(level): (1,2,)- from ΔJ=(0,1), E1 γ from 2+, 8580 (1976Sp06); (1)- less likely from γ from (3)+, 4997.2.
T1/2(level): mean lifetime |t in fs: <30 (1973Yo01) in 35Cl(d,pγ).
   3992.06Jπ(level): (0+,1,2,3,4+) from γ to 2+, 1959; π=- from L=1 in 35Cl(d,p).
T1/2(level): mean lifetime |t in fs: 30 10 (1973Yo01) in 35Cl(d,pγ).
   4031.901Jπ(level): (0,1,2,3+) from γ to 1+, 1165; π=- from L=1 in 35Cl(d,p).
   4061.478Jπ(level): (1,2,3) from γ to 2+, g.s. and γ to 2-, 1951; π=- from L=1 in 35Cl(d,p).
   4138.978Jπ(level): (0,1,2) from γ’s to 1+, 1601 and (1)-, 3635; (2,3,4) from γ’s to 3+, 788 and (3)-, 3599; π=- from L=1 in 35Cl(d,p).
   4205.648Jπ(level): (0+,1,2,3+) from γ’s to 2+, g.s. and 1+, 1165; π=+ from L=0+2 in.
   4294.52Jπ(level): M1+E2 γ to 5-, 2518; E2 γ to 4-, 2810.
T1/2(level): adopted mean lifetime |t in ps: 5.2 48, from >0.4 (1977No09) in 33S(α,pγ) and <10 (1976Wa11) in 27Al(14N,pαγ); other: <20 (1976Ke02) in 27Al(14N,pαγ).
   4299.667Jπ(level): isobar analog L=0 state in 38Ar(p,3He).
   4315.61Jπ(level): (1-,2,3+) from γ’s to 1+, 1601 and 3-, 2468; π=- from L=1 in 35Cl(d,p).
   4410.064Jπ(level): (1+,2,3+) from γ’s to 3+, 788 and 1+, 1601.
   4496.752Jπ(level): (1,2)- from ΔJ=(0,1), E1 γ from 2+, 8580; (1)- less likely from γ to 3+, 788.
   4525.179Jπ(level): π=(-) from L=(1+3) in 37Cl(p,d).
   4551.43Jπ(level): (0+,1,2,3+) from γ’s to 2+, g.s. and 1+, 1165; π=+ from L=0+2 in 37Cl(p,d).
   4598.426Jπ(level): ΔJ=1, E1 γ from 2+, 8580; 1- less likely from γ’s to 3+, 788 and (3)-, 3599.
   4724.1Jπ(level): from L=3 in 35Cl(d,p).
   4754.35Jπ(level): (0+,1,2 3+) from γ’s to 2+, g.s. and 1+, 1165; π=- from L=1+3 in 35Cl(d,p).
   4757.983Jπ(level): ΔJ=1, E1 γ from 2+, 8580; 1- less likely from γ to (4)-, 3101.
   4829.54Jπ(level): (1+,2,3,4+) from γ’s to 2+, g.s. and 3+, 788; π=(-) from L=(1+3) in 37Cl(p,d).
   4846.7Jπ(level): π=- from L=1+3 in 37Cl(p,d).
   4884.0E(level): from 35Cl(d,p).
Jπ(level): (1+,2,3+) from γ to 1+, 1165 and (3)+, 2864; π=+ from L=.
   4956.5Jπ(level): π=- from L=1 in 35Cl(d,p).
   4997.195Jπ(level): 3+,4+,5+ from L=4 in 34S(α,d); (1+,2,3+) from γ’s to 1+, 1165 and (3)+, 2864.
   4997.6Jπ(level): (3-,4+) from γ’s to 2+, g.s. and 5-, 2518; π=- from L=1+3 in 35Cl(d,p).
   5079.161Jπ(level): (0+,1,2,3,4+) from γ to 2+, g.s.; π=- from L=1 in 35Cl(d,p).
   5150.629(1-,2) from γ’s to 3-, 2468; 1+,(2+) 2676; (1)-, 3635; π=- from L=1 in 35Cl(d,p).
E(level):
   5204.606Jπ(level): (2-,3+) from γ’s to 1+,(2+), 2676 and (4)-, 3101; π=- from L=1 in 35Cl(d,p).
   5246.587Jπ(level): (1+,2,3+) from γ’s to 2+, g.s.; 3+, 1601; 2-, 1951; π=(+) from L=(1+3) in 37Cl(p,d).
   5263.09Jπ(level): (1,2-) from γ’s to 2+, g.s.; 2-, 1951; (0,1,2)-, 4032; π=- from L=1 in 35Cl(d,p).
   5308.12Jπ(level): π=- from L=1 in 35Cl(d,p).
   5313.55Jπ(level): E1+M2 γ to 6-, 4295; M2(+E3) γ to 5-, 2518.
T1/2(level): mean lifetime |t in ps: 32 3 (1976Wa11), 27.2 17 (1976Ke02) in 27Al(14N,pαγ); weighted average: 28.4 21.
   5329.160Jπ(level): (2-,3+) from γ’s to 1+, 1165 and 4-, 2811.
   5463.530Jπ(level): (1+,2) from γ’s to 1+, 1165; 2+, 1959; 1-, 3635; (3)+, 4997; π=- from L=1 in 35Cl(d,p).
   5473.712Jπ(level): γ’s to 1+, 1165 and 5-, 2518.
   5517.650Jπ(level): (1+,2) from γ’s to 3+, 788; 1+, 1601; (1,2)-, 4316; π=- from L=1+3 in 37Cl(p,d).
   5563.550Jπ(level): (2-,3-) from γ’s to 4-, 2811 and (1,2)-, 4316.
   5578.46Jπ(level): (1,2,3+) from γ’s to 2-, 1951 and 1+,(2+), 2518; π=- from L=1+3 in 35Cl(d,p).
   5578.498Jπ(level): (2-) from γ’s to 1+, 1165; (4)-, 3101; (1,2)-, 5151.
   5604.295Jπ(level): (2,3+) from γ’s to 3+,788; 1+, 1601; 3-, 2469.
   5605E(level): can Be either of 5604.296 or 5604.32.
Jπ(level): π=+ from L=0+2 in 37Cl(p,d).
   5619.23Jπ(level): π=- from L=1 in 35Cl(d,p).
   5694.42Jπ(level): π=- from L=1 in 35Cl(d,p).
   5703.059Jπ(level): (0+,1,2,3,4+) from γ to 2+, g.s.; π=- from L=1 in 35Cl(d,p).
   5734.041Jπ(level): (2) from γ’T1/2 to 3+, 788; 3-, 4758; 1+, 1601; (1,2)-, 4754; π=- from L=1 in 35Cl(d,p).
   5766Jπ(level): π=- from L=1 in 35Cl(d,p).
   5778.455Jπ(level): (2-,3) from γ’s to 2+, g.s.; 2-, 1951; 4-, 2811.
   5778.58Jπ(level): (2,3,4) from γ’s to 3-, 2468 and (3)+, 2864.
   5780.12Jπ(level): 6,8 from d γ 7+, 5314; (8) since spin usually increase with increasing E(level) for this type of reactions.
   5831.9Jπ(level): π=- from L=1 in 35Cl(d,p).
   5898.48Jπ(level): π=- from L=1 in 35Cl(d,p).
   5912.01Jπ(level): π=- from L=1 in 35Cl(d,p) but π=+ from L=0+2 in 37Cl(p,d).
   5947.6Jπ(level): π=- from L=1 in 35Cl(d,p).
   5956.677Jπ(level): (0+,1,2,3+) from γ’s to 2+, g.s. and 1+, 1165; π=+ from L=0+2 in 37Cl(p,d).
   5959.5Jπ(level): (1+,2,3+) from γ’s to 1+, 1601 and (3)+, 2864.
   5986Jπ(level): π=(-) from L=(1+3) in 37Cl(p,d).
   6042.316Jπ(level): (2-,3-) from γ’s to (4)-, 3101 and (1)-, 6042.
   6051.1Jπ(level): π=- from L=1 in 35Cl(d,p).
   6084.84Jπ(level): π=- from L=1+3 in 35Cl(d,p).
   6089.872Jπ(level): (1+,2) from γ’s to 3+, 788; (1)-, 3635; (1+,2+,3+), 3941.
   6095.6Jπ(level): π=+ from L=0+2 in 37Cl(p,d).
   6146.6Jπ(level): π=+ from L=0+2 in 37Cl(p,d).
   6154E(level): weighted average of 6150 8 (35Cl(d,p)) and 6166 13 (37Cl(3He,α)).
Jπ(level): π=- from L=1 in 35Cl(d,p).
   6184.96Jπ(level): π=+ from L=0+2 in 35Cl(d,p).
   6236.4Jπ(level): π=- from L=1+3 in 35Cl(d,p).
   6253.551Jπ(level): (1,2,3+) from γ’s to 2+, g.s. and 1+, 1165; π=- from L=1+3 in 35Cl(d,p).
   6268.184Jπ(level): (2-,3+) from γ’s to 4-, 2811 and (1+,2,3+), 4410.
   6339.90Jπ(level): (0+,1,2,3,4+) from γ to 2+, g.s.; π=- from L=1 in 35Cl(d,p).
   6344.417Jπ(level): (1-,2,3-) from γ’s to 2+, g.s. and (1,2,3)-, 4061.
   6354.882Jπ(level): (2,3+) from γ’s to 1+, 1601; (3)+, 2864; (2,3)-, 2896; π=+ from L=0+2 in 37Cl(p,d).
   6379.480Jπ(level): (3-,4+) from γ’s to 2+, g.s. and 5-, 2518; π=+ from L=0+2 in 37Cl(p,d).
   6423.382Jπ(level): (2,3) from γ’s to 2+, g.s.; 3+, 788; (2,3)-, 2896; π=- from L=1+3 in 37Cl(p,d).
   6441E(level): weighted average of 6440 8 (35Cl(d,p)) and 6444 20 (37Cl(3He,α)).
Jπ(level): π=- from L=1 in 35Cl(d,p).
   6487.746Jπ(level): (1,2,3-) from γ’s to 2+, g.s. and (1,2)-, 3963; π=- from L=1+3 in 37Cl(p,d).
   6487.82Jπ(level): (1+,2,3,4-) from γ’s to 2-, 1951 and (3)+, 2864.
   6504.6Jπ(level): π=- from L=1+3 in 35Cl(d,p).
   6538.202Jπ(level): (2,3+) from γ’s to 1+, 6538; (3)+, 3470; (2-,3-), 6042.
   6544.966Jπ(level): (1,2,3) from 2+, g.s. and 2-, 1951; π=+ from L=0+2 in 37Cl(p,d).
   6576.7Jπ(level): π=- from L=1 in 35Cl(d,p).
   6595.2Jπ(level): π=(-) from L=(1+3) in 37Cl(p,d).
   6604.325Jπ(level): (1,2,3) from γ’s to 2+, 2492 and (2)-, 3332; (2) with extra γ’s to (1+,2+,3+), 3941 and (1,2,3)-, 5079.
   6618E(level): weighted average of 6618 5 (37Cl(p,d)) and 6621 15 (37Cl(3He,α)).
Jπ(level): π=+ from L=2 in 37Cl(p,d).
   6642.649Jπ(level): (1-,2+) from γ’s to 2+, g.s.; 3-, 2468; (0)+, 4300.
   6673.13Jπ(level): π=- from L=1+3 in 35Cl(d,p).
   6750Jπ(level): π=+ from L=0+2 in 37Cl(p,d).
   6773.22Jπ(level): π=+ from L=2 in 37Cl(p,d).
   6774Jπ(level): π=+ from L=2 in 37Cl(p,d).
   6826Jπ(level): π=+ from L=2 in 37Cl(p,d).
   6894E(level): weighted average of 6893 7 (37Cl(p,d)) and 6897 13 (37Cl(3He,α)).
Jπ(level): π=+ from L=0+2 in 37Cl(p,d).
   6952.625Jπ(level): (1,2,3) from γ’s to 2+, g.s. and 2-, 1951.
   6997.14Jπ(level): π=- from L=1 in 35Cl(d,p).
   7082.649Jπ(level): (2) from γ’s to (1,2,3)-, 2995 and (1,2,3)+, 6545.
   7085.0Jπ(level): π=+ from L=2 in 37Cl(p,d).
   7165E(level): weighted average of 7165 7 (37Cl(p,d)) and 7166 16 (37Cl(3He,α)).
   7512Jπ(level): π=+ from L=0+2 in 37Cl(p,d).
   7559.167Jπ(level): (1+,2,3) from γ’s to 2+, g.s. and (2-,3+), 5329; π=+ from L=0+2 in 37Cl(p,d).
   7564.7Jπ(level): (0+,1,2,3+) from γ’s to 1+, 1601 and 2+, 1959.
   7663E(level): weighted average of 7652 16 (37Cl(3He,α)) and 7665 6 (37Cl(p,d)).
Jπ(level): π=+ from L=0+2 in 37Cl(p,d).
   7755Jπ(level): π=(-) from L=(1+3) in 37Cl(p,d).
   7870Jπ(level): π=+ from L=0+2 in 37Cl(p,d).
   8184Jπ(level): π=(+) from L=(0+3) in 37Cl(p,d).
   8579.795E(level): from 2006De21. Other: 8579.79 1 (2011AuZZ) in 35Cl(n,γ).
Jπ(level): from 35Cl(n,γ): 1+,2+ based on selection rules; 1+ ruled out by positive A4 angular correlation coefficients for all possible M1+E2 mixings for primary-secondary γ cascades (see A4 values at 7790γ for 7790γ-778γ, and at 6111γ for 6111γ-517γ). 2+ also sustained by 1966Va05 and 1956Br99 who show that the capture state is dominated by a single negative-energy resonance close to the n-capture state, which thus has a definite spin. 1976Sp06 argue that a small 0.6% admixture of 1+ is possible.
   8580.18Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8583.92Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8585.13Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8594.18Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8595.69Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8596.44Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8601.56Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8605.66Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8606.37Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8616.50Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8618.93Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8622.72Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8629.95Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8631.28Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8633.18Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8635.98Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8640.81Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8646.11Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8653.17Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8667.67Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8667.78Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8672.33Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8673.69Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8676.44Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8680.41Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8688.70Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8690.01Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8690.21Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8691.66Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8706.57Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8710.02Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8711.12Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8715.95Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8716.67Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8717.46Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8718.80Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8725.42Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8728.42Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8737.79Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8740.63Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8757.19Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8758.18Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8759.88Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8762.67Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8764.64Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8767.07Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8767.32Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8773.38Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8775.24Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8779.99Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8780.62Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8788.32Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8788.68Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8789.10Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8790.80Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8793.61Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8794.97Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8797.62Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8798.62Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8802.26Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8803.41Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8812.81Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8815.59Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8816.19Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8818.39Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8818.75Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8822.98Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8834.01Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8851.07Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8855.58Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8856.31Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8856.47Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8857.39Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8858.75Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8861.74Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8864.94Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8866.47Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8872.79Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8875.11Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8877.24Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8878.58Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8884.74Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8901.58Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8905.52Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8907.11Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8909.27Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8910.94Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8911.6Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8915.65Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8924.23Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8942.24Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8949.39Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8951.05Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8953.48Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8955.38Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8956.81Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8967.75Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8970.44Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8972.92Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8976.18Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8983.81Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   8990.06Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9006.14Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9011.81Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9017.79Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9018.52Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9019.73Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9024.84Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9026.27Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9032.08Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9032.24Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9035.74Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9041.76Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9043.61Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9047.6Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9049.92Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9051.64Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9054.72Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9065.6Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9070.50Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9075.26Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9079.77Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9092.93Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9094.83Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9100.03Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9106.81Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9108.32Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9112.28Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9116.93Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9123.15Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9123.36Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9128.54Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9137.58Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9144.68Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9153.60Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9154.04Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9154.6Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9163.78Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9170.80Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9176.83Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9180.56Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9184.04Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9191.7Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9193.14Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9195.14Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9202.63Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9204.51Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9215.66Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9219.16Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9220.7Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9226.43Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9226.92Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9233.30Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9234.9Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9238.8Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9241.76Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9242.3Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9245.60Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9250.71Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9255.25Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9261.14Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9263.68Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9272.34Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9278.03Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9281.54Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9284.6Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9288.92Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9292.13Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9294.19Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9298.86Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9307.29Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9313.32Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9316.01Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9319.56Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9323.74Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9328.48Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9333.03Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9337.89Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9339.34Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9350.34Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9355.96Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9358.65Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9364.05Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9367.4Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9381.61Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9384.0Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9388.1Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9388.7Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9392.2Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9395.22Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9401.2Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9404.41Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9408.38Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9416.61Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9418.22Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9426.92Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9432.19Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9438.01Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9441.51Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9449.77Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9460.25Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9465.15Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9469.77Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9476.45Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9486.77Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9490.19Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9497.28Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9499.37Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9503.61Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9506.41Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9527.2Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9533.3Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9536.7Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9543.53Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9551.60Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9558.1Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9561.9Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9567.8Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9579.5Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9584.5Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9600.9Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9603.7Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9605.7Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9612.1Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9621.0Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9623.7Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9629.7Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9634.8Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9638.0Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9641.2Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9652.5Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9657.9Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9664.2Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9664.5Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9669.3Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9675.1Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9680.1Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9685.8Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9686.6Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9692.6Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9702.7Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9712.4Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9719.0Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9723.8Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9736.1Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9744.7Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9751.7Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9754.9Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9763.7Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9770.7Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9782.3Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9788.4Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9802.2Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9812.8Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9821.7Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9827.6Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9854.8Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9858.0Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9879.4Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9895.4Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9895.9Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9907.6Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9931.5Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9944.3Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9965.2Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9973.9Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9975.0Jπ(level): From multilevel Reich-Moore R-matrix formalism.
   9980.8Jπ(level): From multilevel Reich-Moore R-matrix formalism.
  10023.3Jπ(level): From multilevel Reich-Moore R-matrix formalism.
  10099.1Jπ(level): From multilevel Reich-Moore R-matrix formalism.

Additional Gamma comments:

E(level)E(gamma)Comments
   1601.1034    436.2200M(γ): from 33S(α,pγ) by γ(θ) and pol(γ)
   1601.065M(γ): from 33S(α,pγ) by γ(θ) and pol(γ)
   1951.1853    786.29643M(γ): from 33S(α,pγ) by γ(θ) and pol(γ)
   1162.734M(γ): from 33S(α,pγ) by γ(θ) and pol(γ)
   1951.12647M(γ): from 33S(α,pγ) by γ(θ) and pol(γ)
   2468.2590    517.06962M(γ): from 33S(α,pγ) by γ(θ) and pol(γ)
   2492.3035    532.904M(γ): from 33S(α,pγ) by γ(θ) and pol(γ)
   1327.396M(γ): from 33S(α,pγ) by γ(θ) and pol(γ)
   2492.210M(γ): from 33S(α,pγ) by γ(θ) and pol(γ)
   2518.396   1729.919I(γ): from 33S(α,pγ)
M(γ): from γ(θ) and pol(γ) in 27Al(14N,pαγ) and 33S(α,pγ)
   2518.301E(γ): from 35Cl(d,pγ)
I(γ): from 33S(α,pγ)
M(γ): from γ(θ) and pol(γ) in 27Al(14N,pαγ) and 33S(α,pγ)
   2810.5731    859.376M(γ): from 33S(α,pγ) by γ(θ) and pol(γ)
   3100.7000   2312.1876I(γ): from 33S(α,pγ)
M(γ): from 33S(α,pγ) by γ(θ) and pol(γ)
   3470.016    369.30E(γ): the placement in (n,γ) considered as erroneous (1990En08)
    659E(γ): only from 37Cl(3He,αγ)
   4294.52   1484.1E(γ): from 27Al(14N,pαγ)
I(γ): from 33S(α,pγ)
M(γ): from 33S(α,pγ) by γ(θ) and pol(γ)
   1776.06E(γ): from 27Al(14N,pαγ)
I(γ): from 33S(α,pγ)
   4299.667   1623.19I(γ): from 37Cl(3He,αγ)
   2698.44I(γ): from 37Cl(3He,αγ)
   3134.641I(γ): from 37Cl(3He,αγ)
   4884.0   2020.0E(γ): from ΔE(level) (37Cl(3He,αγ))
   3718.9E(γ): from ΔE(level) (37Cl(3He,αγ))
   6095.6   6095E(γ): from 37Cl(3He,αγ)
   6146.6   6146E(γ): from 37Cl(3He,αγ)
   8579.795   1020.57E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   1497.07E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   1627.09E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   1743.22E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   1806.48E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   1937.049E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   1975.37E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   2034.728E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   2041.49E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   2091.95E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   2156.308E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   2200.205E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   2224.80E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   2235.26E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   2239.78E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   2311.493E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   2326.13E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   2394.70E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   2489.80E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   2537.341E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   2622.991E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   2801.19E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   2845.594E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   2876.57E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   2975.33E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   3001.161E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   3016.075E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   3061.979E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   3105.90E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   3116.087E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   3250.44E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   3316.51E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   3333.01E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   3374.98E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   3428.956E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   3500.41E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   3561.49E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   3582.39E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   3750.01E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   3821.563E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
M(γ): ΔJ=1, E1 γ from circular polarization (1976Sp06)
   3825.17E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   3981.11E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
M(γ): ΔJ=1, E1 γ from circular polarization (1976Sp06)
   4028.09E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   4054.339E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   4082.76E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
M(γ): ΔJ=(0,1), E1 γ from circular polarization (1976Sp06)
   4169.44E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   4263.88E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   4440.487E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   4517.976E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   4547.55E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   4616.549E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
M(γ): ΔJ=(0,1), E1 γ from circular polarization (1976Sp06)
   4638.10E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   4944.404E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
M(γ): ΔJ=1, E1 γ from circular polarization (1976Sp06)
   4979.888E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
M(γ): ΔJ=1, E1 γ from circular polarization (1976Sp06)
   5109.35E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   5247.072E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
M(γ): ΔJ=(0,1), E1 γ from circular polarization (1976Sp06)
   5584.633E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   5715.356E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   5902.798E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   6086.921E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   6110.9802E(γ): from 2006De21
   6619.732E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   6627.945E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   6977.951E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   7414.086E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   7790.454E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset
   8578.696E(γ): Modified to account for four new very precisely-remeasured Eγ’s (2006De21) - see 35Cl(n,γ) dataset

General Comments:

36Cl identified in irradiation of chlorine compounds at Berkeley 37-inch cyclotron by d.C. Grahame and H.W. Walker: Phys. Rev. 60, 909 (1941), measured emission of positrons from decay.
The 35Cl(n,γ) E=thermal dataset is abbreviated as 35Cl(n,γ); the 35Cl(n,γ),(n,n),(n,p):res dataset is abbreviated as 35Cl(n,γ):res
Gammas: For unplaced gammas, see 35Cl(n,γ)
Q-value: Note: Current evaluation has used the following Q record 709.547 46 8579.79 1 7964.78 3-7642.03 5 2011AuZZ
Q-value: S(2n)=21224.60 7, S(2p)=19551.2 8 (2011AuZZ)
Q-value: Values in 2003Au03 are nearly the same as in 2011AuZZ: Q(β-)=709.68 8, S(n)=8579.63 6, S(p)=7964.47 11, Q(α)=-7641.55 20, S(2n)=21224.72 19, S(2p)=19542 5