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10827.6738 0.017924015 A^1Piu 4 4 1 X^1Sigmag+ 2 4 1 77ChMaMa.534
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10829.1178 0.005 A^1Piu 4 15 1 X^1Sigmag+ 2 14 1 04ChYeWoLi.82
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10844.0273 0.005 A^1Piu 4 7 1 X^1Sigmag+ 2 6 1 04ChYeWoLi.78
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10880.3531 0.005 A^1Piu 2 55 1 X^1Sigmag+ 0 54 1 77ChMaMa.768
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10901.2271 0.005738422 A^1Piu 3 30 1 X^1Sigmag+ 1 30 1 77ChMaMa.625
10901.8679 0.010351122 A^1Piu 2 46 1 X^1Sigmag+ 0 46 1 77ChMaMa.730
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11091.7425 0.005 A^1Piu 3 5 1 X^1Sigmag+ 1 6 1 04ChYeWoLi.30
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11097.3311 0.005 A^1Piu 2 36 1 X^1Sigmag+ 0 36 1 77ChMaMa.725
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11098.5761 0.001 A^1Piu 3 19 1 X^1Sigmag+ 1 18 1 77ChMaMa.651
11098.5768 0.005 A^1Piu 3 19 1 X^1Sigmag+ 1 18 1 04ChYeWoLi.56
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11103.3479 0.005095157 A^1Piu 3 8 1 X^1Sigmag+ 1 8 1 77ChMaMa.614
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11108.9144 0.005 A^1Piu 3 17 1 X^1Sigmag+ 1 16 1 04ChYeWoLi.55
11110.4239 0.005 A^1Piu 3 6 1 X^1Sigmag+ 1 6 1 04ChYeWoLi.39
11110.4241 0.005 A^1Piu 3 6 1 X^1Sigmag+ 1 6 1 77ChMaMa.613
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11115.5993 0.018146864 A^1Piu 3 4 1 X^1Sigmag+ 1 4 1 77ChMaMa.612
11115.6173 0.005 A^1Piu 3 4 1 X^1Sigmag+ 1 4 1 04ChYeWoLi.38
11117.3575 0.005 A^1Piu 3 15 1 X^1Sigmag+ 1 14 1 77ChMaMa.649
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11118.5682 0.005 A^1Piu 2 43 1 X^1Sigmag+ 0 42 1 77ChMaMa.762
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11118.9211 0.008322353 A^1Piu 3 2 1 X^1Sigmag+ 1 2 1 04ChYeWoLi.37
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11123.8928 0.019869037 A^1Piu 3 13 1 X^1Sigmag+ 1 12 1 77ChMaMa.648
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11128.2601 0.005 A^1Piu 3 3 1 X^1Sigmag+ 1 2 1 04ChYeWoLi.48
11128.2684 0.012828057 A^1Piu 3 3 1 X^1Sigmag+ 1 2 1 77ChMaMa.643
11128.5507 0.016 A^1Piu 3 11 1 X^1Sigmag+ 1 10 1 77ChMaMa.647
11128.5706 0.005140587 A^1Piu 3 11 1 X^1Sigmag+ 1 10 1 04ChYeWoLi.52
11130.8391 0.005 A^1Piu 2 34 1 X^1Sigmag+ 0 34 1 77ChMaMa.724
11131.1524 0.02695851 A^1Piu 3 5 1 X^1Sigmag+ 1 4 1 77ChMaMa.644
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11131.3114 0.021119766 A^1Piu 3 9 1 X^1Sigmag+ 1 8 1 77ChMaMa.646
11131.3382 0.009370134 A^1Piu 3 9 1 X^1Sigmag+ 1 8 1 04ChYeWoLi.51
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11132.214 0.014347936 A^1Piu 3 7 1 X^1Sigmag+ 1 6 1 77ChMaMa.645
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11164.5828 0.005 A^1Piu 2 25 1 X^1Sigmag+ 0 26 1 77ChMaMa.685
11182.8835 0.005313384 A^1Piu 2 39 1 X^1Sigmag+ 0 38 1 77ChMaMa.760
11192.2144 0.005 A^1Piu 2 30 1 X^1Sigmag+ 0 30 1 77ChMaMa.722
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11212.214 0.00785278 A^1Piu 2 37 1 X^1Sigmag+ 0 36 1 77ChMaMa.759
11220.0974 0.005 A^1Piu 2 28 1 X^1Sigmag+ 0 28 1 77ChMaMa.721
11223.3595 0.007 A^1Piu 2 21 1 X^1Sigmag+ 0 22 1 77ChMaMa.683
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11249.9548 0.008720886 A^1Piu 2 19 1 X^1Sigmag+ 0 20 1 77ChMaMa.682
11265.1943 0.005 A^1Piu 2 33 1 X^1Sigmag+ 0 32 1 77ChMaMa.757
11270.206 0.005 A^1Piu 2 24 1 X^1Sigmag+ 0 24 1 77ChMaMa.719
11271.06 0.05 A^1Piu 6 54 1 X^1Sigmag+ 3 54 1 63BaRab.443
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11274.6907 0.005 A^1Piu 2 17 1 X^1Sigmag+ 0 18 1 04ChYeWoLi.9
11277.82 0.05 A^1Piu 5 64 1 X^1Sigmag+ 2 64 1 63BaRab.365
11288.8416 0.005 A^1Piu 2 31 1 X^1Sigmag+ 0 30 1 77ChMaMa.756
11289.46 0.001 A^1Piu 5 57 1 X^1Sigmag+ 2 58 1 63BaRab.391
11292.4524 0.014 A^1Piu 2 22 1 X^1Sigmag+ 0 22 1 77ChMaMa.718
11297.5181 0.008983611 A^1Piu 2 15 1 X^1Sigmag+ 0 16 1 77ChMaMa.680
11297.5292 0.021489942 A^1Piu 2 15 1 X^1Sigmag+ 0 16 1 04ChYeWoLi.8
11310.5924 0.006929625 A^1Piu 2 29 1 X^1Sigmag+ 0 28 1 77ChMaMa.755
11311.57 0.02 A^1Piu 4 72 1 X^1Sigmag+ 1 72 1 63BaRab.267
11312.7985 0.007122002 A^1Piu 2 20 1 X^1Sigmag+ 0 20 1 77ChMaMa.717
11312.8058 0.014413285 A^1Piu 2 20 1 X^1Sigmag+ 0 20 1 04ChYeWoLi.18
11315.54 0.05 A^1Piu 4 79 1 X^1Sigmag+ 1 78 1 63BaRab.231
11316.88 0.05 A^1Piu 3 80 1 X^1Sigmag+ 0 80 1 63BaRab.154
11318.4779 0.005 A^1Piu 2 13 1 X^1Sigmag+ 0 14 1 04ChYeWoLi.7
11318.4853 0.012034000000000001 A^1Piu 2 13 1 X^1Sigmag+ 0 14 1 77ChMaMa.679
11323.17 0.02 A^1Piu 4 65 1 X^1Sigmag+ 1 66 1 63BaRab.300
11323.98 0.05 A^1Piu 6 52 1 X^1Sigmag+ 3 52 1 63BaRab.442
11328.38 0.02 A^1Piu 3 73 1 X^1Sigmag+ 0 74 1 63BaRab.191
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11330.67 0.05 A^1Piu 6 59 1 X^1Sigmag+ 3 58 1 63BaRab.418
11331.2552 0.005 A^1Piu 2 18 1 X^1Sigmag+ 0 18 1 77ChMaMa.716
11331.2605 0.005 A^1Piu 2 18 1 X^1Sigmag+ 0 18 1 04ChYeWoLi.17
11335.45 0.02 A^1Piu 6 45 1 X^1Sigmag+ 3 46 1 63BaRab.464
11337.549 0.005807974 A^1Piu 2 11 1 X^1Sigmag+ 0 12 1 77ChMaMa.678
11337.5541 0.010979875 A^1Piu 2 11 1 X^1Sigmag+ 0 12 1 04ChYeWoLi.6
11340.94 0.05 A^1Piu 5 62 1 X^1Sigmag+ 2 62 1 63BaRab.364
11346.33 0.05 A^1Piu 5 69 1 X^1Sigmag+ 2 68 1 63BaRab.333
11347.8257 0.005673126 A^1Piu 2 16 1 X^1Sigmag+ 0 16 1 77ChMaMa.715
11347.8316 0.012469965 A^1Piu 2 16 1 X^1Sigmag+ 0 16 1 04ChYeWoLi.16
11348.3851 0.014 A^1Piu 2 25 1 X^1Sigmag+ 0 24 1 77ChMaMa.753
11352.38 0.012 A^1Piu 5 55 1 X^1Sigmag+ 2 56 1 63BaRab.390
11354.711 0.019452947 A^1Piu 2 9 1 X^1Sigmag+ 0 10 1 77ChMaMa.677
11354.7278 0.005 A^1Piu 2 9 1 X^1Sigmag+ 0 10 1 04ChYeWoLi.5
11362.5063 0.008891476 A^1Piu 2 14 1 X^1Sigmag+ 0 14 1 77ChMaMa.714
11362.5135 0.005 A^1Piu 2 14 1 X^1Sigmag+ 0 14 1 04ChYeWoLi.15
11364.4217 0.001 A^1Piu 2 23 1 X^1Sigmag+ 0 22 1 77ChMaMa.752
11370.0145 0.005 A^1Piu 2 7 1 X^1Sigmag+ 0 8 1 77ChMaMa.676
11370.022 0.010185635 A^1Piu 2 7 1 X^1Sigmag+ 0 8 1 04ChYeWoLi.4
11375.29 0.05 A^1Piu 6 50 1 X^1Sigmag+ 3 50 1 63BaRab.441
11375.307 0.005 A^1Piu 2 12 1 X^1Sigmag+ 0 12 1 77ChMaMa.713
11375.3094 0.005 A^1Piu 2 12 1 X^1Sigmag+ 0 12 1 04ChYeWoLi.14
11378.5575 0.00681066 A^1Piu 2 21 1 X^1Sigmag+ 0 20 1 77ChMaMa.751
11382.12 0.05 A^1Piu 6 57 1 X^1Sigmag+ 3 56 1 63BaRab.417
11382.8 0.02 A^1Piu 4 70 1 X^1Sigmag+ 1 70 1 63BaRab.266
11383.4028 0.022140764 A^1Piu 2 5 1 X^1Sigmag+ 0 6 1 77ChMaMa.675
11383.4241 0.003 A^1Piu 2 5 1 X^1Sigmag+ 0 6 1 04ChYeWoLi.3
11386.2123 0.014567647 A^1Piu 2 10 1 X^1Sigmag+ 0 10 1 77ChMaMa.712
11386.37 0.02 A^1Piu 6 43 1 X^1Sigmag+ 3 44 1 63BaRab.463
11387.38 0.05 A^1Piu 4 77 1 X^1Sigmag+ 1 76 1 63BaRab.230
11390.7945 0.005329934 A^1Piu 2 19 1 X^1Sigmag+ 0 18 1 77ChMaMa.750
11390.8029 0.007028693 A^1Piu 2 19 1 X^1Sigmag+ 0 18 1 04ChYeWoLi.27
11394.13 0.02100953 A^1Piu 4 63 1 X^1Sigmag+ 1 64 1 63BaRab.299
11394.9324 0.005 A^1Piu 2 3 1 X^1Sigmag+ 0 4 1 04ChYeWoLi.2
11395.1936 0.001 A^1Piu 2 8 1 X^1Sigmag+ 0 8 1 77ChMaMa.711
11395.2046 0.01160386 A^1Piu 2 8 1 X^1Sigmag+ 0 8 1 04ChYeWoLi.13
11396.16 0.05 A^1Piu 3 78 1 X^1Sigmag+ 0 78 1 63BaRab.153
11401.1619 0.006661516 A^1Piu 2 17 1 X^1Sigmag+ 0 16 1 77ChMaMa.749
11401.1685 0.01330462 A^1Piu 2 17 1 X^1Sigmag+ 0 16 1 04ChYeWoLi.26
11402.16 0.05 A^1Piu 5 60 1 X^1Sigmag+ 2 60 1 63BaRab.363
11402.2917 0.023391233 A^1Piu 2 6 1 X^1Sigmag+ 0 6 1 77ChMaMa.710
11402.3149 0.0042185 A^1Piu 2 6 1 X^1Sigmag+ 0 6 1 04ChYeWoLi.12
11404.5498 0.0157982 A^1Piu 2 1 1 X^1Sigmag+ 0 2 1 04ChYeWoLi.1
11407.31 0.02 A^1Piu 3 71 1 X^1Sigmag+ 0 72 1 63BaRab.190
11407.5065 0.024013947 A^1Piu 2 4 1 X^1Sigmag+ 0 4 1 77ChMaMa.709
11407.99 0.05 A^1Piu 5 67 1 X^1Sigmag+ 2 66 1 63BaRab.332
11409.598 0.005 A^1Piu 2 15 1 X^1Sigmag+ 0 14 1 77ChMaMa.748
11409.6035 0.005 A^1Piu 2 15 1 X^1Sigmag+ 0 14 1 04ChYeWoLi.25
11410.8352 0.0095018 A^1Piu 2 2 1 X^1Sigmag+ 0 2 1 77ChMaMa.708
11410.8463 0.019959339 A^1Piu 2 2 1 X^1Sigmag+ 0 2 1 04ChYeWoLi.11
11413.38 0.001 A^1Piu 5 53 1 X^1Sigmag+ 2 54 1 63BaRab.389
11415.4152 0.004466 A^1Piu 2 1 1 X^1Sigmag+ 0 0 1 04ChYeWoLi.19
11416.135 0.005 A^1Piu 2 13 1 X^1Sigmag+ 0 12 1 77ChMaMa.747
11416.1395 0.006425815 A^1Piu 2 13 1 X^1Sigmag+ 0 12 1 04ChYeWoLi.24
11420.2874 0.0214258 A^1Piu 2 3 1 X^1Sigmag+ 0 2 1 04ChYeWoLi.20
11420.7634 0.006955568 A^1Piu 2 11 1 X^1Sigmag+ 0 10 1 77ChMaMa.746
11420.7769 0.010399183 A^1Piu 2 11 1 X^1Sigmag+ 0 10 1 04ChYeWoLi.23
11423.2347 0.027233644 A^1Piu 2 5 1 X^1Sigmag+ 0 4 1 77ChMaMa.743
11423.2601 0.003 A^1Piu 2 5 1 X^1Sigmag+ 0 4 1 04ChYeWoLi.21
11423.492 0.005 A^1Piu 2 9 1 X^1Sigmag+ 0 8 1 77ChMaMa.745
11424.3275 0.005 A^1Piu 2 7 1 X^1Sigmag+ 0 6 1 77ChMaMa.744
11424.3364 0.0094171 A^1Piu 2 7 1 X^1Sigmag+ 0 6 1 04ChYeWoLi.22
11424.41 0.05 A^1Piu 6 48 1 X^1Sigmag+ 3 48 1 63BaRab.440
11431.57 0.05 A^1Piu 6 55 1 X^1Sigmag+ 3 54 1 63BaRab.416
11435.46 0.02 A^1Piu 6 41 1 X^1Sigmag+ 3 42 1 63BaRab.462
11452.12 0.02 A^1Piu 4 68 1 X^1Sigmag+ 1 68 1 63BaRab.265
11457.26 0.05 A^1Piu 4 75 1 X^1Sigmag+ 1 74 1 63BaRab.229
11461.39 0.001 A^1Piu 5 58 1 X^1Sigmag+ 2 58 1 63BaRab.362
11463.18 0.02 A^1Piu 4 61 1 X^1Sigmag+ 1 62 1 63BaRab.298
11467.69 0.05 A^1Piu 5 65 1 X^1Sigmag+ 2 64 1 63BaRab.331
11471.61 0.02 A^1Piu 6 46 1 X^1Sigmag+ 3 46 1 63BaRab.439
11472.46 0.011 A^1Piu 5 51 1 X^1Sigmag+ 2 52 1 63BaRab.388
11473.53 0.05 A^1Piu 3 76 1 X^1Sigmag+ 0 76 1 63BaRab.152
11478.96 0.05 A^1Piu 6 53 1 X^1Sigmag+ 3 52 1 63BaRab.415
11482.56 0.029248185 A^1Piu 6 39 1 X^1Sigmag+ 3 40 1 63BaRab.461
11484.31 0.032143645 A^1Piu 3 69 1 X^1Sigmag+ 0 70 1 63BaRab.189
11516.86 0.02 A^1Piu 6 44 1 X^1Sigmag+ 3 44 1 63BaRab.438
11518.71 0.001 A^1Piu 5 56 1 X^1Sigmag+ 2 56 1 63BaRab.361
11519.49 0.02 A^1Piu 4 66 1 X^1Sigmag+ 1 66 1 63BaRab.264
11524.86 0.05 A^1Piu 6 51 1 X^1Sigmag+ 3 50 1 63BaRab.414
11525.17 0.02 A^1Piu 4 73 1 X^1Sigmag+ 1 72 1 63BaRab.228
11525.41 0.05 A^1Piu 5 63 1 X^1Sigmag+ 2 62 1 63BaRab.330
11527.75 0.068125919 A^1Piu 6 37 1 X^1Sigmag+ 3 38 1 63BaRab.460
11529.64 0.02 A^1Piu 5 49 1 X^1Sigmag+ 2 50 1 63BaRab.387
11530.33 0.02 A^1Piu 4 59 1 X^1Sigmag+ 1 60 1 63BaRab.297
11548.98 0.02 A^1Piu 3 74 1 X^1Sigmag+ 0 74 1 63BaRab.151
11559.51 0.02 A^1Piu 3 67 1 X^1Sigmag+ 0 68 1 63BaRab.188
11560.18 0.02 A^1Piu 6 42 1 X^1Sigmag+ 3 42 1 63BaRab.437
11568.33 0.05 A^1Piu 6 49 1 X^1Sigmag+ 3 48 1 63BaRab.413
11570.96 0.02 A^1Piu 6 35 1 X^1Sigmag+ 3 36 1 63BaRab.459
11574.08 0.001 A^1Piu 5 54 1 X^1Sigmag+ 2 54 1 63BaRab.360
11581.16 0.05 A^1Piu 5 61 1 X^1Sigmag+ 2 60 1 63BaRab.329
11584.9 0.02 A^1Piu 4 64 1 X^1Sigmag+ 1 64 1 63BaRab.263
11584.9 0.022692579 A^1Piu 5 47 1 X^1Sigmag+ 2 48 1 63BaRab.386
11591.12 0.02 A^1Piu 4 71 1 X^1Sigmag+ 1 70 1 63BaRab.227
11595.48 0.02 A^1Piu 4 57 1 X^1Sigmag+ 1 58 1 63BaRab.296
11601.5 0.02 A^1Piu 6 40 1 X^1Sigmag+ 3 40 1 63BaRab.436
11609.88 0.02 A^1Piu 6 47 1 X^1Sigmag+ 3 46 1 63BaRab.412
11612.22 0.02 A^1Piu 6 33 1 X^1Sigmag+ 3 34 1 63BaRab.458
11622.52 0.02 A^1Piu 3 72 1 X^1Sigmag+ 0 72 1 63BaRab.150
11627.49 0.001 A^1Piu 5 52 1 X^1Sigmag+ 2 52 1 63BaRab.359
11632.73 0.02 A^1Piu 3 65 1 X^1Sigmag+ 0 66 1 63BaRab.187
11634.94 0.001 A^1Piu 5 59 1 X^1Sigmag+ 2 58 1 63BaRab.328
11638.14 0.02 A^1Piu 5 45 1 X^1Sigmag+ 2 46 1 63BaRab.385
11640.87 0.02 A^1Piu 6 38 1 X^1Sigmag+ 3 38 1 63BaRab.435
11648.43 0.02 A^1Piu 4 62 1 X^1Sigmag+ 1 62 1 63BaRab.262
11649.49 0.02 A^1Piu 6 45 1 X^1Sigmag+ 3 44 1 63BaRab.411
11651.57 0.02 A^1Piu 6 31 1 X^1Sigmag+ 3 32 1 63BaRab.457
11655.08 0.02 A^1Piu 4 69 1 X^1Sigmag+ 1 68 1 63BaRab.226
11658.87 0.02 A^1Piu 4 55 1 X^1Sigmag+ 1 56 1 63BaRab.295
11678.27 0.02 A^1Piu 6 36 1 X^1Sigmag+ 3 36 1 63BaRab.434
11678.94 0.02 A^1Piu 5 50 1 X^1Sigmag+ 2 50 1 63BaRab.358
11686.74 0.001 A^1Piu 5 57 1 X^1Sigmag+ 2 56 1 63BaRab.327
11687.1 0.02 A^1Piu 6 43 1 X^1Sigmag+ 3 42 1 63BaRab.410
11688.91 0.02 A^1Piu 6 29 1 X^1Sigmag+ 3 30 1 63BaRab.456
11689.75 0.02 A^1Piu 5 43 1 X^1Sigmag+ 2 44 1 63BaRab.384
11694.08 0.02 A^1Piu 3 70 1 X^1Sigmag+ 0 70 1 63BaRab.149
11700.32 0.05 A^1Piu 3 77 1 X^1Sigmag+ 0 76 1 63BaRab.114
11704.05 0.02 A^1Piu 3 63 1 X^1Sigmag+ 0 64 1 63BaRab.186
11709.97 0.02 A^1Piu 4 60 1 X^1Sigmag+ 1 60 1 63BaRab.261
11713.71 0.02 A^1Piu 6 34 1 X^1Sigmag+ 3 34 1 63BaRab.433
11717.08 0.02 A^1Piu 4 67 1 X^1Sigmag+ 1 66 1 63BaRab.225
11720.26 0.02 A^1Piu 4 53 1 X^1Sigmag+ 1 54 1 63BaRab.294
11722.74 0.02 A^1Piu 6 41 1 X^1Sigmag+ 3 40 1 63BaRab.409
11724.29 0.013260891 A^1Piu 6 27 1 X^1Sigmag+ 3 28 1 63BaRab.455
11728.48 0.02 A^1Piu 5 48 1 X^1Sigmag+ 2 48 1 63BaRab.357
11736.56 0.001 A^1Piu 5 55 1 X^1Sigmag+ 2 54 1 63BaRab.326
11738.94 0.02 A^1Piu 5 41 1 X^1Sigmag+ 2 42 1 63BaRab.383
11747.15 0.02 A^1Piu 6 32 1 X^1Sigmag+ 3 32 1 63BaRab.432
11756.36 0.029248185 A^1Piu 6 39 1 X^1Sigmag+ 3 38 1 63BaRab.408
11757.7 0.027905137 A^1Piu 6 25 1 X^1Sigmag+ 3 26 1 63BaRab.454
11763.7 0.02 A^1Piu 3 68 1 X^1Sigmag+ 0 68 1 63BaRab.148
11769.56 0.02 A^1Piu 4 58 1 X^1Sigmag+ 1 58 1 63BaRab.260
11770.55 0.02 A^1Piu 3 75 1 X^1Sigmag+ 0 74 1 63BaRab.113
11773.48 0.02 A^1Piu 3 61 1 X^1Sigmag+ 0 62 1 63BaRab.185
11775.98 0.02 A^1Piu 5 46 1 X^1Sigmag+ 2 46 1 63BaRab.356
11777.09 0.02 A^1Piu 4 65 1 X^1Sigmag+ 1 64 1 63BaRab.224
11778.61 0.02 A^1Piu 6 30 1 X^1Sigmag+ 3 30 1 63BaRab.431
11779.7 0.02 A^1Piu 4 51 1 X^1Sigmag+ 1 52 1 63BaRab.293
11784.38 0.001 A^1Piu 5 53 1 X^1Sigmag+ 2 52 1 63BaRab.325
11786.4 0.02 A^1Piu 5 39 1 X^1Sigmag+ 2 40 1 63BaRab.382
11788.01 0.068125919 A^1Piu 6 37 1 X^1Sigmag+ 3 36 1 63BaRab.407
11789.1915 0.078075307 A^1Piu 6 23 1 X^1Sigmag+ 3 24 1 63BaRab.453
11808.23 0.001 A^1Piu 6 28 1 X^1Sigmag+ 3 28 1 63BaRab.430
11817.65 0.02 A^1Piu 6 35 1 X^1Sigmag+ 3 34 1 63BaRab.406
11818.7 0.001 A^1Piu 6 21 1 X^1Sigmag+ 3 22 1 63BaRab.452
11821.54 0.02 A^1Piu 5 44 1 X^1Sigmag+ 2 44 1 63BaRab.355
11827.19 0.02 A^1Piu 4 56 1 X^1Sigmag+ 1 56 1 63BaRab.259
11831.38 0.02 A^1Piu 3 66 1 X^1Sigmag+ 0 66 1 63BaRab.147
11831.89 0.02 A^1Piu 5 37 1 X^1Sigmag+ 2 38 1 63BaRab.381
11835.13 0.009 A^1Piu 4 63 1 X^1Sigmag+ 1 62 1 63BaRab.223
11837.21 0.02 A^1Piu 4 49 1 X^1Sigmag+ 1 50 1 63BaRab.292
11838.68 0.02 A^1Piu 3 73 1 X^1Sigmag+ 0 72 1 63BaRab.112
11840.96 0.01 A^1Piu 3 59 1 X^1Sigmag+ 0 60 1 63BaRab.184
11845.28 0.02 A^1Piu 6 33 1 X^1Sigmag+ 3 32 1 63BaRab.405
11846.14 0.034572907 A^1Piu 6 19 1 X^1Sigmag+ 3 20 1 63BaRab.451
11861.14 0.001 A^1Piu 6 24 1 X^1Sigmag+ 3 24 1 63BaRab.429
11865.13 0.02 A^1Piu 5 42 1 X^1Sigmag+ 2 42 1 63BaRab.354
11870.93 0.02 A^1Piu 6 31 1 X^1Sigmag+ 3 30 1 63BaRab.404
11871.65 0.017228133 A^1Piu 6 17 1 X^1Sigmag+ 3 18 1 63BaRab.450
11874.06 0.02 A^1Piu 5 49 1 X^1Sigmag+ 2 48 1 63BaRab.323
11875.43 0.02 A^1Piu 5 35 1 X^1Sigmag+ 2 36 1 63BaRab.380
11882.86 0.02 A^1Piu 4 54 1 X^1Sigmag+ 1 54 1 63BaRab.258
11884.66 0.001 A^1Piu 6 22 1 X^1Sigmag+ 3 22 1 63BaRab.428
11891.15 0.02 A^1Piu 4 61 1 X^1Sigmag+ 1 60 1 63BaRab.222
11892.77 0.02 A^1Piu 4 47 1 X^1Sigmag+ 1 48 1 63BaRab.291
11894.56 0.02 A^1Piu 6 29 1 X^1Sigmag+ 3 28 1 63BaRab.403
11895.16 0.025266572 A^1Piu 6 15 1 X^1Sigmag+ 3 16 1 63BaRab.449
11897.12 0.02 A^1Piu 3 64 1 X^1Sigmag+ 0 64 1 63BaRab.146
11904.89 0.02 A^1Piu 3 71 1 X^1Sigmag+ 0 70 1 63BaRab.111
11906.17 0.001 A^1Piu 6 20 1 X^1Sigmag+ 3 20 1 63BaRab.427
11906.52 0.02 A^1Piu 3 57 1 X^1Sigmag+ 0 58 1 63BaRab.183
11906.72 0.02 A^1Piu 5 40 1 X^1Sigmag+ 2 40 1 63BaRab.353
11915.88 0.022692579 A^1Piu 5 47 1 X^1Sigmag+ 2 46 1 63BaRab.322
11916.18 0.018326055 A^1Piu 6 27 1 X^1Sigmag+ 3 26 1 63BaRab.402
11916.73 0.033021606 A^1Piu 6 13 1 X^1Sigmag+ 3 14 1 63BaRab.448
11916.98 0.02 A^1Piu 5 33 1 X^1Sigmag+ 2 34 1 63BaRab.379
11925.63 0.086881405 A^1Piu 6 18 1 X^1Sigmag+ 3 18 1 63BaRab.426
11935.79 0.031648309 A^1Piu 6 25 1 X^1Sigmag+ 3 24 1 63BaRab.401
11936.2 0.042079409 A^1Piu 6 11 1 X^1Sigmag+ 3 12 1 63BaRab.447
11936.54 0.007 A^1Piu 4 52 1 X^1Sigmag+ 1 52 1 63BaRab.257
11943.27 0.02 A^1Piu 6 16 1 X^1Sigmag+ 3 16 1 63BaRab.425
11945.17 0.02 A^1Piu 4 59 1 X^1Sigmag+ 1 58 1 63BaRab.221
11946.37 0.0086328 A^1Piu 4 45 1 X^1Sigmag+ 1 46 1 63BaRab.290
11947.03 0.02 A^1Piu 5 38 1 X^1Sigmag+ 2 38 1 63BaRab.352
11953.4485 0.078093142 A^1Piu 6 23 1 X^1Sigmag+ 3 22 1 63BaRab.400
11953.72 0.063387654 A^1Piu 6 9 1 X^1Sigmag+ 3 10 1 63BaRab.446
11955.72 0.02 A^1Piu 5 45 1 X^1Sigmag+ 2 44 1 63BaRab.321
11956.58 0.028339995 A^1Piu 5 31 1 X^1Sigmag+ 2 32 1 63BaRab.378
11958.79 0.005556994 A^1Piu 6 14 1 X^1Sigmag+ 3 14 1 63BaRab.424
11960.91 0.02 A^1Piu 3 62 1 X^1Sigmag+ 0 62 1 63BaRab.145
11969.09 0.001 A^1Piu 6 21 1 X^1Sigmag+ 3 20 1 63BaRab.399
11969.09 0.032143645 A^1Piu 3 69 1 X^1Sigmag+ 0 68 1 63BaRab.110
11969.26 0.051412374 A^1Piu 6 7 1 X^1Sigmag+ 3 8 1 63BaRab.445
11970.13 0.02 A^1Piu 3 55 1 X^1Sigmag+ 0 56 1 63BaRab.182
11972.32 0.02 A^1Piu 6 12 1 X^1Sigmag+ 3 12 1 63BaRab.423
11972.3297 0.0058157 A^1Piu 6 12 1 X^1Sigmag+ 3 12 1 04ChYeWoLi.177
11982.6648 0.0052404 A^1Piu 6 19 1 X^1Sigmag+ 3 18 1 04ChYeWoLi.187
11982.68 0.02 A^1Piu 6 19 1 X^1Sigmag+ 3 18 1 63BaRab.398
11982.83 0.014032567 A^1Piu 6 5 1 X^1Sigmag+ 3 6 1 63BaRab.444
11982.8482 0.010624034 A^1Piu 6 5 1 X^1Sigmag+ 3 6 1 04ChYeWoLi.171
11983.8632 0.010190068 A^1Piu 6 10 1 X^1Sigmag+ 3 10 1 04ChYeWoLi.176
11983.9 0.047446147 A^1Piu 6 10 1 X^1Sigmag+ 3 10 1 63BaRab.422
11984 0.02 A^1Piu 5 36 1 X^1Sigmag+ 2 36 1 63BaRab.351
11988.28 0.02 A^1Piu 4 50 1 X^1Sigmag+ 1 50 1 63BaRab.256
11993.3856 0.009833251 A^1Piu 6 8 1 X^1Sigmag+ 3 8 1 04ChYeWoLi.175
11994.2383 0.003 A^1Piu 6 17 1 X^1Sigmag+ 3 16 1 04ChYeWoLi.186
11994.3868 0.0064724 A^1Piu 6 3 1 X^1Sigmag+ 3 4 1 04ChYeWoLi.170
11997.14 0.02 A^1Piu 4 57 1 X^1Sigmag+ 1 56 1 63BaRab.220
11998.02 0.02 A^1Piu 4 43 1 X^1Sigmag+ 1 44 1 63BaRab.289
12000.904 0.005 A^1Piu 6 6 1 X^1Sigmag+ 3 6 1 04ChYeWoLi.174
12000.91 0.02 A^1Piu 6 6 1 X^1Sigmag+ 3 6 1 63BaRab.421
12003.8039 0.005729903 A^1Piu 6 15 1 X^1Sigmag+ 3 14 1 04ChYeWoLi.185
12003.82 0.022133573 A^1Piu 6 15 1 X^1Sigmag+ 3 14 1 63BaRab.397
12006.4188 0.004465549 A^1Piu 6 4 1 X^1Sigmag+ 3 4 1 04ChYeWoLi.173
12006.42 0.02 A^1Piu 6 4 1 X^1Sigmag+ 3 4 1 63BaRab.420
12009.9297 0.005 A^1Piu 6 2 1 X^1Sigmag+ 3 2 1 04ChYeWoLi.172
12009.98 0.051922656 A^1Piu 6 2 1 X^1Sigmag+ 3 2 1 63BaRab.419
12011.3565 0.0109274 A^1Piu 6 13 1 X^1Sigmag+ 3 12 1 04ChYeWoLi.184
12011.37 0.022866744 A^1Piu 6 13 1 X^1Sigmag+ 3 12 1 63BaRab.396
12014.4464 0.005 A^1Piu 6 1 1 X^1Sigmag+ 3 0 1 04ChYeWoLi.178
12016.9014 0.0038951000000000003 A^1Piu 6 11 1 X^1Sigmag+ 3 10 1 04ChYeWoLi.183
12016.92 0.025072846 A^1Piu 6 11 1 X^1Sigmag+ 3 10 1 63BaRab.395
12018.9617 0.007513 A^1Piu 6 3 1 X^1Sigmag+ 3 2 1 04ChYeWoLi.179
12019.64 0.02 A^1Piu 5 34 1 X^1Sigmag+ 2 34 1 63BaRab.350
12020.4322 0.005 A^1Piu 6 9 1 X^1Sigmag+ 3 8 1 04ChYeWoLi.182
12020.44 0.02 A^1Piu 6 9 1 X^1Sigmag+ 3 8 1 63BaRab.394
12021.4586 0.010971855 A^1Piu 6 5 1 X^1Sigmag+ 3 4 1 04ChYeWoLi.180
12021.48 0.034511855 A^1Piu 6 5 1 X^1Sigmag+ 3 4 1 63BaRab.392
12021.9 0.047558553 A^1Piu 6 7 1 X^1Sigmag+ 3 6 1 63BaRab.393
12021.9505 0.01003262 A^1Piu 6 7 1 X^1Sigmag+ 3 6 1 04ChYeWoLi.181
12022.69 0.02 A^1Piu 3 60 1 X^1Sigmag+ 0 60 1 63BaRab.144
12029.44 0.02 A^1Piu 5 41 1 X^1Sigmag+ 2 40 1 63BaRab.320
12029.86 0.02 A^1Piu 5 27 1 X^1Sigmag+ 2 28 1 63BaRab.377
12031.33 0.02 A^1Piu 3 67 1 X^1Sigmag+ 0 66 1 63BaRab.109
12031.82 0.009 A^1Piu 3 53 1 X^1Sigmag+ 0 54 1 63BaRab.181
12038.04 0.02 A^1Piu 4 48 1 X^1Sigmag+ 1 48 1 63BaRab.255
12047.26 0.02 A^1Piu 4 55 1 X^1Sigmag+ 1 54 1 63BaRab.219
12047.72 0.02 A^1Piu 4 41 1 X^1Sigmag+ 1 42 1 63BaRab.288
12053.3 0.02 A^1Piu 5 32 1 X^1Sigmag+ 2 32 1 63BaRab.349
12063.2 0.02 A^1Piu 5 39 1 X^1Sigmag+ 2 38 1 63BaRab.319
12063.49 0.0259358 A^1Piu 5 25 1 X^1Sigmag+ 2 26 1 63BaRab.376
12072.9644 0.005 d^3Pig 2 8 1 c^3Sigmau+ 1 8 3 13ChYeWa.167
12073.474 0.014 d^3Pig 2 8 1 c^3Sigmau+ 1 9 2 13ChYeWa.136
12082.52 0.022514773 A^1Piu 3 58 1 X^1Sigmag+ 0 58 1 63BaRab.143
12084.96 0.02 A^1Piu 5 30 1 X^1Sigmag+ 2 30 1 63BaRab.348
12085.79 0.030912392 A^1Piu 4 46 1 X^1Sigmag+ 1 46 1 63BaRab.254
12086.4488 0.009849400000000001 d^3Pig 2 11 1 c^3Sigmau+ 1 10 3 13ChYeWa.205
12087.0606 0.0062227 d^3Pig 2 11 1 c^3Sigmau+ 1 11 2 13ChYeWa.164
12091.52 0.032386254 A^1Piu 3 51 1 X^1Sigmag+ 0 52 1 63BaRab.180
12091.53 0.02 A^1Piu 3 65 1 X^1Sigmag+ 0 64 1 63BaRab.108
12091.8963 0.005 d^3Pig 2 6 1 c^3Sigmau+ 1 6 3 13ChYeWa.166
12092.347 0.005 d^3Pig 2 6 1 c^3Sigmau+ 1 7 2 13ChYeWa.135
12095.05 0.02 A^1Piu 5 37 1 X^1Sigmag+ 2 36 1 63BaRab.318
12095.18 0.033421374 A^1Piu 5 23 1 X^1Sigmag+ 2 24 1 63BaRab.375
12095.29 0.02 A^1Piu 4 53 1 X^1Sigmag+ 1 52 1 63BaRab.218
12095.44 0.032568011 A^1Piu 4 39 1 X^1Sigmag+ 1 40 1 63BaRab.287
12100.6734 0.005 d^3Pig 2 9 1 c^3Sigmau+ 1 8 3 13ChYeWa.204
12101.194 0.005 d^3Pig 2 9 1 c^3Sigmau+ 1 9 2 13ChYeWa.163
12108.5774 0.005 d^3Pig 2 4 1 c^3Sigmau+ 1 4 3 13ChYeWa.165
12108.989 0.005 d^3Pig 2 4 1 c^3Sigmau+ 1 5 2 13ChYeWa.134
12113.0601 0.005 d^3Pig 2 7 1 c^3Sigmau+ 1 6 3 13ChYeWa.203
12113.3643 0.005 d^3Pig 2 7 1 c^3Sigmau+ 1 8 1 13ChYeWa.133
12113.509 0.005 d^3Pig 2 7 1 c^3Sigmau+ 1 7 2 13ChYeWa.162
12114.64 0.02 A^1Piu 5 28 1 X^1Sigmag+ 2 28 1 63BaRab.347
12119.3321 0.005 d^3Pig 2 6 2 c^3Sigmau+ 1 6 3 13ChYeWa.177
12119.7862 0.005 d^3Pig 2 6 2 c^3Sigmau+ 1 7 2 13ChYeWa.144
12121.9408 0.005 d^3Pig 2 12 3 c^3Sigmau+ 1 13 2 13ChYeWa.155
12123.3506 0.005 d^3Pig 2 5 1 c^3Sigmau+ 1 4 3 13ChYeWa.202
12123.573 0.005 d^3Pig 2 5 1 c^3Sigmau+ 1 6 1 13ChYeWa.132
12123.753 0.0108405 d^3Pig 2 5 1 c^3Sigmau+ 1 5 2 13ChYeWa.161
12124.8302 0.0062557 d^3Pig 2 12 1 c^3Sigmau+ 1 11 2 13ChYeWa.200
12124.84 0.02 A^1Piu 5 35 1 X^1Sigmag+ 2 34 1 63BaRab.317
12124.84 0.027089808 A^1Piu 5 21 1 X^1Sigmag+ 2 22 1 63BaRab.374
12131.0087 0.005 d^3Pig 2 10 3 c^3Sigmau+ 1 10 3 13ChYeWa.189
12131.1115 0.005 d^3Pig 2 3 1 c^3Sigmau+ 1 2 3 13ChYeWa.201
12131.298 0.0102751 d^3Pig 2 3 1 c^3Sigmau+ 1 4 1 13ChYeWa.131
12131.51 0.008399069 d^3Pig 2 3 1 c^3Sigmau+ 1 3 2 13ChYeWa.160
12131.58 0.02 A^1Piu 4 44 1 X^1Sigmag+ 1 44 1 63BaRab.253
12131.6205 0.005066534 d^3Pig 2 10 3 c^3Sigmau+ 1 11 2 13ChYeWa.154
12131.8775 0.005 d^3Pig 2 4 2 c^3Sigmau+ 1 4 3 13ChYeWa.176
12132.278 0.014340700000000001 d^3Pig 2 4 2 c^3Sigmau+ 1 5 2 13ChYeWa.143
12132.278 0.022412883 d^3Pig 2 10 1 c^3Sigmau+ 1 9 2 13ChYeWa.199
12137.1438 0.005 d^3Pig 2 9 2 c^3Sigmau+ 1 10 1 13ChYeWa.141
12137.941 0.011448767 d^3Pig 2 8 1 c^3Sigmau+ 1 7 2 13ChYeWa.198
12139.7364 0.009617300000000002 d^3Pig 2 8 3 c^3Sigmau+ 1 8 3 13ChYeWa.188
12140.24 0.020011722 d^3Pig 2 8 3 c^3Sigmau+ 1 9 2 13ChYeWa.153
12140.4 0.008 A^1Piu 3 56 1 X^1Sigmag+ 0 56 1 63BaRab.142
12141.23 0.02 A^1Piu 4 37 1 X^1Sigmag+ 1 38 1 63BaRab.286
12141.3 0.032492366 A^1Piu 4 51 1 X^1Sigmag+ 1 50 1 63BaRab.217
12141.5122 0.005 d^3Pig 2 6 1 c^3Sigmau+ 1 6 1 13ChYeWa.158
12141.656 0.005 d^3Pig 2 2 1 c^3Sigmau+ 1 2 1 13ChYeWa.156
12141.696 0.005 d^3Pig 2 6 1 c^3Sigmau+ 1 5 2 13ChYeWa.197
12141.866 0.005 d^3Pig 2 2 1 c^3Sigmau+ 1 1 2 13ChYeWa.195
12142.29 0.0248523 A^1Piu 5 26 1 X^1Sigmag+ 2 26 1 63BaRab.346
12142.959 0.0062557 d^3Pig 2 4 1 c^3Sigmau+ 1 4 1 13ChYeWa.157
12143.0402 0.005 d^3Pig 2 2 2 c^3Sigmau+ 1 2 3 13ChYeWa.175
12143.172 0.005538117 d^3Pig 2 4 1 c^3Sigmau+ 1 3 2 13ChYeWa.196
12143.443 0.005001736 d^3Pig 2 2 2 c^3Sigmau+ 1 3 2 13ChYeWa.142
12143.4523 0.005 d^3Pig 2 7 2 c^3Sigmau+ 1 6 3 13ChYeWa.214
12143.683 0.09055090000000002 d^3Pig 2 7 2 c^3Sigmau+ 1 8 1 13ChYeWa.140
12147.3412 0.005 d^3Pig 2 6 3 c^3Sigmau+ 1 6 3 13ChYeWa.187
12147.787 0.008809865 d^3Pig 2 6 3 c^3Sigmau+ 1 7 2 13ChYeWa.152
12148.9484 0.005 d^3Pig 2 5 2 c^3Sigmau+ 1 4 3 13ChYeWa.213
12149.164 0.010416326 d^3Pig 2 5 2 c^3Sigmau+ 1 6 1 13ChYeWa.139
12149.31 0.02 A^1Piu 3 49 1 X^1Sigmag+ 0 50 1 63BaRab.179
12149.352 0.008817786 d^3Pig 2 5 2 c^3Sigmau+ 1 5 2 13ChYeWa.174
12149.72 0.064509638 A^1Piu 3 63 1 X^1Sigmag+ 0 62 1 63BaRab.107
12150.298 0.0090706 d^3Pig 2 3 1 c^3Sigmau+ 1 2 1 13ChYeWa.190
12152.56 0.02 A^1Piu 5 19 1 X^1Sigmag+ 2 20 1 63BaRab.373
12152.56 0.02 A^1Piu 5 33 1 X^1Sigmag+ 2 32 1 63BaRab.316
12153.0641 0.005 d^3Pig 2 3 2 c^3Sigmau+ 1 2 3 13ChYeWa.212
12153.255 0.0066649000000000005 d^3Pig 2 3 2 c^3Sigmau+ 1 4 1 13ChYeWa.138
12153.461 0.0121957 d^3Pig 2 3 2 c^3Sigmau+ 1 3 2 13ChYeWa.173
12153.7572 0.005 d^3Pig 2 4 3 c^3Sigmau+ 1 4 3 13ChYeWa.186
12154.167 0.005 d^3Pig 2 4 3 c^3Sigmau+ 1 5 2 13ChYeWa.151
12155.867 0.008712193 d^3Pig 2 1 2 c^3Sigmau+ 1 2 1 13ChYeWa.137
12157.733 0.005 d^3Pig 2 5 1 c^3Sigmau+ 1 4 1 13ChYeWa.191
12159.7519 0.0159907 d^3Pig 2 2 3 c^3Sigmau+ 1 2 3 13ChYeWa.185
12160.227 0.0768933 d^3Pig 2 2 3 c^3Sigmau+ 1 3 2 13ChYeWa.150
12162.231 0.005 d^3Pig 2 2 2 c^3Sigmau+ 1 2 1 13ChYeWa.168
12162.445 0.005 d^3Pig 2 2 2 c^3Sigmau+ 1 1 2 13ChYeWa.210
12162.67 0.0060808 d^3Pig 2 7 1 c^3Sigmau+ 1 6 1 13ChYeWa.192
12165.506 0.005 d^3Pig 2 9 1 c^3Sigmau+ 1 8 1 13ChYeWa.193
12166.265 0.005 d^3Pig 2 4 2 c^3Sigmau+ 1 4 1 13ChYeWa.169
12166.449 0.011789800000000001 d^3Pig 2 11 1 c^3Sigmau+ 1 10 1 13ChYeWa.194
12166.4766 0.005 d^3Pig 2 4 2 c^3Sigmau+ 1 3 2 13ChYeWa.211
12167.94 0.0441012 A^1Piu 5 24 1 X^1Sigmag+ 2 24 1 63BaRab.345
12168.945 0.005 d^3Pig 2 6 2 c^3Sigmau+ 1 6 1 13ChYeWa.170
12169.003 0.098215826 d^3Pig 2 13 3 c^3Sigmau+ 1 12 3 13ChYeWa.221
12169.8672 0.1018666 d^3Pig 2 13 3 c^3Sigmau+ 1 13 2 13ChYeWa.184
12170.5381 0.006089600000000001 d^3Pig 2 8 2 c^3Sigmau+ 1 8 1 13ChYeWa.171
12171.4992 0.0179212 d^3Pig 2 10 2 c^3Sigmau+ 1 10 1 13ChYeWa.172
12171.81 0.005 d^3Pig 2 1 3 c^3Sigmau+ 1 2 1 13ChYeWa.145
12172.0206 0.005 d^3Pig 2 1 3 c^3Sigmau+ 1 1 2 13ChYeWa.178
12172.1619 0.005 d^3Pig 2 11 3 c^3Sigmau+ 1 10 3 13ChYeWa.220
12172.255 0.005 d^3Pig 2 3 2 c^3Sigmau+ 1 2 1 13ChYeWa.206
12172.7651 0.005 d^3Pig 2 11 3 c^3Sigmau+ 1 12 1 13ChYeWa.149
12172.7736 0.005 d^3Pig 2 11 3 c^3Sigmau+ 1 11 2 13ChYeWa.183
12172.9775 0.005 d^3Pig 2 3 3 c^3Sigmau+ 1 2 3 13ChYeWa.216
12173.179 0.0070763 d^3Pig 2 3 3 c^3Sigmau+ 1 4 1 13ChYeWa.146
12173.385 0.005 d^3Pig 2 3 3 c^3Sigmau+ 1 3 2 13ChYeWa.179
12174.0334 0.0122287 d^3Pig 2 9 3 c^3Sigmau+ 1 8 3 13ChYeWa.219
12174.243 0.005 d^3Pig 2 5 3 c^3Sigmau+ 1 4 3 13ChYeWa.217
12174.4595 0.012216600000000001 d^3Pig 2 9 3 c^3Sigmau+ 1 10 1 13ChYeWa.148
12174.478 0.020103600000000003 d^3Pig 2 5 3 c^3Sigmau+ 1 6 1 13ChYeWa.147
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12174.739 0.1024012 d^3Pig 2 5 3 c^3Sigmau+ 1 5 2 13ChYeWa.180
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12175.36 0.02 A^1Piu 4 42 1 X^1Sigmag+ 1 42 1 63BaRab.252
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12178.2452 0.003 A^1Piu 5 17 1 X^1Sigmag+ 2 18 1 04ChYeWoLi.152
12178.31 0.028339995 A^1Piu 5 31 1 X^1Sigmag+ 2 30 1 63BaRab.315
12183.334 0.005 d^3Pig 2 5 2 c^3Sigmau+ 1 4 1 13ChYeWa.207
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12185.33 0.036280704 A^1Piu 4 49 1 X^1Sigmag+ 1 48 1 63BaRab.216
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12192.253 0.081890411 d^3Pig 2 3 3 c^3Sigmau+ 1 2 1 13ChYeWa.215
12193.004 0.064950262 d^3Pig 2 7 2 c^3Sigmau+ 1 6 1 13ChYeWa.208
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12201.91 0.022531269 A^1Piu 5 15 1 X^1Sigmag+ 2 16 1 63BaRab.371
12201.9218 0.006738428 A^1Piu 5 15 1 X^1Sigmag+ 2 16 1 04ChYeWoLi.151
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12223.6288 0.011485100000000002 A^1Piu 5 13 1 X^1Sigmag+ 2 14 1 04ChYeWoLi.150
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12232.947 0.0049995000000000005 A^1Piu 5 18 1 X^1Sigmag+ 2 18 1 04ChYeWoLi.161
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12260.9826 0.0107349 A^1Piu 5 9 1 X^1Sigmag+ 2 10 1 04ChYeWoLi.148
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12276.8955 0.005 A^1Piu 5 21 1 X^1Sigmag+ 2 20 1 04ChYeWoLi.169
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12300.9984 0.0159709 A^1Piu 5 8 1 X^1Sigmag+ 2 8 1 04ChYeWoLi.156
12301.01 0.025893948 A^1Piu 5 8 1 X^1Sigmag+ 2 8 1 63BaRab.337
12301.9333 0.014790572 A^1Piu 5 3 1 X^1Sigmag+ 2 4 1 04ChYeWoLi.145
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12310.94 0.02 A^1Piu 3 43 1 X^1Sigmag+ 0 44 1 63BaRab.176
12311.5555 0.003 A^1Piu 5 1 1 X^1Sigmag+ 2 2 1 04ChYeWoLi.144
12311.72 0.010490516 A^1Piu 5 15 1 X^1Sigmag+ 2 14 1 63BaRab.307
12312.42 0.02 A^1Piu 3 57 1 X^1Sigmag+ 0 56 1 63BaRab.104
12314.08 0.001 A^1Piu 5 4 1 X^1Sigmag+ 2 4 1 63BaRab.335
12314.1072 0.028907205 A^1Piu 5 4 1 X^1Sigmag+ 2 4 1 04ChYeWoLi.154
12317.62 0.001 A^1Piu 5 2 1 X^1Sigmag+ 2 2 1 63BaRab.334
12317.6422 0.023556934 A^1Piu 5 2 1 X^1Sigmag+ 2 2 1 04ChYeWoLi.153
12319.28 0.016743058 A^1Piu 5 13 1 X^1Sigmag+ 2 12 1 63BaRab.306
12319.3013 0.008013365 A^1Piu 5 13 1 X^1Sigmag+ 2 12 1 04ChYeWoLi.168
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12324.8424 0.0126247 A^1Piu 5 11 1 X^1Sigmag+ 2 10 1 04ChYeWoLi.167
12326.76 0.02 A^1Piu 5 3 1 X^1Sigmag+ 2 2 1 63BaRab.301
12326.7697 0.013262114 A^1Piu 5 3 1 X^1Sigmag+ 2 2 1 04ChYeWoLi.163
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12329.3226 0.0114114 A^1Piu 5 5 1 X^1Sigmag+ 2 4 1 04ChYeWoLi.164
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12330.66 0.02 A^1Piu 4 34 1 X^1Sigmag+ 1 34 1 63BaRab.248
12340.33 0.02 A^1Piu 4 27 1 X^1Sigmag+ 1 28 1 63BaRab.281
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12360.85 0.02 A^1Piu 3 41 1 X^1Sigmag+ 0 42 1 63BaRab.175
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12410.81 0.02 A^1Piu 3 53 1 X^1Sigmag+ 0 52 1 63BaRab.102
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12414.703 0.005 d^3Pig 1 5 2 c^3Sigmau+ 0 6 3 13ChYeWa.26
12415.772 0.005 d^3Pig 1 9 1 c^3Sigmau+ 0 10 1 13ChYeWa.5
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12420.835 0.0169103 d^3Pig 1 8 2 c^3Sigmau+ 0 8 3 13ChYeWa.77
12421.072 0.0078738 d^3Pig 1 8 2 c^3Sigmau+ 0 9 2 13ChYeWa.20
12424.176 0.010062164 d^3Pig 1 4 1 c^3Sigmau+ 0 5 2 13ChYeWa.8
12424.273 0.0213477 d^3Pig 1 14 3 c^3Sigmau+ 0 15 2 13ChYeWa.38
12425.356 0.019344600000000003 d^3Pig 1 7 3 c^3Sigmau+ 0 8 3 13ChYeWa.43
12426.11 0.02 A^1Piu 4 28 1 X^1Sigmag+ 1 28 1 63BaRab.245
12428.332 0.006061 d^3Pig 1 7 1 c^3Sigmau+ 0 8 1 13ChYeWa.4
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12434.158 0.005333062 d^3Pig 1 3 2 c^3Sigmau+ 0 4 3 13ChYeWa.25
12434.775 0.0111232 d^3Pig 1 6 2 c^3Sigmau+ 0 6 3 13ChYeWa.76
12435.035 0.005 d^3Pig 1 6 2 c^3Sigmau+ 0 7 2 13ChYeWa.19
12435.91 0.02 A^1Piu 4 21 1 X^1Sigmag+ 1 22 1 63BaRab.278
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12438.764 0.005 d^3Pig 1 5 1 c^3Sigmau+ 0 6 1 13ChYeWa.3
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12469.059 0.015 d^3Pig 1 3 2 c^3Sigmau+ 0 3 2 13ChYeWa.68
12469.462 0.005370552 d^3Pig 1 4 3 c^3Sigmau+ 0 4 3 13ChYeWa.91
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12490.672 0.0117325 d^3Pig 1 7 3 c^3Sigmau+ 0 6 3 13ChYeWa.126
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13070.552 0.002 d^3Pig 5 2 3 c^3Sigmau+ 3 3 2 13NaEn.68
13072.173 0.002 d^3Pig 5 7 1 c^3Sigmau+ 3 6 1 13NaEn.69
13072.966 0.003 d^3Pig 5 2 2 c^3Sigmau+ 3 2 1 13NaEn.70
13073.209 0.004 d^3Pig 5 2 2 c^3Sigmau+ 3 1 2 13NaEn.71
13073.551 0.001 d^3Pig 5 9 1 c^3Sigmau+ 3 8 1 13NaEn.72
13076.377 0.003 d^3Pig 5 4 2 c^3Sigmau+ 3 4 1 13NaEn.73
13076.646 0.004 d^3Pig 5 4 2 c^3Sigmau+ 3 3 2 13NaEn.74
13077.212 0.001 d^3Pig 5 0 3 c^3Sigmau+ 3 1 2 13NaEn.75
13078.118 0.0013948 d^3Pig 5 6 2 c^3Sigmau+ 3 6 1 13NaEn.76
13078.396 0.0031152 d^3Pig 5 6 2 c^3Sigmau+ 3 5 2 13NaEn.77
13079.7877 0.005 A^1Piu 8 7 1 X^1Sigmag+ 4 8 1 04ChYeWoLi.272
13079.937 0.001 d^3Pig 5 9 3 c^3Sigmau+ 3 8 3 13NaEn.78
13080.9056 0.005 A^1Piu 8 12 1 X^1Sigmag+ 4 12 1 04ChYeWoLi.282
13081.705 0.0036542 d^3Pig 5 1 3 c^3Sigmau+ 3 0 3 13NaEn.79
13082.102 0.0024607 d^3Pig 5 1 3 c^3Sigmau+ 3 2 1 13NaEn.80
13082.344 0.001 d^3Pig 5 1 3 c^3Sigmau+ 3 1 2 13NaEn.81
13082.586 0.0015884 d^3Pig 5 3 2 c^3Sigmau+ 3 2 1 13NaEn.82
13082.777 0.009 d^3Pig 5 3 3 c^3Sigmau+ 3 2 3 13NaEn.83
13082.897 0.001 d^3Pig 5 3 3 c^3Sigmau+ 3 4 1 13NaEn.84
13083.126 0.002 d^3Pig 5 5 3 c^3Sigmau+ 3 4 3 13NaEn.85
13083.165 0.001 d^3Pig 5 3 3 c^3Sigmau+ 3 3 2 13NaEn.86
13083.492 0.0100716 d^3Pig 5 5 3 c^3Sigmau+ 3 5 2 13NaEn.87
13086.9249 0.005 A^1Piu 8 19 1 X^1Sigmag+ 4 18 1 04ChYeWoLi.293
13088.974 0.001 d^3Pig 5 2 3 c^3Sigmau+ 3 2 1 13NaEn.88
13089.214 0.005 d^3Pig 5 2 3 c^3Sigmau+ 3 1 2 13NaEn.89
13092.729 0.001 d^3Pig 5 5 2 c^3Sigmau+ 3 4 1 13NaEn.90
13093.1634 0.005 A^1Piu 8 10 1 X^1Sigmag+ 4 10 1 04ChYeWoLi.281
13097.277 0.001 d^3Pig 5 4 3 c^3Sigmau+ 3 4 1 13NaEn.91
13097.544 0.001 d^3Pig 5 4 3 c^3Sigmau+ 3 3 2 13NaEn.92
13099.7585 0.005 A^1Piu 8 17 1 X^1Sigmag+ 4 16 1 04ChYeWoLi.292
13101.186 0.014828 d^3Pig 5 7 2 c^3Sigmau+ 3 6 1 13NaEn.93
13101.585 0.001 d^3Pig 5 3 3 c^3Sigmau+ 3 2 1 13NaEn.94
13103.2919 0.005 A^1Piu 8 8 1 X^1Sigmag+ 4 8 1 04ChYeWoLi.280
13105.4051 0.005 A^1Piu 8 3 1 X^1Sigmag+ 4 4 1 04ChYeWoLi.271
13110.4575 0.005 A^1Piu 8 15 1 X^1Sigmag+ 4 14 1 04ChYeWoLi.291
13111.2896 0.005 A^1Piu 8 6 1 X^1Sigmag+ 4 6 1 04ChYeWoLi.279
13117.1549 0.005 A^1Piu 8 4 1 X^1Sigmag+ 4 4 1 04ChYeWoLi.278
13118.56 0.041999874 A^1Piu 4 70 1 X^1Sigmag+ 0 70 1 63BaRab.536
13119.0045 0.006061673 A^1Piu 8 13 1 X^1Sigmag+ 4 12 1 04ChYeWoLi.290
13120.8893 0.005 A^1Piu 8 2 1 X^1Sigmag+ 4 2 1 04ChYeWoLi.277
13125.4297 0.006126148 A^1Piu 8 11 1 X^1Sigmag+ 4 10 1 04ChYeWoLi.289
13129.7034 0.005 A^1Piu 8 9 1 X^1Sigmag+ 4 8 1 04ChYeWoLi.288
13131.8384 0.005 A^1Piu 8 5 1 X^1Sigmag+ 4 4 1 04ChYeWoLi.286
13131.8396 0.005 A^1Piu 8 7 1 X^1Sigmag+ 4 6 1 04ChYeWoLi.287
13145.01 0.02 A^1Piu 4 63 1 X^1Sigmag+ 0 64 1 63BaRab.571
13181.979 0.001 A^1Piu 13 3 1 X^1Sigmag+ 8 4 1 13NaEn.95
13191.271 0.001 A^1Piu 13 1 1 X^1Sigmag+ 8 2 1 13NaEn.96
13193.017 0.001 A^1Piu 13 4 1 X^1Sigmag+ 8 4 1 13NaEn.97
13193.05 0.02 A^1Piu 4 68 1 X^1Sigmag+ 0 68 1 63BaRab.535
13196.789 0.001 A^1Piu 13 2 1 X^1Sigmag+ 8 2 1 13NaEn.98
13201.155 0.0048521 A^1Piu 13 1 1 X^1Sigmag+ 8 0 1 13NaEn.99
13205.052 0.001 A^1Piu 13 3 1 X^1Sigmag+ 8 2 1 13NaEn.100
13206.792 0.004 A^1Piu 13 5 1 X^1Sigmag+ 8 4 1 13NaEn.101
13218.81 0.02 A^1Piu 4 61 1 X^1Sigmag+ 0 62 1 63BaRab.570
13255.49 0.02 A^1Piu 4 73 1 X^1Sigmag+ 0 72 1 63BaRab.501
13265.47 0.02 A^1Piu 4 66 1 X^1Sigmag+ 0 66 1 63BaRab.534
13290.53 0.02021446 A^1Piu 4 59 1 X^1Sigmag+ 0 60 1 63BaRab.569
13326.84 0.02 A^1Piu 4 71 1 X^1Sigmag+ 0 70 1 63BaRab.500
13328.6564 0.017824354 A^1Piu 7 15 1 X^1Sigmag+ 3 16 1 04ChYeWoLi.251
13335.83 0.072961366 A^1Piu 4 64 1 X^1Sigmag+ 0 64 1 63BaRab.533
13336.4731 0.003 A^1Piu 7 20 1 X^1Sigmag+ 3 20 1 04ChYeWoLi.261
13351.1897 0.007873675 A^1Piu 7 13 1 X^1Sigmag+ 3 14 1 04ChYeWoLi.250
13357.3842 0.003 A^1Piu 7 18 1 X^1Sigmag+ 3 18 1 04ChYeWoLi.260
13360.1 0.02 A^1Piu 4 57 1 X^1Sigmag+ 0 58 1 63BaRab.568
13371.5991 0.005 A^1Piu 7 11 1 X^1Sigmag+ 3 12 1 04ChYeWoLi.249
13376.1523 0.003 A^1Piu 7 16 1 X^1Sigmag+ 3 16 1 04ChYeWoLi.259
13389.879 0.003 A^1Piu 7 9 1 X^1Sigmag+ 3 10 1 04ChYeWoLi.248
13392.7797 0.005 A^1Piu 7 14 1 X^1Sigmag+ 3 14 1 04ChYeWoLi.258
13396.02 0.02 A^1Piu 4 69 1 X^1Sigmag+ 0 68 1 63BaRab.499
13404.04 0.02 A^1Piu 4 62 1 X^1Sigmag+ 0 62 1 63BaRab.532
13406.0149 0.008648785 A^1Piu 7 7 1 X^1Sigmag+ 3 8 1 04ChYeWoLi.247
13407.2659 0.003 A^1Piu 7 12 1 X^1Sigmag+ 3 12 1 04ChYeWoLi.257
13419.6073 0.005 A^1Piu 7 10 1 X^1Sigmag+ 3 10 1 04ChYeWoLi.256
13420.011 0.005 A^1Piu 7 5 1 X^1Sigmag+ 3 6 1 04ChYeWoLi.246
13426.533 0.005 A^1Piu 7 17 1 X^1Sigmag+ 3 16 1 04ChYeWoLi.270
13427.79 0.044 A^1Piu 4 55 1 X^1Sigmag+ 0 56 1 63BaRab.567
13429.806 0.003 A^1Piu 7 8 1 X^1Sigmag+ 3 8 1 04ChYeWoLi.255
13431.8661 0.005 A^1Piu 7 3 1 X^1Sigmag+ 3 4 1 04ChYeWoLi.245
13437.2575 0.003 A^1Piu 7 15 1 X^1Sigmag+ 3 14 1 04ChYeWoLi.269
13437.8488 0.003 A^1Piu 7 6 1 X^1Sigmag+ 3 6 1 04ChYeWoLi.254
13443.7546 0.003 A^1Piu 7 4 1 X^1Sigmag+ 3 4 1 04ChYeWoLi.253
13445.8272 0.020221478 A^1Piu 7 13 1 X^1Sigmag+ 3 12 1 04ChYeWoLi.268
13447.5155 0.005 A^1Piu 7 2 1 X^1Sigmag+ 3 2 1 04ChYeWoLi.252
13452.1045 0.005 A^1Piu 7 1 1 X^1Sigmag+ 3 0 1 04ChYeWoLi.262
13452.2594 0.005 A^1Piu 7 11 1 X^1Sigmag+ 3 10 1 04ChYeWoLi.267
13456.4366 0.005 A^1Piu 7 3 1 X^1Sigmag+ 3 2 1 04ChYeWoLi.263
13456.5323 0.007325555 A^1Piu 7 9 1 X^1Sigmag+ 3 8 1 04ChYeWoLi.266
13458.6358 0.008559614 A^1Piu 7 7 1 X^1Sigmag+ 3 6 1 04ChYeWoLi.265
13458.6368 0.018351879 A^1Piu 7 5 1 X^1Sigmag+ 3 4 1 04ChYeWoLi.264
13463.03 0.034445797 A^1Piu 4 67 1 X^1Sigmag+ 0 66 1 63BaRab.498
13470.16 0.02 A^1Piu 4 60 1 X^1Sigmag+ 0 60 1 63BaRab.531
13490.274 0.011 A^1Piu 12 3 1 X^1Sigmag+ 7 4 1 13NaEn.102
13493.24 0.02 A^1Piu 4 53 1 X^1Sigmag+ 0 54 1 63BaRab.566
13499.729 0.001 A^1Piu 12 1 1 X^1Sigmag+ 7 2 1 13NaEn.103
13501.459 0.007 A^1Piu 12 4 1 X^1Sigmag+ 7 4 1 13NaEn.104
13505.311 0.001 A^1Piu 12 2 1 X^1Sigmag+ 7 2 1 13NaEn.105
13509.762 0.001 A^1Piu 12 1 1 X^1Sigmag+ 7 0 1 13NaEn.106
13513.69 0.002 A^1Piu 12 3 1 X^1Sigmag+ 7 2 1 13NaEn.107
13515.417 0.002 A^1Piu 12 5 1 X^1Sigmag+ 7 4 1 13NaEn.108
13527.94 0.02 A^1Piu 4 65 1 X^1Sigmag+ 0 64 1 63BaRab.497
13534.17 0.02 A^1Piu 4 58 1 X^1Sigmag+ 0 58 1 63BaRab.530
13549.79 0.001 d^3Pig 8 5 1 c^3Sigmau+ 5 4 3 13NaEn.109
13556.64 0.008 A^1Piu 4 51 1 X^1Sigmag+ 0 52 1 63BaRab.565
13559.191 0.004 d^3Pig 8 3 1 c^3Sigmau+ 5 4 1 13NaEn.110
13559.462 0.011 d^3Pig 8 3 1 c^3Sigmau+ 5 3 2 13NaEn.111
13563.505 0.013 d^3Pig 8 1 2 c^3Sigmau+ 5 2 3 13NaEn.112
13569.138 0.009 d^3Pig 8 2 2 c^3Sigmau+ 5 2 3 13NaEn.113
13569.687 0.012526800000000001 d^3Pig 8 4 1 c^3Sigmau+ 5 4 1 13NaEn.114
13569.786 0.001 d^3Pig 8 2 1 c^3Sigmau+ 5 2 1 13NaEn.115
13569.968 0.015807 d^3Pig 8 4 1 c^3Sigmau+ 5 3 2 13NaEn.116
13570.042 0.001 d^3Pig 8 2 1 c^3Sigmau+ 5 1 2 13NaEn.117
13577.484 0.006122600000000001 d^3Pig 8 3 1 c^3Sigmau+ 5 2 1 13NaEn.118
13578.556 0.0811558 d^3Pig 8 3 2 c^3Sigmau+ 5 2 3 13NaEn.119
13578.663 0.0621137 d^3Pig 8 3 2 c^3Sigmau+ 5 4 1 13NaEn.120
13578.95 0.055 d^3Pig 8 3 2 c^3Sigmau+ 5 3 2 13NaEn.121
13581.527 0.001 d^3Pig 8 1 2 c^3Sigmau+ 5 0 3 13NaEn.122
13581.936 0.004 d^3Pig 8 1 2 c^3Sigmau+ 5 2 1 13NaEn.123
13582.19 0.004 d^3Pig 8 1 2 c^3Sigmau+ 5 1 2 13NaEn.124
13582.782 0.027 d^3Pig 8 5 1 c^3Sigmau+ 5 4 1 13NaEn.125
13584.522 0.011 d^3Pig 8 2 3 c^3Sigmau+ 5 2 3 13NaEn.126
13587.564 0.005 d^3Pig 8 2 2 c^3Sigmau+ 5 2 1 13NaEn.127
13587.823 0.001 d^3Pig 8 2 2 c^3Sigmau+ 5 1 2 13NaEn.128
13590.74 0.02 A^1Piu 4 63 1 X^1Sigmag+ 0 62 1 63BaRab.496
13596.08 0.02 A^1Piu 4 56 1 X^1Sigmag+ 0 56 1 63BaRab.529
13596.228 0.5 d^3Pig 8 3 3 c^3Sigmau+ 5 2 3 13NaEn.129
13596.4146 0.295 d^3Pig 8 1 3 c^3Sigmau+ 5 2 1 13NaEn.130
13596.6333 0.5 d^3Pig 8 3 3 c^3Sigmau+ 5 3 2 13NaEn.131
13596.6692 0.288 d^3Pig 8 1 3 c^3Sigmau+ 5 1 2 13NaEn.132
13596.981 0.07 d^3Pig 8 3 2 c^3Sigmau+ 5 2 1 13NaEn.133
13601.7112 0.023432200000000004 d^3Pig 3 15 1 c^3Sigmau+ 1 16 3 14NaEn.10
13602.954 0.001 d^3Pig 8 2 3 c^3Sigmau+ 5 2 1 13NaEn.134
13603.22 0.012 d^3Pig 8 2 3 c^3Sigmau+ 5 1 2 13NaEn.135
13614.6506 0.5 d^3Pig 8 3 3 c^3Sigmau+ 5 2 1 13NaEn.136
13617.99 0.0363363 A^1Piu 4 49 1 X^1Sigmag+ 0 50 1 63BaRab.564
13635.1773 0.005712542 A^1Piu 6 17 1 X^1Sigmag+ 2 18 1 04ChYeWoLi.226
13635.8643 0.0150271 d^3Pig 3 13 1 c^3Sigmau+ 1 14 3 14NaEn.22
13650.419 0.050932200000000004 d^3Pig 3 20 2 c^3Sigmau+ 1 21 2 14NaEn.199
13651.32 0.02 A^1Piu 4 61 1 X^1Sigmag+ 0 60 1 63BaRab.495
13655.88 0.036099733 A^1Piu 4 54 1 X^1Sigmag+ 0 54 1 63BaRab.528
13660.0195 0.003 A^1Piu 6 15 1 X^1Sigmag+ 2 16 1 04ChYeWoLi.225
13665.4259 0.0035 d^3Pig 3 11 1 c^3Sigmau+ 1 12 3 14NaEn.30
13672.544 0.051854000000000004 d^3Pig 3 7 3 a^3Piu 7 8 3 14NaEn.206
13672.91 0.0035 d^3Pig 3 8 3 a^3Piu 7 9 3 14NaEn.207
13672.91 0.015469300000000002 d^3Pig 3 9 3 a^3Piu 7 10 3 14NaEn.208
13673.01 0.0035 d^3Pig 3 6 3 a^3Piu 7 7 3 14NaEn.209
13673.231 0.0035 d^3Pig 3 8 2 a^3Piu 7 9 2 14NaEn.210
13673.315 0.0035 d^3Pig 3 9 2 a^3Piu 7 10 2 14NaEn.211
13673.464 0.0055979 d^3Pig 3 9 1 a^3Piu 7 10 1 14NaEn.213
13673.464 0.0127985 d^3Pig 3 7 2 a^3Piu 7 8 2 14NaEn.212
13673.521 0.0175978 d^3Pig 3 10 2 a^3Piu 7 11 2 14NaEn.215
13673.521 0.0381623 d^3Pig 3 5 3 a^3Piu 7 6 3 14NaEn.214
13673.579 0.0035 d^3Pig 3 11 1 a^3Piu 7 12 1 14NaEn.216
13674.089 0.009773500000000001 d^3Pig 3 10 1 a^3Piu 7 11 1 14NaEn.217
13674.211 0.008574648 d^3Pig 3 6 2 a^3Piu 7 7 2 14NaEn.218
13674.211 0.0316019 d^3Pig 3 10 3 a^3Piu 7 11 3 14NaEn.219
13674.306 0.0035 d^3Pig 3 8 1 a^3Piu 7 9 1 14NaEn.220
13674.443 0.006881434 d^3Pig 3 11 2 a^3Piu 7 12 2 14NaEn.221
13674.443 0.009409400000000002 d^3Pig 3 14 1 a^3Piu 7 15 1 14NaEn.222
13674.502 0.012114300000000001 d^3Pig 3 11 3 a^3Piu 7 12 3 14NaEn.223
13674.57 0.0035 d^3Pig 3 13 1 a^3Piu 7 14 1 14NaEn.225
13674.57 0.0035 d^3Pig 3 7 1 a^3Piu 7 8 1 14NaEn.224
13674.642 0.0035 d^3Pig 3 4 3 a^3Piu 7 5 3 14NaEn.226
13674.913 0.0104676 d^3Pig 3 12 2 a^3Piu 7 13 2 14NaEn.227
13675.045 0.0035 d^3Pig 3 5 2 a^3Piu 7 6 2 14NaEn.228
13675.097 0.0035 d^3Pig 3 12 1 a^3Piu 7 13 1 14NaEn.229
13675.279 0.0035 d^3Pig 3 13 2 a^3Piu 7 14 2 14NaEn.230
13675.826 0.007385400000000001 d^3Pig 3 6 1 a^3Piu 7 7 1 14NaEn.232
13675.95 0.006595769 d^3Pig 3 15 1 a^3Piu 7 16 1 14NaEn.233
13675.998 0.007090600000000001 d^3Pig 3 3 3 a^3Piu 7 4 3 14NaEn.234
13676.541 0.009222400000000002 d^3Pig 3 4 2 a^3Piu 7 5 2 14NaEn.235
13676.888 0.015818513 d^3Pig 3 5 1 a^3Piu 7 6 1 14NaEn.236
13676.947 0.017303000000000002 d^3Pig 3 12 3 a^3Piu 7 13 3 14NaEn.237
13676.947 0.0396561 d^3Pig 3 14 2 a^3Piu 7 15 2 14NaEn.239
13676.947 0.25606460000000003 d^3Pig 3 13 3 a^3Piu 7 14 3 14NaEn.238
13677.2 0.0268961 A^1Piu 4 47 1 X^1Sigmag+ 0 48 1 63BaRab.563
13677.821 0.0035 d^3Pig 3 16 2 a^3Piu 7 17 2 14NaEn.240
13677.964 0.0035 d^3Pig 3 2 3 a^3Piu 7 3 3 14NaEn.241
13678.043 0.006604400000000001 d^3Pig 3 3 2 a^3Piu 7 4 2 14NaEn.242
13678.564 0.006235900000000001 d^3Pig 3 4 1 a^3Piu 7 5 1 14NaEn.243
13678.731 0.0225709 d^3Pig 3 15 3 a^3Piu 7 16 3 14NaEn.244
13680.232 0.0055231 d^3Pig 3 2 2 a^3Piu 7 3 2 14NaEn.245
13680.293 0.0035 d^3Pig 3 1 3 a^3Piu 7 2 3 14NaEn.246
13680.293 0.013794000000000002 d^3Pig 3 3 1 a^3Piu 7 4 1 14NaEn.247
13681.067 0.008542600000000001 d^3Pig 3 14 3 a^3Piu 7 15 3 14NaEn.248
13682.144 0.0149105 d^3Pig 3 15 2 a^3Piu 7 16 2 14NaEn.249
13682.364 0.018 d^3Pig 3 2 1 a^3Piu 7 3 1 14NaEn.250
13682.436 0.006182579 d^3Pig 3 1 2 a^3Piu 7 2 2 14NaEn.251
13682.521 0.014995200000000002 d^3Pig 3 14 1 c^3Sigmau+ 1 15 2 14NaEn.1
13682.7182 0.003 A^1Piu 6 13 1 X^1Sigmag+ 2 14 1 04ChYeWoLi.224
13682.977 0.0450747 d^3Pig 3 16 1 a^3Piu 7 17 1 14NaEn.252
13683.282 0.028328300000000004 d^3Pig 3 13 2 c^3Sigmau+ 1 14 3 14NaEn.3
13683.384 0.00489717 d^3Pig 3 0 3 a^3Piu 7 1 3 14NaEn.253
13686.569 0.040969500000000006 d^3Pig 3 16 3 a^3Piu 7 17 3 14NaEn.254
13687.346 0.11349030000000002 d^3Pig 3 17 2 a^3Piu 7 18 2 14NaEn.255
13688.177 0.0035 d^3Pig 3 18 1 a^3Piu 7 19 1 14NaEn.256
13688.7185 0.0035 d^3Pig 3 1 2 a^3Piu 7 1 2 14NaEn.257
13688.747 0.0035 d^3Pig 3 2 2 a^3Piu 7 2 2 14NaEn.258
13689.1598 0.071906177 A^1Piu 6 18 1 X^1Sigmag+ 2 18 1 04ChYeWoLi.235
13690.128 0.0035 d^3Pig 3 3 2 a^3Piu 7 3 2 14NaEn.259
13690.207 0.0187902 d^3Pig 3 2 1 a^3Piu 7 2 1 14NaEn.260
13690.87 0.015520273 d^3Pig 3 3 1 a^3Piu 7 3 1 14NaEn.261
13690.943 0.005962000000000001 d^3Pig 3 1 3 a^3Piu 7 0 3 14NaEn.262
13691.815 0.0137412 d^3Pig 3 4 1 a^3Piu 7 4 1 14NaEn.263
13693.103 0.0070455000000000005 d^3Pig 3 5 1 a^3Piu 7 5 1 14NaEn.264
13693.392 0.0168586 d^3Pig 3 18 3 a^3Piu 7 19 3 14NaEn.265
13694.028 0.07150770000000001 d^3Pig 3 19 2 a^3Piu 7 20 2 14NaEn.266
13694.623 0.013652100000000002 d^3Pig 3 6 1 a^3Piu 7 6 1 14NaEn.268
13694.963 0.0035 d^3Pig 3 20 1 a^3Piu 7 21 1 14NaEn.269
13695.0321 0.0035 d^3Pig 3 2 2 a^3Piu 7 1 2 14NaEn.267
13695.4194 0.0082962 d^3Pig 3 9 1 c^3Sigmau+ 1 10 3 14NaEn.38
13695.439 0.032012200000000005 d^3Pig 3 9 1 c^3Sigmau+ 1 10 3 14NaEn.201
13695.764 0.004789652 d^3Pig 3 2 3 a^3Piu 7 1 3 14NaEn.270
13696.67 0.0035 d^3Pig 3 7 1 a^3Piu 7 7 1 14NaEn.271
13697.403 0.0035 d^3Pig 3 24 1 c^3Sigmau+ 1 24 1 14NaEn.4
13698.644 0.007536100000000001 d^3Pig 3 3 2 a^3Piu 7 2 2 14NaEn.272
13698.712 0.011499864 d^3Pig 3 3 1 a^3Piu 7 2 1 14NaEn.273
13700.379 0.0104269 d^3Pig 3 3 3 a^3Piu 7 2 3 14NaEn.275
13700.848 0.026029300000000002 d^3Pig 3 23 2 c^3Sigmau+ 1 23 2 14NaEn.202
13701.315 0.026688200000000002 d^3Pig 3 20 3 a^3Piu 7 21 3 14NaEn.276
13701.649 0.0134453 d^3Pig 3 21 2 a^3Piu 7 22 2 14NaEn.278
13702.395 0.019961689 d^3Pig 3 4 1 a^3Piu 7 3 1 14NaEn.279
13702.724 0.0197395 d^3Pig 3 19 3 a^3Piu 7 20 3 14NaEn.280
13703.017 0.0093918 d^3Pig 3 4 2 a^3Piu 7 3 2 14NaEn.281
13703.178 0.0097856 d^3Pig 3 22 1 a^3Piu 7 23 1 14NaEn.282
13703.2853 0.005 A^1Piu 6 11 1 X^1Sigmag+ 2 12 1 04ChYeWoLi.223
13703.677 0.0079211 d^3Pig 3 12 1 c^3Sigmau+ 1 13 2 14NaEn.5
13704.076 0.0335005 d^3Pig 3 20 2 a^3Piu 7 21 2 14NaEn.284
13705.784 0.0035 d^3Pig 3 4 3 a^3Piu 7 3 3 14NaEn.285
13706.35 0.0184415 d^3Pig 3 5 1 a^3Piu 7 4 1 14NaEn.287
13706.733 0.008750500000000001 d^3Pig 3 11 2 c^3Sigmau+ 1 12 3 14NaEn.7
13707.78 0.0035 d^3Pig 3 5 2 a^3Piu 7 4 2 14NaEn.288
13708.1144 0.021431423 A^1Piu 6 16 1 X^1Sigmag+ 2 16 1 04ChYeWoLi.234
13708.355 0.0121594 d^3Pig 3 16 2 c^3Sigmau+ 1 16 3 14NaEn.8
13709.79 0.02 A^1Piu 4 59 1 X^1Sigmag+ 0 58 1 63BaRab.494
13710.242 0.0035 d^3Pig 3 21 3 a^3Piu 7 22 3 14NaEn.289
13710.334 0.0079266 d^3Pig 3 16 2 c^3Sigmau+ 1 17 2 14NaEn.9
13710.826 0.0035 d^3Pig 3 6 1 a^3Piu 7 5 1 14NaEn.290
13710.991 0.0035 d^3Pig 3 5 3 a^3Piu 7 4 3 14NaEn.291
13711.048 0.0035 d^3Pig 3 17 1 c^3Sigmau+ 1 18 1 14NaEn.11
13711.458 0.033958100000000005 d^3Pig 3 22 2 a^3Piu 7 23 2 14NaEn.292
13712.795 0.0035 d^3Pig 3 23 1 a^3Piu 7 24 1 14NaEn.293
13712.795 0.0035 d^3Pig 3 24 1 a^3Piu 7 25 1 14NaEn.294
13712.976 0.0035 d^3Pig 3 6 2 a^3Piu 7 5 2 14NaEn.295
13713.381 0.0439802 d^3Pig 3 22 3 a^3Piu 7 23 3 14NaEn.296
13713.52 0.027336100000000006 A^1Piu 4 52 1 X^1Sigmag+ 0 52 1 63BaRab.527
13713.988 0.0035 d^3Pig 3 23 2 a^3Piu 7 24 2 14NaEn.297
13715.463 0.003993062 d^3Pig 3 7 1 a^3Piu 7 6 1 14NaEn.298
13716.903 0.0035 d^3Pig 3 6 3 a^3Piu 7 5 3 14NaEn.299
13718.051 0.0035 d^3Pig 3 22 1 c^3Sigmau+ 1 22 1 14NaEn.12
13718.401 0.012164900000000001 d^3Pig 3 7 2 a^3Piu 7 6 2 14NaEn.300
13719.995 0.0035 d^3Pig 3 23 3 a^3Piu 7 24 3 14NaEn.301
13720.797 0.0035 d^3Pig 3 8 1 a^3Piu 7 7 1 14NaEn.302
13721.101 0.0035 d^3Pig 3 24 2 a^3Piu 7 25 2 14NaEn.303
13721.641 0.0110033 d^3Pig 3 21 2 c^3Sigmau+ 1 21 2 14NaEn.13
13721.6892 0.008817478 A^1Piu 6 9 1 X^1Sigmag+ 2 10 1 04ChYeWoLi.222
13722.687 0.0397782 d^3Pig 3 7 3 a^3Piu 7 6 3 14NaEn.304
13723.266 0.0035 d^3Pig 3 24 3 a^3Piu 7 25 3 14NaEn.305
13723.5247 0.0058641000000000006 d^3Pig 3 7 1 c^3Sigmau+ 1 8 3 14NaEn.56
13724.277 0.016711171 d^3Pig 3 8 2 a^3Piu 7 7 2 14NaEn.306
13724.8168 0.005 A^1Piu 6 14 1 X^1Sigmag+ 2 14 1 04ChYeWoLi.233
13726.038 0.0035 d^3Pig 3 9 1 a^3Piu 7 8 1 14NaEn.307
13726.7 0.017095100000000002 d^3Pig 3 10 1 c^3Sigmau+ 1 11 2 14NaEn.15
13726.858 0.0035 d^3Pig 3 15 1 c^3Sigmau+ 1 16 1 14NaEn.16
13729.228 0.041016800000000006 d^3Pig 3 8 3 a^3Piu 7 7 3 14NaEn.308
13729.604 0.0035 d^3Pig 3 15 1 c^3Sigmau+ 1 15 2 14NaEn.18
13729.604 0.0066407 d^3Pig 3 14 2 c^3Sigmau+ 1 14 3 14NaEn.17
13730.404 0.0035 d^3Pig 3 9 2 a^3Piu 7 8 2 14NaEn.309
13730.404 0.026710200000000003 d^3Pig 3 20 1 c^3Sigmau+ 1 20 1 14NaEn.19
13730.839 0.013118600000000003 d^3Pig 3 9 2 c^3Sigmau+ 1 10 3 14NaEn.20
13731.442 0.0035 d^3Pig 3 25 3 a^3Piu 7 26 3 14NaEn.310
13732.304 0.0035 d^3Pig 3 10 1 a^3Piu 7 9 1 14NaEn.311
13732.304 0.0128678 d^3Pig 3 14 2 c^3Sigmau+ 1 15 2 14NaEn.21
13734.29 0.003 A^1Piu 4 45 1 X^1Sigmag+ 0 46 1 63BaRab.562
13734.507 0.0384593 d^3Pig 3 19 2 c^3Sigmau+ 1 19 2 14NaEn.23
13735.548 0.038659500000000006 d^3Pig 3 9 3 a^3Piu 7 8 3 14NaEn.312
13736.846 0.0035 d^3Pig 3 10 2 a^3Piu 7 9 2 14NaEn.313
13737.9477 0.005 A^1Piu 6 7 1 X^1Sigmag+ 2 8 1 04ChYeWoLi.221
13738.013 0.005544 d^3Pig 3 11 1 a^3Piu 7 10 1 14NaEn.314
13739.3695 0.005 A^1Piu 6 12 1 X^1Sigmag+ 2 12 1 04ChYeWoLi.232
13742.817 0.06381980000000001 d^3Pig 3 10 3 a^3Piu 7 9 3 14NaEn.315
13743.746 0.00327 d^3Pig 3 11 2 a^3Piu 7 10 2 14NaEn.316
13744.15 0.0035 d^3Pig 3 13 1 c^3Sigmau+ 1 13 2 14NaEn.25
13744.15 0.012408 d^3Pig 3 13 1 c^3Sigmau+ 1 14 1 14NaEn.26
13745.272 0.0035 d^3Pig 3 12 1 a^3Piu 7 11 1 14NaEn.317
13746.1704 0.014318700000000002 A^1Piu 6 19 1 X^1Sigmag+ 2 18 1 04ChYeWoLi.244
13747.356 0.009983600000000002 d^3Pig 3 12 2 c^3Sigmau+ 1 13 2 14NaEn.28
13748.174 0.0035 d^3Pig 3 8 1 c^3Sigmau+ 1 9 2 14NaEn.29
13749.4939 0.0035 d^3Pig 3 5 1 c^3Sigmau+ 1 6 3 14NaEn.84
13749.571 0.0035 d^3Pig 3 11 3 a^3Piu 7 10 3 14NaEn.318
13750.608 0.0035 d^3Pig 3 12 2 a^3Piu 7 11 2 14NaEn.319
13751.345 0.0035 d^3Pig 3 13 1 a^3Piu 7 12 1 14NaEn.320
13751.773 0.005 A^1Piu 6 10 1 X^1Sigmag+ 2 10 1 04ChYeWoLi.231
13752.0535 0.005 A^1Piu 6 5 1 X^1Sigmag+ 2 6 1 04ChYeWoLi.220
13753.491 0.0035 d^3Pig 3 7 2 c^3Sigmau+ 1 8 3 14NaEn.31
13757.721 0.0035 d^3Pig 3 12 3 a^3Piu 7 11 3 14NaEn.321
13758.335 0.003614528 d^3Pig 3 13 2 a^3Piu 7 12 2 14NaEn.322
13759.0759 0.005 A^1Piu 6 17 1 X^1Sigmag+ 2 16 1 04ChYeWoLi.243
13759.517 0.018222600000000002 d^3Pig 3 14 1 a^3Piu 7 13 1 14NaEn.323
13760.566 0.0035 d^3Pig 3 11 1 c^3Sigmau+ 1 12 1 14NaEn.33
13760.566 0.016606700000000002 d^3Pig 3 11 1 c^3Sigmau+ 1 11 2 14NaEn.32
13762.0143 0.003 A^1Piu 6 8 1 X^1Sigmag+ 2 8 1 04ChYeWoLi.230
13764.0046 0.006190473 A^1Piu 6 3 1 X^1Sigmag+ 2 4 1 04ChYeWoLi.219
13764.455 0.016109500000000002 d^3Pig 3 10 2 c^3Sigmau+ 1 11 2 14NaEn.35
13764.686 0.0035 d^3Pig 3 13 3 a^3Piu 7 12 3 14NaEn.324
13765.346 0.0080531 d^3Pig 3 18 1 c^3Sigmau+ 1 17 2 14NaEn.36
13765.446 0.0113795 d^3Pig 3 14 2 a^3Piu 7 13 2 14NaEn.325
13765.586 0.025094300000000003 d^3Pig 3 15 1 a^3Piu 7 14 1 14NaEn.326
13766.01 0.02 A^1Piu 4 57 1 X^1Sigmag+ 0 56 1 63BaRab.493
13766.102 0.0331738 d^3Pig 3 17 2 c^3Sigmau+ 1 16 3 14NaEn.37
13767.662 0.0080179 d^3Pig 3 6 1 c^3Sigmau+ 1 7 2 14NaEn.40
13768.091 0.0581416 d^3Pig 3 17 2 c^3Sigmau+ 1 17 2 14NaEn.41
13768.37 0.0035 d^3Pig 3 18 1 c^3Sigmau+ 1 18 1 14NaEn.42
13769.05 0.02 A^1Piu 4 50 1 X^1Sigmag+ 0 50 1 63BaRab.526
13769.57 0.0079189 d^3Pig 3 16 3 c^3Sigmau+ 1 17 2 14NaEn.203
13769.8201 0.003 A^1Piu 6 15 1 X^1Sigmag+ 2 14 1 04ChYeWoLi.242
13770.1115 0.005 A^1Piu 6 6 1 X^1Sigmag+ 2 6 1 04ChYeWoLi.229
13772.157 0.028716600000000002 d^3Pig 3 16 1 a^3Piu 7 15 1 14NaEn.327
13772.583 0.0035 d^3Pig 3 15 2 a^3Piu 7 14 2 14NaEn.328
13772.809 0.0223883 d^3Pig 3 3 1 c^3Sigmau+ 1 4 3 14NaEn.44
13772.8239 0.0035 d^3Pig 3 3 1 c^3Sigmau+ 1 4 3 14NaEn.107
13773.7994 0.010271335 A^1Piu 6 1 1 X^1Sigmag+ 2 2 1 04ChYeWoLi.218
13773.95 0.013453000000000001 d^3Pig 3 14 3 a^3Piu 7 13 3 14NaEn.329
13774.662 0.0035 d^3Pig 3 5 2 c^3Sigmau+ 1 6 3 14NaEn.45
13775.415 0.004280775 d^3Pig 3 9 1 c^3Sigmau+ 1 10 1 14NaEn.46
13775.508 0.006725336 d^3Pig 3 9 1 c^3Sigmau+ 1 9 2 14NaEn.47
13776.0421 0.005 A^1Piu 6 4 1 X^1Sigmag+ 2 4 1 04ChYeWoLi.228
13777.483 0.0500357 d^3Pig 3 16 1 c^3Sigmau+ 1 16 1 14NaEn.48
13778.4009 0.007433543 A^1Piu 6 13 1 X^1Sigmag+ 2 12 1 04ChYeWoLi.241
13779.8208 0.005 A^1Piu 6 2 1 X^1Sigmag+ 2 2 1 04ChYeWoLi.227
13780.12 0.026029300000000002 d^3Pig 3 24 2 c^3Sigmau+ 1 23 2 14NaEn.50
13780.26 0.0236214 d^3Pig 3 17 1 a^3Piu 7 16 1 14NaEn.330
13780.26 0.035246200000000005 d^3Pig 3 16 1 c^3Sigmau+ 1 15 2 14NaEn.51
13780.324 0.0035 d^3Pig 3 8 2 c^3Sigmau+ 1 9 2 14NaEn.52
13780.583 0.024058100000000002 d^3Pig 3 15 2 c^3Sigmau+ 1 14 3 14NaEn.53
13780.583 0.2886686 d^3Pig 3 15 3 a^3Piu 7 14 3 14NaEn.331
13780.907 0.07162650000000001 d^3Pig 3 16 2 a^3Piu 7 15 2 14NaEn.332
13783.304 0.0035 d^3Pig 3 15 2 c^3Sigmau+ 1 15 2 14NaEn.55
13784.759 0.013449700000000002 d^3Pig 3 4 1 c^3Sigmau+ 1 5 2 14NaEn.59
13784.8091 0.009362918 A^1Piu 6 11 1 X^1Sigmag+ 2 10 1 04ChYeWoLi.240
13785.03 0.013973300000000003 d^3Pig 3 14 3 c^3Sigmau+ 1 15 2 14NaEn.60
13788.087 0.0206074 d^3Pig 3 14 1 c^3Sigmau+ 1 14 1 14NaEn.62
13788.087 0.024999700000000003 d^3Pig 3 14 1 c^3Sigmau+ 1 13 2 14NaEn.61
13788.365 0.003812038 d^3Pig 3 7 1 c^3Sigmau+ 1 8 1 14NaEn.63
13788.513 0.0035 d^3Pig 3 7 1 c^3Sigmau+ 1 7 2 14NaEn.64
13788.8421 0.006385581 A^1Piu 6 3 1 X^1Sigmag+ 2 2 1 04ChYeWoLi.236
13789.0649 0.009121674 A^1Piu 6 9 1 X^1Sigmag+ 2 8 1 04ChYeWoLi.239
13789.29 0.02 A^1Piu 4 43 1 X^1Sigmag+ 0 44 1 63BaRab.561
13790.6195 0.0035 d^3Pig 3 13 2 c^3Sigmau+ 1 12 3 14NaEn.27
13790.625 0.004986054 d^3Pig 3 13 2 c^3Sigmau+ 1 12 3 14NaEn.65
13791.0778 0.005 A^1Piu 6 5 1 X^1Sigmag+ 2 4 1 04ChYeWoLi.237
13791.1522 0.003 A^1Piu 6 7 1 X^1Sigmag+ 2 6 1 04ChYeWoLi.238
13791.511 0.0035 d^3Pig 3 23 1 c^3Sigmau+ 1 22 1 14NaEn.66
13791.511 0.007162100000000001 d^3Pig 3 16 3 a^3Piu 7 15 3 14NaEn.333
13791.578 0.0035 d^3Pig 3 13 2 c^3Sigmau+ 1 13 2 14NaEn.67
13791.578 0.009610700000000002 d^3Pig 3 13 2 c^3Sigmau+ 1 14 1 14NaEn.68
13792.653 0.0035 d^3Pig 3 12 3 c^3Sigmau+ 1 12 3 14NaEn.69
13792.835 0.04327620000000001 d^3Pig 3 17 2 a^3Piu 7 16 2 14NaEn.334
13793.614 0.0091883 d^3Pig 3 12 3 c^3Sigmau+ 1 13 2 14NaEn.70
13793.994 0.0035 d^3Pig 3 18 1 a^3Piu 7 17 1 14NaEn.336
13794.315 0.0066902 d^3Pig 3 3 2 c^3Sigmau+ 1 4 3 14NaEn.72
13794.321 0.006 d^3Pig 3 3 2 c^3Sigmau+ 1 4 3 13NaEn.137
13794.364 0.025525500000000003 d^3Pig 3 22 2 c^3Sigmau+ 1 21 2 14NaEn.73
13794.713 0.0035 d^3Pig 3 6 2 c^3Sigmau+ 1 7 2 14NaEn.74
13795.124 0.0035 d^3Pig 3 18 2 a^3Piu 7 17 2 14NaEn.337
13795.815 0.0322817 d^3Pig 3 17 3 a^3Piu 7 16 3 14NaEn.338
13797.237 0.026710200000000003 d^3Pig 3 21 1 c^3Sigmau+ 1 20 1 14NaEn.76
13797.846 0.020347800000000003 d^3Pig 3 12 1 c^3Sigmau+ 1 12 1 14NaEn.78
13797.846 0.027739800000000002 d^3Pig 3 12 1 c^3Sigmau+ 1 11 2 14NaEn.77
13798.8864 0.0035 d^3Pig 3 5 1 c^3Sigmau+ 1 4 3 14NaEn.58
13798.911 0.003 d^3Pig 3 2 1 c^3Sigmau+ 1 3 2 13NaEn.138
13798.915 0.0035 d^3Pig 3 2 1 c^3Sigmau+ 1 3 2 14NaEn.80
13798.915 0.0372284 d^3Pig 3 5 1 c^3Sigmau+ 1 4 3 14NaEn.81
13799.103 0.008643800000000002 d^3Pig 3 5 1 c^3Sigmau+ 1 6 1 13NaEn.139
13799.11 0.0035 d^3Pig 3 5 1 c^3Sigmau+ 1 6 1 14NaEn.82
13799.294 0.0035 d^3Pig 3 5 1 c^3Sigmau+ 1 5 2 14NaEn.83
13799.299 0.0025542 d^3Pig 3 5 1 c^3Sigmau+ 1 5 2 13NaEn.140
13800.655 0.0384593 d^3Pig 3 20 2 c^3Sigmau+ 1 19 2 14NaEn.85
13801.2759 0.0035 d^3Pig 3 11 2 c^3Sigmau+ 1 10 3 14NaEn.34
13801.276 0.0035 d^3Pig 3 11 2 c^3Sigmau+ 1 10 3 14NaEn.86
13801.889 0.011976800000000001 d^3Pig 3 11 2 c^3Sigmau+ 1 11 2 14NaEn.87
13801.889 0.023599400000000003 d^3Pig 3 11 2 c^3Sigmau+ 1 12 1 14NaEn.88
13804.305 0.011551100000000002 d^3Pig 3 10 3 c^3Sigmau+ 1 11 2 14NaEn.91
13806.072 0.0163515 d^3Pig 3 10 1 c^3Sigmau+ 1 10 1 14NaEn.92
13806.177 0.003873539 d^3Pig 3 10 1 c^3Sigmau+ 1 9 2 14NaEn.93
13807.013 0.003 d^3Pig 3 3 1 c^3Sigmau+ 1 2 3 13NaEn.141
13807.0156 0.0035 d^3Pig 3 3 1 c^3Sigmau+ 1 2 3 14NaEn.79
13807.02 0.004837238 d^3Pig 3 3 1 c^3Sigmau+ 1 2 3 14NaEn.94
13807.209 0.006505400000000001 d^3Pig 3 3 1 c^3Sigmau+ 1 4 1 14NaEn.95
13807.217 0.008364400000000001 d^3Pig 3 4 2 c^3Sigmau+ 1 4 3 13NaEn.143
13807.217 0.009 d^3Pig 3 3 1 c^3Sigmau+ 1 4 1 13NaEn.142
13807.422 0.0014696 d^3Pig 3 3 1 c^3Sigmau+ 1 3 2 14NaEn.97
13807.424 0.001 d^3Pig 3 3 1 c^3Sigmau+ 1 3 2 13NaEn.144
13807.618 0.004918151 d^3Pig 3 4 2 c^3Sigmau+ 1 5 2 14NaEn.98
13807.622 0.001 d^3Pig 3 4 2 c^3Sigmau+ 1 5 2 13NaEn.145
13810.4215 0.0035 d^3Pig 3 9 2 c^3Sigmau+ 1 8 3 14NaEn.49
13810.422 0.0035 d^3Pig 3 9 2 c^3Sigmau+ 1 8 3 14NaEn.99
13810.422 0.034653300000000005 d^3Pig 3 18 3 a^3Piu 7 17 3 14NaEn.339
13810.85 0.0035 d^3Pig 3 9 2 c^3Sigmau+ 1 10 1 14NaEn.100
13810.944 0.0035 d^3Pig 3 9 2 c^3Sigmau+ 1 9 2 14NaEn.101
13811.393 0.11796290000000001 d^3Pig 3 19 2 a^3Piu 7 18 2 14NaEn.340
13812.293 0.0035 d^3Pig 3 1 2 c^3Sigmau+ 1 2 3 14NaEn.102
13812.301 0.0111386 d^3Pig 3 1 2 c^3Sigmau+ 1 2 3 13NaEn.146
13812.489 0.0035 d^3Pig 3 8 1 c^3Sigmau+ 1 8 1 14NaEn.103
13812.489 0.0274175 d^3Pig 3 20 1 a^3Piu 7 19 1 14NaEn.341
13812.493 0.004 d^3Pig 3 8 1 c^3Sigmau+ 1 8 1 13NaEn.147
13812.639 0.0035 d^3Pig 3 8 1 c^3Sigmau+ 1 7 2 14NaEn.104
13813.863 0.023378300000000005 d^3Pig 3 8 3 c^3Sigmau+ 1 9 2 14NaEn.106
13813.942 0.004 d^3Pig 3 3 3 c^3Sigmau+ 1 4 3 13NaEn.148
13816.827 0.0068948 d^3Pig 3 6 1 c^3Sigmau+ 1 6 1 13NaEn.149
13816.832 0.012944800000000001 d^3Pig 3 6 1 c^3Sigmau+ 1 6 1 14NaEn.108
13817.016 0.0082225 d^3Pig 3 6 1 c^3Sigmau+ 1 5 2 14NaEn.109
13817.022 0.015482500000000001 d^3Pig 3 6 1 c^3Sigmau+ 1 5 2 13NaEn.150
13817.701 0.001 d^3Pig 3 2 1 c^3Sigmau+ 1 2 1 13NaEn.151
13817.701 0.0035 d^3Pig 3 2 1 c^3Sigmau+ 1 2 1 14NaEn.110
13817.909 0.003 d^3Pig 3 2 1 c^3Sigmau+ 1 1 2 13NaEn.152
13817.917 0.0072633 d^3Pig 3 2 1 c^3Sigmau+ 1 1 2 14NaEn.111
13818.0236 0.0035 d^3Pig 3 7 2 c^3Sigmau+ 1 6 3 14NaEn.71
13818.027 0.006414100000000001 d^3Pig 3 7 2 c^3Sigmau+ 1 6 3 14NaEn.112
13818.328 0.0035 d^3Pig 3 7 2 c^3Sigmau+ 1 8 1 14NaEn.113
13818.473 0.004404424 d^3Pig 3 7 2 c^3Sigmau+ 1 7 2 14NaEn.114
13818.607 0.001 d^3Pig 3 2 2 c^3Sigmau+ 1 2 3 13NaEn.153
13818.726 0.016805800000000003 d^3Pig 3 4 1 c^3Sigmau+ 1 4 1 13NaEn.154
13818.73 0.011965800000000002 d^3Pig 3 4 1 c^3Sigmau+ 1 4 1 14NaEn.116
13818.94 0.014707000000000001 d^3Pig 3 4 1 c^3Sigmau+ 1 3 2 13NaEn.155
13818.943 0.0141592 d^3Pig 3 4 1 c^3Sigmau+ 1 3 2 14NaEn.117
13819.012 0.003 d^3Pig 3 2 2 c^3Sigmau+ 1 3 2 13NaEn.156
13819.014 0.0035 d^3Pig 3 2 2 c^3Sigmau+ 1 3 2 14NaEn.118
13820.27 0.025 A^1Piu 4 55 1 X^1Sigmag+ 0 54 1 63BaRab.492
13822.122 0.0035 d^3Pig 3 6 3 c^3Sigmau+ 1 7 2 14NaEn.120
13822.46 0.02 A^1Piu 4 48 1 X^1Sigmag+ 0 48 1 63BaRab.525
13824.049 0.008675700000000001 d^3Pig 3 5 2 c^3Sigmau+ 1 4 3 14NaEn.121
13824.0547 0.0035 d^3Pig 3 5 2 c^3Sigmau+ 1 4 3 14NaEn.96
13824.058 0.004 d^3Pig 3 5 2 c^3Sigmau+ 1 4 3 13NaEn.157
13824.283 0.0066264 d^3Pig 3 5 2 c^3Sigmau+ 1 6 1 14NaEn.122
13824.465 0.0035 d^3Pig 3 5 2 c^3Sigmau+ 1 5 2 14NaEn.123
13824.466 0.001 d^3Pig 3 5 2 c^3Sigmau+ 1 5 2 13NaEn.158
13826.214 0.0048939 d^3Pig 3 3 1 c^3Sigmau+ 1 2 1 14NaEn.124
13826.215 0.005 d^3Pig 3 3 1 c^3Sigmau+ 1 2 1 13NaEn.159
13827.644 0.0115852 d^3Pig 3 18 2 c^3Sigmau+ 1 17 2 14NaEn.125
13828.033 0.0035 d^3Pig 3 1 3 c^3Sigmau+ 1 2 3 14NaEn.126
13828.034 0.003 d^3Pig 3 1 3 c^3Sigmau+ 1 2 3 13NaEn.160
13828.105 0.0035 d^3Pig 3 17 3 c^3Sigmau+ 1 16 3 14NaEn.127
13828.1072 0.0035 d^3Pig 3 17 3 c^3Sigmau+ 1 16 3 14NaEn.39
13828.506 0.002 d^3Pig 3 3 2 c^3Sigmau+ 1 2 3 13NaEn.161
13828.5073 0.0035 d^3Pig 3 3 2 c^3Sigmau+ 1 2 3 14NaEn.115
13828.509 0.0035 d^3Pig 3 3 2 c^3Sigmau+ 1 2 3 14NaEn.128
13828.702 0.0055231 d^3Pig 3 3 2 c^3Sigmau+ 1 4 1 14NaEn.129
13828.702 0.0655754 d^3Pig 3 19 1 c^3Sigmau+ 1 18 1 14NaEn.130
13828.704 0.003 d^3Pig 3 3 2 c^3Sigmau+ 1 4 1 13NaEn.162
13828.806 0.008481 d^3Pig 3 4 3 c^3Sigmau+ 1 4 3 13NaEn.163
13828.913 0.0035 d^3Pig 3 3 2 c^3Sigmau+ 1 3 2 14NaEn.132
13828.917 0.003 d^3Pig 3 3 2 c^3Sigmau+ 1 3 2 13NaEn.164
13829.199 0.017255700000000002 d^3Pig 3 4 3 c^3Sigmau+ 1 5 2 13NaEn.165
13829.209 0.0035 d^3Pig 3 4 3 c^3Sigmau+ 1 5 2 14NaEn.133
13830.598 0.0334048 d^3Pig 3 20 3 a^3Piu 7 19 3 14NaEn.342
13831.078 0.005 d^3Pig 3 1 2 c^3Sigmau+ 1 0 3 13NaEn.166
13831.087 0.006167700000000001 d^3Pig 3 1 2 c^3Sigmau+ 1 0 3 14NaEn.134
13831.18 0.0104159 d^3Pig 3 17 1 c^3Sigmau+ 1 16 1 14NaEn.135
13831.393 0.07150770000000001 d^3Pig 3 21 2 a^3Piu 7 20 2 14NaEn.344
13831.487 0.0035 d^3Pig 3 1 2 c^3Sigmau+ 1 2 1 14NaEn.136
13831.492 0.005 d^3Pig 3 1 2 c^3Sigmau+ 1 2 1 13NaEn.167
13831.698 0.001 d^3Pig 3 1 2 c^3Sigmau+ 1 1 2 13NaEn.168
13831.698 0.0035 d^3Pig 3 1 2 c^3Sigmau+ 1 1 2 14NaEn.137
13832.538 0.0035 d^3Pig 3 22 1 a^3Piu 7 21 1 14NaEn.346
13833.269 0.0035 d^3Pig 3 5 1 c^3Sigmau+ 1 4 1 14NaEn.138
13833.272 0.001 d^3Pig 3 5 1 c^3Sigmau+ 1 4 1 13NaEn.169
13833.496 0.0035 d^3Pig 3 16 2 c^3Sigmau+ 1 16 1 14NaEn.139
13835.169 0.005 d^3Pig 3 2 3 c^3Sigmau+ 1 2 3 13NaEn.170
13835.176 0.0035 d^3Pig 3 15 1 c^3Sigmau+ 1 14 1 14NaEn.141
13835.581 0.001 d^3Pig 3 2 3 c^3Sigmau+ 1 3 2 13NaEn.171
13835.585 0.007171315 d^3Pig 3 2 3 c^3Sigmau+ 1 3 2 14NaEn.142
13836.191 0.0829136 d^3Pig 3 15 3 c^3Sigmau+ 1 16 1 14NaEn.143
13836.2183 0.0633017 d^3Pig 3 15 3 c^3Sigmau+ 1 14 3 14NaEn.54
13836.234 0.0115148 d^3Pig 3 16 2 c^3Sigmau+ 1 15 2 14NaEn.145
13836.234 0.0822987 d^3Pig 3 15 3 c^3Sigmau+ 1 14 3 14NaEn.144
13837.673 0.001 d^3Pig 3 7 1 c^3Sigmau+ 1 6 1 13NaEn.172
13837.673 0.0035 d^3Pig 3 7 1 c^3Sigmau+ 1 6 1 14NaEn.146
13837.802 0.0035 d^3Pig 3 2 2 c^3Sigmau+ 1 2 1 14NaEn.147
13837.803 0.002 d^3Pig 3 2 2 c^3Sigmau+ 1 2 1 13NaEn.173
13837.887 0.0127974 d^3Pig 3 14 2 c^3Sigmau+ 1 14 1 14NaEn.149
13837.887 0.014283500000000001 d^3Pig 3 14 2 c^3Sigmau+ 1 13 2 14NaEn.148
13838.009 0.0050567 d^3Pig 3 2 2 c^3Sigmau+ 1 1 2 14NaEn.150
13838.011 0.001 d^3Pig 3 2 2 c^3Sigmau+ 1 1 2 13NaEn.174
13838.334 0.0035 d^3Pig 3 13 1 c^3Sigmau+ 1 12 1 14NaEn.151
13838.909 0.04628360000000001 d^3Pig 3 15 3 c^3Sigmau+ 1 15 2 14NaEn.152
13839.822 0.007841774 d^3Pig 3 9 1 c^3Sigmau+ 1 8 1 14NaEn.153
13839.879 0.0035 d^3Pig 3 13 3 c^3Sigmau+ 1 12 3 14NaEn.154
13839.971 0.005619665 d^3Pig 3 11 1 c^3Sigmau+ 1 10 1 14NaEn.155
13840.833 0.003685173 d^3Pig 3 13 3 c^3Sigmau+ 1 14 1 14NaEn.157
13840.833 0.009064000000000001 d^3Pig 3 13 3 c^3Sigmau+ 1 13 2 14NaEn.156
13841.547 0.0035 d^3Pig 3 12 2 c^3Sigmau+ 1 11 2 14NaEn.158
13841.547 0.016038 d^3Pig 3 12 2 c^3Sigmau+ 1 12 1 14NaEn.159
13841.596 0.001 d^3Pig 3 4 2 c^3Sigmau+ 1 4 1 13NaEn.175
13841.6 0.0042361000000000005 d^3Pig 3 4 2 c^3Sigmau+ 1 4 1 14NaEn.160
13841.811 0.005595700000000001 d^3Pig 3 4 2 c^3Sigmau+ 1 3 2 14NaEn.161
13841.813 0.0080157 d^3Pig 3 4 2 c^3Sigmau+ 1 3 2 13NaEn.176
13842.19 0.02 A^1Piu 4 41 1 X^1Sigmag+ 0 42 1 63BaRab.560
13842.207 0.0035 d^3Pig 3 0 3 c^3Sigmau+ 1 1 2 14NaEn.162
13842.208 0.004 d^3Pig 3 0 3 c^3Sigmau+ 1 1 2 13NaEn.177
13843.841 0.0035 d^3Pig 3 10 2 c^3Sigmau+ 1 10 1 14NaEn.163
13843.863 0.013950106 d^3Pig 3 6 2 c^3Sigmau+ 1 6 1 14NaEn.164
13843.878 0.007815500000000001 d^3Pig 3 6 2 c^3Sigmau+ 1 6 1 13NaEn.178
13843.926 0.013559700000000001 d^3Pig 3 10 2 c^3Sigmau+ 1 9 2 14NaEn.165
13844.063 0.0035 d^3Pig 3 6 2 c^3Sigmau+ 1 5 2 14NaEn.166
13844.07 0.0110451 d^3Pig 3 6 2 c^3Sigmau+ 1 5 2 13NaEn.179
13844.22 0.03838450000000001 d^3Pig 3 11 3 c^3Sigmau+ 1 10 3 14NaEn.167
13844.2388 0.0156365 d^3Pig 3 11 3 c^3Sigmau+ 1 10 3 14NaEn.90
13844.636 0.0035 d^3Pig 3 8 2 c^3Sigmau+ 1 8 1 14NaEn.168
13844.786 0.0061369 d^3Pig 3 8 2 c^3Sigmau+ 1 7 2 14NaEn.169
13844.852 0.0109175 d^3Pig 3 11 3 c^3Sigmau+ 1 11 2 14NaEn.170
13844.852 0.020878 d^3Pig 3 11 3 c^3Sigmau+ 1 12 1 14NaEn.171
13846.524 0.0197395 d^3Pig 3 21 3 a^3Piu 7 20 3 14NaEn.348
13846.825 0.001 d^3Pig 3 1 3 c^3Sigmau+ 1 0 3 13NaEn.180
13846.825 0.0035 d^3Pig 3 1 3 c^3Sigmau+ 1 0 3 14NaEn.172
13847.164 0.0197857 d^3Pig 3 9 3 c^3Sigmau+ 1 8 3 14NaEn.173
13847.1651 0.0211167 d^3Pig 3 9 3 c^3Sigmau+ 1 8 3 14NaEn.105
13847.235 0.0077638 d^3Pig 3 1 3 c^3Sigmau+ 1 2 1 14NaEn.174
13847.241 0.012 d^3Pig 3 1 3 c^3Sigmau+ 1 2 1 13NaEn.181
13847.26 0.009792200000000001 d^3Pig 4 10 1 a^3Piu 8 11 1 13YeChWa.132
13847.26 0.01 d^3Pig 4 10 1 a^3Piu 8 11 1 13BoSyKnGe.19
13847.438 0.0035 d^3Pig 3 1 3 c^3Sigmau+ 1 1 2 14NaEn.175
13847.448 0.009 d^3Pig 3 1 3 c^3Sigmau+ 1 1 2 13NaEn.182
13847.691 0.013755884 d^3Pig 3 3 2 c^3Sigmau+ 1 2 1 14NaEn.176
13847.691 0.0301796 d^3Pig 3 9 3 c^3Sigmau+ 1 9 2 14NaEn.177
13847.706 0.005 d^3Pig 3 3 2 c^3Sigmau+ 1 2 1 13NaEn.183
13848.025 0.0335005 d^3Pig 3 22 2 a^3Piu 7 21 2 14NaEn.349
13848.119 0.012 d^3Pig 3 3 3 c^3Sigmau+ 1 2 3 13NaEn.184
13848.13 0.0035 d^3Pig 3 3 3 c^3Sigmau+ 1 2 3 14NaEn.178
13848.1306 0.0035 d^3Pig 3 3 3 c^3Sigmau+ 1 2 3 14NaEn.140
13848.326 0.002 d^3Pig 3 3 3 c^3Sigmau+ 1 4 1 13NaEn.185
13848.328 0.003896698 d^3Pig 3 3 3 c^3Sigmau+ 1 4 1 14NaEn.179
13848.537 0.001 d^3Pig 3 3 3 c^3Sigmau+ 1 3 2 13NaEn.186
13848.538 0.0035 d^3Pig 3 3 3 c^3Sigmau+ 1 3 2 14NaEn.180
13848.6804 0.0494329 d^3Pig 4 6 3 a^3Piu 8 7 3 13YeChWa.173
13848.689 0.039026899999999996 d^3Pig 4 6 3 a^3Piu 8 7 3 13BoSyKnGe.10
13848.693 0.06357560000000001 d^3Pig 3 7 3 c^3Sigmau+ 1 6 3 14NaEn.181
13848.6958 0.06018760000000001 d^3Pig 3 7 3 c^3Sigmau+ 1 6 3 14NaEn.119
13848.839 0.06191350000000001 d^3Pig 4 7 3 a^3Piu 8 8 3 13YeChWa.174
13848.918 0.0098241 d^3Pig 3 5 3 c^3Sigmau+ 1 4 3 14NaEn.182
13848.918 0.0142208 d^3Pig 3 5 3 c^3Sigmau+ 1 4 3 13NaEn.187
13848.9252 0.0035 d^3Pig 3 5 3 c^3Sigmau+ 1 4 3 14NaEn.131
13849.15 0.0035 d^3Pig 3 5 3 c^3Sigmau+ 1 6 1 14NaEn.183
13849.15 0.05840890000000001 d^3Pig 3 7 3 c^3Sigmau+ 1 7 2 14NaEn.184
13849.219 0.0261459 d^3Pig 4 9 3 a^3Piu 8 10 3 13YeChWa.176
13849.336 0.0035 d^3Pig 3 5 3 c^3Sigmau+ 1 5 2 14NaEn.185
13849.487 0.007794600000000001 d^3Pig 4 8 3 a^3Piu 8 9 3 13YeChWa.175
13849.563 0.007332600000000001 d^3Pig 4 7 2 a^3Piu 8 8 2 13YeChWa.152
13849.735 0.007377700000000001 d^3Pig 4 6 2 a^3Piu 8 7 2 13YeChWa.151
13849.735 0.0085184 d^3Pig 4 8 2 a^3Piu 8 9 2 13YeChWa.153
13850.029 0.025686027 d^3Pig 4 10 2 a^3Piu 8 11 2 13BoSyKnGe.20
13850.029 0.0618266 d^3Pig 4 8 1 a^3Piu 8 9 1 13YeChWa.130
13850.075 0.01 d^3Pig 4 8 1 a^3Piu 8 9 1 13BoSyKnGe.13
13850.075 0.04930640000000001 d^3Pig 4 10 2 a^3Piu 8 11 2 13YeChWa.155
13850.226 0.027724400000000003 d^3Pig 4 10 3 a^3Piu 8 11 3 13BoSyKnGe.21
13850.299 0.018607072 d^3Pig 4 5 3 a^3Piu 8 6 3 13YeChWa.172
13850.299 0.076626839 d^3Pig 4 10 3 a^3Piu 8 11 3 13YeChWa.177
13850.3692 0.0153725 d^3Pig 4 9 1 a^3Piu 8 10 1 13YeChWa.131
13850.381 0.012432200000000001 d^3Pig 4 9 1 a^3Piu 8 10 1 13BoSyKnGe.16
13850.7589 0.05832640000000001 d^3Pig 4 4 3 a^3Piu 8 5 3 13YeChWa.171
13850.759 0.006705600000000001 d^3Pig 4 11 1 a^3Piu 8 12 1 13YeChWa.133
13850.759 0.058447400000000004 d^3Pig 4 4 3 a^3Piu 8 5 3 13BoSyKnGe.8
13851.024 0.006853000000000001 d^3Pig 4 11 3 a^3Piu 8 12 3 13YeChWa.178
13851.135 0.006924500000000001 d^3Pig 4 12 2 a^3Piu 8 13 2 13YeChWa.157
13851.2107 0.007425 d^3Pig 4 9 2 a^3Piu 8 10 2 13YeChWa.154
13851.215 0.0055 d^3Pig 4 11 2 a^3Piu 8 12 2 13YeChWa.156
13851.215 0.012628000000000002 d^3Pig 4 9 2 a^3Piu 8 10 2 13BoSyKnGe.17
13851.304 0.030318200000000003 d^3Pig 4 7 1 a^3Piu 8 8 1 13YeChWa.129
13851.392 0.01265 d^3Pig 4 5 2 a^3Piu 8 6 2 13YeChWa.150
13851.835 0.026688200000000002 d^3Pig 3 22 3 a^3Piu 7 21 3 14NaEn.350
13852.027 0.0055 d^3Pig 4 6 1 a^3Piu 8 7 1 13YeChWa.128
13852.027 0.0094061 d^3Pig 4 3 3 a^3Piu 8 4 3 13YeChWa.170
13852.1109 0.009609600000000001 d^3Pig 4 13 1 a^3Piu 8 14 1 13YeChWa.135
13852.111 0.01 d^3Pig 4 13 1 a^3Piu 8 14 1 13BoSyKnGe.23
13852.311 0.0134453 d^3Pig 3 23 2 a^3Piu 7 22 2 14NaEn.351
13852.597 0.0055 d^3Pig 4 4 2 a^3Piu 8 5 2 13YeChWa.149
13852.597 0.041861600000000006 d^3Pig 4 12 3 a^3Piu 8 13 3 13YeChWa.179
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13853.493 0.0165341 d^3Pig 4 13 2 a^3Piu 8 14 2 13YeChWa.158
13854.008 0.0097856 d^3Pig 3 24 1 a^3Piu 7 23 1 14NaEn.352
13854.017 0.2069397 d^3Pig 4 2 3 a^3Piu 8 3 3 13BoSyKnGe.6
13854.062 0.18604740000000003 d^3Pig 4 2 3 a^3Piu 8 3 3 13YeChWa.169
13854.18 0.0177474 d^3Pig 4 13 3 a^3Piu 8 14 3 13YeChWa.180
13854.365 0.0040799 d^3Pig 3 2 3 c^3Sigmau+ 1 2 1 13NaEn.188
13854.366 0.0035 d^3Pig 3 2 3 c^3Sigmau+ 1 2 1 14NaEn.186
13854.461 0.0055 d^3Pig 4 14 1 a^3Piu 8 15 1 13YeChWa.136
13854.461 0.07832330000000001 d^3Pig 4 3 2 a^3Piu 8 4 2 13YeChWa.148
13854.575 0.0035 d^3Pig 3 2 3 c^3Sigmau+ 1 1 2 14NaEn.205
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13854.953 0.0055 d^3Pig 4 4 1 a^3Piu 8 5 1 13YeChWa.126
13855.149 0.0162008 d^3Pig 4 14 2 a^3Piu 8 15 2 13YeChWa.159
13855.928 0.004 d^3Pig 4 15 1 a^3Piu 8 16 1 13YeChWa.137
13856.382 0.01 d^3Pig 4 2 2 a^3Piu 8 3 2 13BoSyKnGe.4
13856.382 0.011162800000000002 d^3Pig 4 2 2 a^3Piu 8 3 2 13YeChWa.147
13856.382 0.021820700000000002 d^3Pig 4 14 3 a^3Piu 8 15 3 13YeChWa.181
13856.78 0.016014574 d^3Pig 4 3 1 a^3Piu 8 4 1 13YeChWa.125
13857.213 0.0076956 d^3Pig 4 15 2 a^3Piu 8 16 2 13YeChWa.160
13858.003 0.0113729 d^3Pig 4 16 1 a^3Piu 8 17 1 13YeChWa.138
13858.439 0.0035 d^3Pig 3 5 2 c^3Sigmau+ 1 4 1 14NaEn.187
13858.44 0.001 d^3Pig 3 5 2 c^3Sigmau+ 1 4 1 13NaEn.190
13858.681 0.0055 d^3Pig 4 15 3 a^3Piu 8 16 3 13YeChWa.182
13858.735 0.014558500000000002 d^3Pig 4 1 2 a^3Piu 8 2 2 13BoSyKnGe.3
13858.735 0.014558500000000002 d^3Pig 4 1 2 a^3Piu 8 2 2 13YeChWa.146
13858.735 0.018863900000000003 d^3Pig 4 2 1 a^3Piu 8 3 1 13YeChWa.124
13858.812 0.09327120000000001 d^3Pig 4 2 1 a^3Piu 8 3 1 13BoSyKnGe.5
13859.354 0.01 d^3Pig 4 0 3 a^3Piu 8 1 3 13BoSyKnGe.2
13859.564 0.058377000000000005 d^3Pig 4 16 2 a^3Piu 8 17 2 13YeChWa.161
13860.234 0.034034 d^3Pig 4 17 1 a^3Piu 8 18 1 13YeChWa.139
13861.484 0.0055 d^3Pig 4 16 3 a^3Piu 8 17 3 13YeChWa.183
13862.278 0.018148900000000003 d^3Pig 4 17 2 a^3Piu 8 18 2 13YeChWa.162
13862.974 0.006774900000000001 d^3Pig 4 18 1 a^3Piu 8 19 1 13YeChWa.140
13863.183 0.003 d^3Pig 3 4 3 c^3Sigmau+ 1 4 1 13NaEn.191
13863.186 0.3178978 d^3Pig 4 2 3 a^3Piu 8 2 3 13YeChWa.271
13863.189 0.005592400000000001 d^3Pig 3 4 3 c^3Sigmau+ 1 4 1 14NaEn.188
13863.395 0.005 d^3Pig 3 4 3 c^3Sigmau+ 1 3 2 13NaEn.192
13863.4 0.0035 d^3Pig 3 4 3 c^3Sigmau+ 1 3 2 14NaEn.189
13864.486 0.01 d^3Pig 4 1 1 a^3Piu 8 1 1 13YeChWa.254
13864.486 0.010737100000000001 d^3Pig 4 17 3 a^3Piu 8 18 3 13YeChWa.184
13864.4941 0.008926500000000002 d^3Pig 4 1 2 a^3Piu 8 1 2 13YeChWa.265
13864.887 0.0085437 d^3Pig 4 2 2 a^3Piu 8 2 2 13YeChWa.266
13865.334 0.0625735 d^3Pig 4 18 2 a^3Piu 8 19 2 13YeChWa.163
13865.957 0.21596410000000002 d^3Pig 4 19 1 a^3Piu 8 20 1 13YeChWa.141
13866.216 0.03578300000000001 d^3Pig 4 3 2 a^3Piu 8 3 2 13YeChWa.267
13866.551 0.074106226 d^3Pig 4 2 1 a^3Piu 8 2 1 13YeChWa.255
13866.5738 0.018040000000000004 d^3Pig 4 4 3 a^3Piu 8 4 3 13YeChWa.273
13866.918 0.017860700000000004 d^3Pig 4 3 3 a^3Piu 8 3 3 13YeChWa.272
13866.918 0.0341583 d^3Pig 4 4 2 a^3Piu 8 4 2 13YeChWa.268
13866.918 0.0637571 d^3Pig 4 1 3 a^3Piu 8 0 3 13BoSyKnGe.1
13867.193 0.0104863 d^3Pig 4 3 1 a^3Piu 8 3 1 13YeChWa.256
13867.33 0.006 d^3Pig 3 3 3 c^3Sigmau+ 1 2 1 13NaEn.193
13867.639 0.001 d^3Pig 3 7 2 c^3Sigmau+ 1 6 1 13NaEn.194
13867.642 0.0035 d^3Pig 3 7 2 c^3Sigmau+ 1 6 1 14NaEn.190
13867.737 0.016974368 d^3Pig 4 18 3 a^3Piu 8 19 3 13YeChWa.185
13868.077 0.0078848 d^3Pig 4 4 1 a^3Piu 8 4 1 13YeChWa.257
13868.661 0.0315084 d^3Pig 4 19 2 a^3Piu 8 20 2 13YeChWa.164
13868.684 0.033958100000000005 d^3Pig 3 24 2 a^3Piu 7 23 2 14NaEn.353
13869.325 0.0114059 d^3Pig 4 5 2 a^3Piu 8 5 2 13YeChWa.269
13869.325 0.0159214 d^3Pig 4 5 1 a^3Piu 8 5 1 13YeChWa.258
13869.325 0.0217536 d^3Pig 4 20 1 a^3Piu 8 21 1 13YeChWa.142
13869.9835 0.0055 d^3Pig 4 6 2 a^3Piu 8 6 2 13YeChWa.270
13870.173 0.0035 d^3Pig 3 25 1 a^3Piu 7 24 1 14NaEn.354
13870.647 0.0055 d^3Pig 4 2 2 a^3Piu 8 1 2 13YeChWa.212
13870.753 0.004 d^3Pig 4 6 1 a^3Piu 8 6 1 13YeChWa.259
13871.0973 0.0055 d^3Pig 4 6 3 a^3Piu 8 6 3 13YeChWa.275
13871.285 0.0035 d^3Pig 3 6 3 c^3Sigmau+ 1 6 1 14NaEn.191
13871.4547 0.07927260000000001 d^3Pig 4 5 3 a^3Piu 8 5 3 13YeChWa.274
13871.473 0.0035 d^3Pig 3 6 3 c^3Sigmau+ 1 5 2 14NaEn.192
13871.785 0.0554059 d^3Pig 4 19 3 a^3Piu 8 20 3 13YeChWa.186
13872.27 0.023 A^1Piu 4 53 1 X^1Sigmag+ 0 52 1 63BaRab.491
13872.398 0.0356411 d^3Pig 4 20 2 a^3Piu 8 21 2 13YeChWa.165
13872.746 0.0055 d^3Pig 4 7 1 a^3Piu 8 7 1 13YeChWa.260
13873.015 0.05744860000000001 d^3Pig 4 21 1 a^3Piu 8 22 1 13YeChWa.143
13873.73 0.02 A^1Piu 4 46 1 X^1Sigmag+ 0 46 1 63BaRab.524
13874.541 0.020450100000000002 d^3Pig 4 8 1 a^3Piu 8 8 1 13YeChWa.261
13874.718 0.035575100000000005 d^3Pig 4 3 2 a^3Piu 8 2 2 13YeChWa.213
13874.938 0.0055 d^3Pig 4 3 1 a^3Piu 8 2 1 13YeChWa.190
13875.259 0.0035 d^3Pig 3 9 2 c^3Sigmau+ 1 8 1 14NaEn.193
13875.661 0.01606 d^3Pig 4 20 3 a^3Piu 8 21 3 13YeChWa.187
13875.779 0.05811410000000001 d^3Pig 4 7 3 a^3Piu 8 7 3 13YeChWa.276
13876.09 0.0889537 d^3Pig 4 3 3 a^3Piu 8 2 3 13YeChWa.233
13876.258 0.0055 d^3Pig 4 21 2 a^3Piu 8 22 2 13YeChWa.166
13876.957 0.0055 d^3Pig 4 22 1 a^3Piu 8 23 1 13YeChWa.144
13877.168 0.0439802 d^3Pig 3 24 3 a^3Piu 7 23 3 14NaEn.355
13877.519 0.01 d^3Pig 4 9 1 a^3Piu 8 9 1 13BoSyKnGe.15
13877.6 0.0140041 d^3Pig 4 10 1 a^3Piu 8 10 1 13BoSyKnGe.18
13877.6 0.087423587 d^3Pig 4 9 1 a^3Piu 8 9 1 13YeChWa.262
13878.327 0.024585 d^3Pig 3 8 3 c^3Sigmau+ 1 7 2 14NaEn.194
13878.477 0.007634000000000001 d^3Pig 4 4 1 a^3Piu 8 3 1 13YeChWa.191
13878.74 0.008637200000000001 d^3Pig 4 4 2 a^3Piu 8 3 2 13YeChWa.214
13881.275 0.0035 d^3Pig 3 11 2 c^3Sigmau+ 1 10 1 14NaEn.195
13881.287 0.1444619 d^3Pig 4 22 2 a^3Piu 8 23 2 13YeChWa.167
13881.463 0.020821900000000004 d^3Pig 4 4 3 a^3Piu 8 3 3 13BoSyKnGe.7
13881.4647 0.018764900000000004 d^3Pig 4 4 3 a^3Piu 8 3 3 13YeChWa.234
13881.513 0.10432180000000002 d^3Pig 4 23 1 a^3Piu 8 24 1 13YeChWa.145
13882.461 0.0055 d^3Pig 4 5 1 a^3Piu 8 4 1 13YeChWa.192
13883.689 0.0417384 d^3Pig 4 5 2 a^3Piu 8 4 2 13YeChWa.215
13883.689 0.1157717 d^3Pig 4 11 1 a^3Piu 8 11 1 13YeChWa.263
13883.789 0.0206063 d^3Pig 3 10 3 c^3Sigmau+ 1 9 2 14NaEn.196
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13885.751 0.018592200000000003 d^3Pig 3 13 2 c^3Sigmau+ 1 12 1 14NaEn.197
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13887.245 0.034914 d^3Pig 4 5 3 a^3Piu 8 4 3 13YeChWa.235
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13887.938 0.030609700000000004 d^3Pig 4 6 2 a^3Piu 8 5 2 13YeChWa.216
13888.874 0.0059367000000000005 d^3Pig 3 15 2 c^3Sigmau+ 1 14 1 14NaEn.204
13890.7758 0.0473968 d^3Pig 4 13 1 a^3Piu 8 13 1 13YeChWa.264
13891.475 0.0055 d^3Pig 4 7 1 a^3Piu 8 6 1 13YeChWa.194
13892.199 0.03580582 d^3Pig 4 6 3 a^3Piu 8 5 3 13BoSyKnGe.9
13892.2294 0.07265940000000001 d^3Pig 4 6 3 a^3Piu 8 5 3 13YeChWa.236
13892.98 0.02 A^1Piu 4 39 1 X^1Sigmag+ 0 40 1 63BaRab.559
13893.902 0.0094578 d^3Pig 4 7 2 a^3Piu 8 6 2 13YeChWa.217
13895.995 0.0076978 d^3Pig 4 8 1 a^3Piu 8 7 1 13YeChWa.195
13898.196 0.009768000000000002 d^3Pig 4 7 3 a^3Piu 8 6 3 13YeChWa.237
13899.961 0.0055 d^3Pig 4 8 2 a^3Piu 8 7 2 13YeChWa.218
13901.9676 0.0161601 d^3Pig 4 9 1 a^3Piu 8 8 1 13YeChWa.196
13901.99 0.0257158 d^3Pig 4 9 1 a^3Piu 8 8 1 13BoSyKnGe.11
13904.734 0.01 d^3Pig 4 10 1 a^3Piu 8 9 1 13BoSyKnGe.14
13904.7429 0.011734800000000002 d^3Pig 4 10 1 a^3Piu 8 9 1 13YeChWa.197
13905.145 0.050479 d^3Pig 4 8 3 a^3Piu 8 7 3 13YeChWa.238
13907.5155 0.037648600000000004 d^3Pig 4 9 2 a^3Piu 8 8 2 13YeChWa.219
13907.568 0.055180939 d^3Pig 4 9 2 a^3Piu 8 8 2 13BoSyKnGe.12
13910.83 0.0055 d^3Pig 4 9 3 a^3Piu 8 8 3 13YeChWa.239
13912.243 0.0081235 d^3Pig 4 10 2 a^3Piu 8 9 2 13YeChWa.220
13913.952 0.0163482 d^3Pig 4 11 1 a^3Piu 8 10 1 13YeChWa.198
13918.03 0.17587350000000002 d^3Pig 4 10 3 a^3Piu 8 9 3 13YeChWa.240
13919.525 0.008669100000000002 d^3Pig 4 11 2 a^3Piu 8 10 2 13YeChWa.221
13921.703 0.054057141 d^3Pig 4 12 1 a^3Piu 8 11 1 13YeChWa.199
13922.08 0.009 A^1Piu 4 51 1 X^1Sigmag+ 0 50 1 63BaRab.490
13922.88 0.039769993 A^1Piu 4 44 1 X^1Sigmag+ 0 44 1 63BaRab.523
13924.718 0.0216744 d^3Pig 4 11 3 a^3Piu 8 10 3 13YeChWa.241
13925.291 0.0055 d^3Pig 4 12 2 a^3Piu 8 11 2 13YeChWa.222
13926.989 0.0055 d^3Pig 4 13 1 a^3Piu 8 12 1 13YeChWa.200
13926.989 0.01 d^3Pig 4 13 1 a^3Piu 8 12 1 13BoSyKnGe.22
13932.454 0.0055 d^3Pig 4 12 3 a^3Piu 8 11 3 13YeChWa.242
13933.734 0.0055 d^3Pig 4 13 2 a^3Piu 8 12 2 13YeChWa.223
13935.302 0.04445980000000001 d^3Pig 4 14 1 a^3Piu 8 13 1 13YeChWa.201
13939.876 0.0055 d^3Pig 4 13 3 a^3Piu 8 12 3 13YeChWa.243
13941.203 0.0055 d^3Pig 4 14 2 a^3Piu 8 13 2 13YeChWa.224
13941.64 0.02 A^1Piu 4 37 1 X^1Sigmag+ 0 38 1 63BaRab.558
13942.531 0.010803100000000001 d^3Pig 4 15 1 a^3Piu 8 14 1 13YeChWa.202
13943.9455 0.008101175 A^1Piu 5 19 1 X^1Sigmag+ 1 20 1 04ChYeWoLi.197
13948.185 0.0344256 d^3Pig 4 14 3 a^3Piu 8 13 3 13YeChWa.244
13949.329 0.0055 d^3Pig 4 15 2 a^3Piu 8 14 2 13YeChWa.225
13950.59 0.0055 d^3Pig 4 16 1 a^3Piu 8 15 1 13YeChWa.203
13956.307 0.0145255 d^3Pig 4 15 3 a^3Piu 8 14 3 13YeChWa.245
13957.481 0.013805000000000001 d^3Pig 4 16 2 a^3Piu 8 15 2 13YeChWa.226
13958.589 0.053061800000000006 d^3Pig 4 17 1 a^3Piu 8 16 1 13YeChWa.204
13965.195 0.011814 d^3Pig 4 16 3 a^3Piu 8 15 3 13YeChWa.246
13966.242 0.007899100000000001 d^3Pig 4 17 2 a^3Piu 8 16 2 13YeChWa.227
13967.331 0.0055 d^3Pig 4 18 1 a^3Piu 8 17 1 13YeChWa.205
13969.83 0.02 A^1Piu 4 42 1 X^1Sigmag+ 0 42 1 63BaRab.522
13969.83 0.065545073 A^1Piu 4 49 1 X^1Sigmag+ 0 48 1 63BaRab.489
13971.0934 0.005 A^1Piu 5 17 1 X^1Sigmag+ 1 18 1 04ChYeWoLi.196
13974.001 0.0055 d^3Pig 4 17 3 a^3Piu 8 16 3 13YeChWa.247
13975.099 0.08337670000000001 d^3Pig 4 18 2 a^3Piu 8 17 2 13YeChWa.228
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17746.803 0.010594236 d^3Pig 0 18 2 a^3Piu 1 19 2 03KaYaGuYu.65
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17747.047 0.0162459 d^3Pig 0 19 1 a^3Piu 1 20 1 07TaHiAm.940
17747.047 0.04771690000000001 d^3Pig 0 3 3 a^3Piu 1 4 3 07TaHiAm.1062
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17748.4221 0.0035 d^3Pig 0 18 3 a^3Piu 1 19 3 85CuSa.176
17748.858 0.0121484 d^3Pig 0 19 2 a^3Piu 1 20 2 03KaYaGuYu.45
17748.8661 0.0035 d^3Pig 0 19 2 a^3Piu 1 20 2 85CuSa.99
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17749.1501 0.0035 d^3Pig 0 20 1 a^3Piu 1 21 1 85CuSa.19
17749.336 0.027129300000000002 d^3Pig 0 3 2 a^3Piu 1 4 2 03KaYaGuYu.69
17749.349 0.01 d^3Pig 0 4 1 a^3Piu 1 5 1 03KaYaGuYu.6
17749.351 0.005 d^3Pig 0 3 2 a^3Piu 1 4 2 07TaHiAm.994
17749.351 0.005 d^3Pig 0 4 1 a^3Piu 1 5 1 07TaHiAm.926
17749.3541 0.0035 d^3Pig 0 4 1 a^3Piu 1 5 1 85CuSa.3
17749.3541 0.0058564 d^3Pig 0 3 2 a^3Piu 1 4 2 85CuSa.83
17749.526 0.0206393 d^3Pig 0 2 3 a^3Piu 1 3 3 03KaYaGuYu.68
17749.527 0.008204900000000001 d^3Pig 0 2 3 a^3Piu 1 3 3 07TaHiAm.1061
17749.5321 0.0132583 d^3Pig 0 2 3 a^3Piu 1 3 3 85CuSa.160
17750.669 0.005 d^3Pig 0 19 3 a^3Piu 1 20 3 07TaHiAm.1075
17750.6701 0.0035 d^3Pig 0 19 3 a^3Piu 1 20 3 85CuSa.177
17750.673 0.01 d^3Pig 0 19 3 a^3Piu 1 20 3 03KaYaGuYu.85
17751.1971 0.0035 d^3Pig 0 20 2 a^3Piu 1 21 2 85CuSa.100
17751.199 0.005 d^3Pig 0 20 2 a^3Piu 1 21 2 07TaHiAm.1010
17751.391 0.005 d^3Pig 0 21 1 a^3Piu 1 22 1 07TaHiAm.942
17751.3911 0.0035 d^3Pig 0 21 1 a^3Piu 1 22 1 85CuSa.20
17751.409 0.020921208 d^3Pig 0 21 1 a^3Piu 1 22 1 03KaYaGuYu.23
17751.5161 0.0035 d^3Pig 0 3 1 a^3Piu 1 4 1 85CuSa.2
17751.519 0.01 d^3Pig 0 3 1 a^3Piu 1 4 1 03KaYaGuYu.5
17751.532 0.0171831 d^3Pig 0 3 1 a^3Piu 1 4 1 07TaHiAm.925
17751.779 0.0302192 d^3Pig 0 4 1 a^3Piu 1 3 2 03KaYaGuYu.153
17751.838 0.005 d^3Pig 0 2 2 a^3Piu 1 3 2 07TaHiAm.993
17751.8421 0.025177900000000003 d^3Pig 0 2 2 a^3Piu 1 3 2 85CuSa.82
17752.335 0.01 d^3Pig 0 1 3 a^3Piu 1 2 3 03KaYaGuYu.67
17752.3421 0.0035 d^3Pig 0 1 3 a^3Piu 1 2 3 85CuSa.159
17752.343 0.005 d^3Pig 0 1 3 a^3Piu 1 2 3 07TaHiAm.1060
17752.9011 0.0035 d^3Pig 0 3 2 a^3Piu 1 2 3 85CuSa.153
17753.372 0.01078001 d^3Pig 0 20 3 a^3Piu 1 21 3 03KaYaGuYu.46
17753.382 0.005 d^3Pig 0 20 3 a^3Piu 1 21 3 07TaHiAm.1076
17753.3841 0.009185 d^3Pig 0 20 3 a^3Piu 1 21 3 85CuSa.178
17753.8211 0.0035 d^3Pig 0 21 2 a^3Piu 1 22 2 85CuSa.101
17753.826 0.0063943 d^3Pig 0 21 2 a^3Piu 1 22 2 07TaHiAm.1011
17753.846 0.01 d^3Pig 0 2 1 a^3Piu 1 3 1 03KaYaGuYu.4
17753.8511 0.0035 d^3Pig 0 2 1 a^3Piu 1 3 1 85CuSa.1
17753.907 0.066029356 d^3Pig 0 22 2 a^3Piu 1 22 3 03KaYaGuYu.151
17754.08 0.005 d^3Pig 0 22 1 a^3Piu 1 23 1 07TaHiAm.943
17754.0801 0.0035 d^3Pig 0 22 1 a^3Piu 1 23 1 85CuSa.21
17754.4261 0.0035 d^3Pig 0 1 2 a^3Piu 1 2 2 85CuSa.81
17754.427 0.005 d^3Pig 0 1 2 a^3Piu 1 2 2 07TaHiAm.992
17755.749 0.01 d^3Pig 0 0 3 a^3Piu 1 1 3 03KaYaGuYu.26
17755.751 0.005 d^3Pig 0 0 3 a^3Piu 1 1 3 07TaHiAm.1059
17755.7531 0.0035 d^3Pig 0 0 3 a^3Piu 1 1 3 85CuSa.158
17756.174 0.005 d^3Pig 0 21 3 a^3Piu 1 22 3 07TaHiAm.1077
17756.1741 0.0035 d^3Pig 0 21 3 a^3Piu 1 22 3 85CuSa.179
17756.693 0.005 d^3Pig 0 22 2 a^3Piu 1 23 2 07TaHiAm.1012
17756.6931 0.0035 d^3Pig 0 22 2 a^3Piu 1 23 2 85CuSa.102
17756.855 0.005 d^3Pig 0 23 1 a^3Piu 1 24 1 07TaHiAm.944
17756.8551 0.0035 d^3Pig 0 23 1 a^3Piu 1 24 1 85CuSa.22
17756.874 0.019302919 d^3Pig 0 23 1 a^3Piu 1 24 1 03KaYaGuYu.24
17757.0241 0.0035 d^3Pig 0 6 1 a^3Piu 1 5 2 85CuSa.77
17757.033 0.012652454 d^3Pig 0 6 1 a^3Piu 1 5 2 03KaYaGuYu.131
17757.6371 0.0082962 d^3Pig 0 5 2 a^3Piu 1 4 3 85CuSa.154
17759.2831 0.0035 d^3Pig 0 7 1 a^3Piu 1 6 2 85CuSa.78
17759.295 0.014037539 d^3Pig 0 7 1 a^3Piu 1 6 2 03KaYaGuYu.132
17759.453 0.005 d^3Pig 0 22 3 a^3Piu 1 23 3 07TaHiAm.1078
17759.4531 0.0035 d^3Pig 0 22 3 a^3Piu 1 23 3 85CuSa.180
17759.8811 0.0035 d^3Pig 0 23 2 a^3Piu 1 24 2 85CuSa.103
17759.882 0.005 d^3Pig 0 23 2 a^3Piu 1 24 2 07TaHiAm.1013
17760.108 0.017179800000000002 d^3Pig 0 24 1 a^3Piu 1 25 1 03KaYaGuYu.25
17760.1211 0.0035 d^3Pig 0 24 1 a^3Piu 1 25 1 85CuSa.23
17760.123 0.005 d^3Pig 0 24 1 a^3Piu 1 25 1 07TaHiAm.945
17760.6421 0.00526241 d^3Pig 0 1 2 a^3Piu 1 1 2 85CuSa.113
17760.644 0.01 d^3Pig 0 1 2 a^3Piu 1 1 2 03KaYaGuYu.2
17760.951 0.01 d^3Pig 0 2 2 a^3Piu 1 2 2 03KaYaGuYu.48
17760.9551 0.0068552000000000005 d^3Pig 0 2 2 a^3Piu 1 2 2 85CuSa.114
17762.1291 0.019088300000000002 d^3Pig 0 3 2 a^3Piu 1 3 2 85CuSa.115
17762.144 0.01 d^3Pig 0 2 1 a^3Piu 1 2 1 03KaYaGuYu.3
17762.1461 0.0091102 d^3Pig 0 2 1 a^3Piu 1 2 1 85CuSa.34
17762.4601 0.017369941 d^3Pig 0 8 1 a^3Piu 1 7 2 85CuSa.79
17762.467 0.024614941 d^3Pig 0 8 1 a^3Piu 1 7 2 03KaYaGuYu.133
17762.547 0.07033400000000001 d^3Pig 0 4 3 a^3Piu 1 4 3 03KaYaGuYu.118
17762.662 0.039241715 d^3Pig 0 7 2 a^3Piu 1 6 3 03KaYaGuYu.146
17762.686 0.01 d^3Pig 0 3 1 a^3Piu 1 3 1 03KaYaGuYu.28
17762.686 0.025544200000000003 d^3Pig 0 4 2 a^3Piu 1 4 2 03KaYaGuYu.88
17762.6901 0.0035 d^3Pig 0 3 1 a^3Piu 1 3 1 85CuSa.35
17762.7011 0.0088924 d^3Pig 0 4 2 a^3Piu 1 4 2 85CuSa.116
17762.777 0.0096327 d^3Pig 0 23 3 a^3Piu 1 24 3 07TaHiAm.1079
17762.7861 0.0035 d^3Pig 0 23 3 a^3Piu 1 24 3 85CuSa.181
17763.0341 0.0231121 d^3Pig 0 3 3 a^3Piu 1 3 3 85CuSa.191
17763.2921 0.0126291 d^3Pig 0 24 2 a^3Piu 1 25 2 85CuSa.104
17763.299 0.005 d^3Pig 0 24 2 a^3Piu 1 25 2 07TaHiAm.1014
17763.433 0.01 d^3Pig 0 4 1 a^3Piu 1 4 1 03KaYaGuYu.29
17763.434 0.005 d^3Pig 0 25 1 a^3Piu 1 26 1 07TaHiAm.946
17763.4351 0.006601853 d^3Pig 0 25 1 a^3Piu 1 26 1 85CuSa.24
17763.4371 0.0035 d^3Pig 0 4 1 a^3Piu 1 4 1 85CuSa.36
17763.813 0.060871800000000004 d^3Pig 0 1 3 a^3Piu 1 0 3 03KaYaGuYu.1
17763.818 0.0096767 d^3Pig 0 1 3 a^3Piu 1 0 3 07TaHiAm.1025
17763.8191 0.0682528 d^3Pig 0 1 3 a^3Piu 1 0 3 85CuSa.194
17764.471 0.01 d^3Pig 0 5 1 a^3Piu 1 5 1 03KaYaGuYu.30
17764.4751 0.0035 d^3Pig 0 5 1 a^3Piu 1 5 1 85CuSa.37
17764.7821 0.008157600000000001 d^3Pig 0 5 2 a^3Piu 1 5 2 85CuSa.117
17764.848 0.0121858 d^3Pig 0 9 1 a^3Piu 1 8 2 03KaYaGuYu.134
17765.641 0.027046228 d^3Pig 0 8 2 a^3Piu 1 7 3 03KaYaGuYu.147
17765.6611 0.00721632 d^3Pig 0 6 2 a^3Piu 1 6 2 85CuSa.118
17765.718 0.018117 d^3Pig 0 6 1 a^3Piu 1 6 1 03KaYaGuYu.31
17765.7221 0.013156000000000001 d^3Pig 0 6 1 a^3Piu 1 6 1 85CuSa.38
17766.0511 0.012283700000000002 d^3Pig 0 5 3 a^3Piu 1 5 3 85CuSa.192
17766.3701 0.0035 d^3Pig 0 6 3 a^3Piu 1 6 3 85CuSa.193
17766.6321 0.0035 d^3Pig 0 24 3 a^3Piu 1 25 3 85CuSa.182
17766.634 0.005 d^3Pig 0 24 3 a^3Piu 1 25 3 07TaHiAm.1080
17767.0571 0.004967600000000001 d^3Pig 0 25 2 a^3Piu 1 26 2 85CuSa.105
17767.06 0.0075614 d^3Pig 0 25 2 a^3Piu 1 26 2 07TaHiAm.1015
17767.06 0.12765720000000003 d^3Pig 0 2 2 a^3Piu 1 1 2 07TaHiAm.958
17767.1761 0.012823800000000002 d^3Pig 0 2 2 a^3Piu 1 1 2 85CuSa.122
17767.2721 0.006729800000000001 d^3Pig 0 26 1 a^3Piu 1 27 1 85CuSa.25
17767.278 0.005 d^3Pig 0 26 1 a^3Piu 1 27 1 07TaHiAm.947
17767.3271 0.005525549 d^3Pig 0 7 1 a^3Piu 1 7 1 85CuSa.39
17767.338 0.01 d^3Pig 0 7 1 a^3Piu 1 7 1 03KaYaGuYu.32
17768.2851 0.0035 d^3Pig 0 9 2 a^3Piu 1 8 3 85CuSa.155
17768.32 0.045085700000000006 d^3Pig 0 9 2 a^3Piu 1 8 3 03KaYaGuYu.148
17768.375 0.01 d^3Pig 0 10 1 a^3Piu 1 9 2 03KaYaGuYu.149
17768.3821 0.0035 d^3Pig 0 10 1 a^3Piu 1 9 2 85CuSa.80
17768.5301 0.012667600000000001 d^3Pig 0 7 2 a^3Piu 1 7 2 85CuSa.119
17768.623 0.01 d^3Pig 0 2 3 a^3Piu 1 1 3 03KaYaGuYu.47
17768.624 0.005 d^3Pig 0 2 3 a^3Piu 1 1 3 07TaHiAm.1026
17768.6261 0.0035 d^3Pig 0 2 3 a^3Piu 1 1 3 85CuSa.195
17768.9391 0.021978000000000004 d^3Pig 0 2 3 a^3Piu 1 3 2 85CuSa.157
17769.1271 0.0035 d^3Pig 0 8 1 a^3Piu 1 8 1 85CuSa.40
17769.7711 0.010017044 d^3Pig 0 8 2 a^3Piu 1 8 2 85CuSa.120
17770.5101 0.009091262 d^3Pig 0 25 3 a^3Piu 1 26 3 85CuSa.183
17770.511 0.0060742 d^3Pig 0 25 3 a^3Piu 1 26 3 07TaHiAm.1081
17770.985 0.01 d^3Pig 0 3 1 a^3Piu 1 2 1 03KaYaGuYu.27
17770.9901 0.0035 d^3Pig 0 3 1 a^3Piu 1 2 1 85CuSa.46
17771.005 0.005 d^3Pig 0 26 2 a^3Piu 1 27 2 07TaHiAm.1016
17771.005 0.0196185 d^3Pig 0 3 1 a^3Piu 1 2 1 07TaHiAm.891
17771.126 0.005 d^3Pig 0 27 1 a^3Piu 1 28 1 07TaHiAm.948
17771.1261 0.0124597 d^3Pig 0 27 1 a^3Piu 1 28 1 85CuSa.26
17771.244 0.005 d^3Pig 0 3 2 a^3Piu 1 2 2 07TaHiAm.959
17771.2501 0.0035 d^3Pig 0 3 2 a^3Piu 1 2 2 85CuSa.123
17771.3081 0.0035 d^3Pig 0 9 1 a^3Piu 1 9 1 85CuSa.41
17771.333 0.040695600000000005 d^3Pig 0 8 3 a^3Piu 1 8 3 03KaYaGuYu.108
17773.213 0.01 d^3Pig 0 3 3 a^3Piu 1 2 3 03KaYaGuYu.86
17773.218 0.005 d^3Pig 0 3 3 a^3Piu 1 2 3 07TaHiAm.1027
17773.2181 0.0035 d^3Pig 0 3 3 a^3Piu 1 2 3 85CuSa.196
17773.3461 0.008085265 d^3Pig 0 9 2 a^3Piu 1 9 2 85CuSa.121
17773.6741 0.005110742 d^3Pig 0 10 1 a^3Piu 1 10 1 85CuSa.42
17774.607 0.01 d^3Pig 0 4 1 a^3Piu 1 3 1 03KaYaGuYu.49
17774.61 0.005 d^3Pig 0 4 1 a^3Piu 1 3 1 07TaHiAm.892
17774.6111 0.0035 d^3Pig 0 4 1 a^3Piu 1 3 1 85CuSa.47
17774.923 0.005 d^3Pig 0 26 3 a^3Piu 1 27 3 07TaHiAm.1082
17774.9241 0.012890900000000002 d^3Pig 0 26 3 a^3Piu 1 27 3 85CuSa.184
17775.3381 0.010207253 d^3Pig 0 27 2 a^3Piu 1 28 2 85CuSa.106
17775.341 0.005 d^3Pig 0 27 2 a^3Piu 1 28 2 07TaHiAm.1017
17775.4861 0.027525300000000003 d^3Pig 0 4 2 a^3Piu 1 3 2 85CuSa.124
17775.51 0.0335841 d^3Pig 0 4 2 a^3Piu 1 3 2 07TaHiAm.960
17775.51 0.05309260000000001 d^3Pig 0 28 1 a^3Piu 1 29 1 07TaHiAm.949
17775.5381 0.020699800000000004 d^3Pig 0 28 1 a^3Piu 1 29 1 85CuSa.27
17776.4291 0.011458761 d^3Pig 0 11 1 a^3Piu 1 11 1 85CuSa.43
17777.312 0.0507386 d^3Pig 0 10 3 a^3Piu 1 10 3 03KaYaGuYu.110
17778.433 0.0225808 d^3Pig 0 4 3 a^3Piu 1 3 3 03KaYaGuYu.87
17778.4461 0.0085272 d^3Pig 0 4 3 a^3Piu 1 3 3 85CuSa.197
17778.463 0.0230175 d^3Pig 0 4 3 a^3Piu 1 3 3 07TaHiAm.1028
17778.544 0.015402200000000001 d^3Pig 0 5 1 a^3Piu 1 4 1 07TaHiAm.893
17778.555 0.01 d^3Pig 0 5 1 a^3Piu 1 4 1 03KaYaGuYu.50
17778.5591 0.0035 d^3Pig 0 5 1 a^3Piu 1 4 1 85CuSa.48
17779.3291 0.012316016 d^3Pig 0 27 3 a^3Piu 1 28 3 85CuSa.185
17779.341 0.005 d^3Pig 0 27 3 a^3Piu 1 28 3 07TaHiAm.1083
17779.8251 0.012589479 d^3Pig 0 28 2 a^3Piu 1 29 2 85CuSa.107
17779.856 0.030990300000000002 d^3Pig 0 28 2 a^3Piu 1 29 2 07TaHiAm.1018
17779.9271 0.0035 d^3Pig 0 29 1 a^3Piu 1 30 1 85CuSa.28
17779.939 0.0135729 d^3Pig 0 29 1 a^3Piu 1 30 1 07TaHiAm.950
17780.21 0.005 d^3Pig 0 5 2 a^3Piu 1 4 2 07TaHiAm.961
17780.2131 0.0096811 d^3Pig 0 5 2 a^3Piu 1 4 2 85CuSa.125
17781.781 0.044986083 d^3Pig 0 11 3 a^3Piu 1 11 3 03KaYaGuYu.111
17782.2431 0.0136895 d^3Pig 0 13 2 a^3Piu 1 12 3 85CuSa.156
17782.618 0.015156900000000001 d^3Pig 0 14 1 a^3Piu 1 13 2 03KaYaGuYu.136
17782.6511 0.0048147 d^3Pig 0 13 1 a^3Piu 1 13 1 85CuSa.44
17782.688 0.036 d^3Pig 0 13 1 a^3Piu 1 13 1 03KaYaGuYu.38
17782.818 0.005 d^3Pig 0 6 1 a^3Piu 1 5 1 07TaHiAm.894
17782.818 0.01 d^3Pig 0 6 1 a^3Piu 1 5 1 03KaYaGuYu.51
17782.8181 0.0035 d^3Pig 0 6 1 a^3Piu 1 5 1 85CuSa.49
17783.418 0.005 d^3Pig 0 5 3 a^3Piu 1 4 3 07TaHiAm.1029
17783.418 0.01 d^3Pig 0 5 3 a^3Piu 1 4 3 03KaYaGuYu.126
17783.4181 0.0035 d^3Pig 0 5 3 a^3Piu 1 4 3 85CuSa.198
17784.3201 0.0035 d^3Pig 0 28 3 a^3Piu 1 29 3 85CuSa.186
17784.322 0.0063239 d^3Pig 0 28 3 a^3Piu 1 29 3 07TaHiAm.1084
17784.728 0.005 d^3Pig 0 29 2 a^3Piu 1 30 2 07TaHiAm.1019
17784.7281 0.006817973 d^3Pig 0 29 2 a^3Piu 1 30 2 85CuSa.108
17784.9241 0.006003800000000001 d^3Pig 0 30 1 a^3Piu 1 31 1 85CuSa.29
17784.927 0.005 d^3Pig 0 30 1 a^3Piu 1 31 1 07TaHiAm.951
17785.085 0.01 d^3Pig 0 6 2 a^3Piu 1 5 2 03KaYaGuYu.89
17785.087 0.005 d^3Pig 0 6 2 a^3Piu 1 5 2 07TaHiAm.962
17785.0911 0.0038798 d^3Pig 0 6 2 a^3Piu 1 5 2 85CuSa.126
17786.2041 0.00940532 d^3Pig 0 14 1 a^3Piu 1 14 1 85CuSa.45
17787.415 0.01 d^3Pig 0 7 1 a^3Piu 1 6 1 03KaYaGuYu.52
17787.416 0.005 d^3Pig 0 7 1 a^3Piu 1 6 1 07TaHiAm.895
17787.4191 0.003 d^3Pig 0 7 1 a^3Piu 1 6 1 85CuSa.50
17789.014 0.0161722 d^3Pig 0 6 3 a^3Piu 1 5 3 03KaYaGuYu.119
17789.02 0.005 d^3Pig 0 6 3 a^3Piu 1 5 3 07TaHiAm.1030
17789.0201 0.008791200000000002 d^3Pig 0 6 3 a^3Piu 1 5 3 85CuSa.199
17789.2721 0.003581204 d^3Pig 0 29 3 a^3Piu 1 30 3 85CuSa.187
17789.276 0.005 d^3Pig 0 29 3 a^3Piu 1 30 3 07TaHiAm.1085
17789.7471 0.019 d^3Pig 0 30 2 a^3Piu 1 31 2 85CuSa.109
17789.799 0.045441 d^3Pig 0 31 1 a^3Piu 1 32 1 07TaHiAm.952
17789.799 0.0515834 d^3Pig 0 30 2 a^3Piu 1 31 2 07TaHiAm.1020
17789.8361 0.015683856 d^3Pig 0 31 1 a^3Piu 1 32 1 85CuSa.30
17790.347 0.01 d^3Pig 0 7 2 a^3Piu 1 6 2 03KaYaGuYu.90
17790.354 0.005 d^3Pig 0 7 2 a^3Piu 1 6 2 07TaHiAm.963
17790.3571 0.0035 d^3Pig 0 7 2 a^3Piu 1 6 2 85CuSa.127
17792.325 0.01 d^3Pig 0 8 1 a^3Piu 1 7 1 03KaYaGuYu.53
17792.33 0.005 d^3Pig 0 8 1 a^3Piu 1 7 1 07TaHiAm.896
17792.3311 0.0035 d^3Pig 0 8 1 a^3Piu 1 7 1 85CuSa.51
17794.4541 0.0035 d^3Pig 0 7 3 a^3Piu 1 6 3 85CuSa.200
17794.4558 0.01 d^3Pig 0 7 3 a^3Piu 1 6 3 03KaYaGuYu.120
17794.456 0.005 d^3Pig 0 7 3 a^3Piu 1 6 3 07TaHiAm.1031
17794.8231 0.012338700000000001 d^3Pig 0 30 3 a^3Piu 1 31 3 85CuSa.188
17794.831 0.005 d^3Pig 0 30 3 a^3Piu 1 31 3 07TaHiAm.1086
17794.985 0.08588360000000002 d^3Pig 0 16 2 a^3Piu 1 15 3 03KaYaGuYu.150
17795.2271 0.0035 d^3Pig 0 31 2 a^3Piu 1 32 2 85CuSa.110
17795.228 0.005 d^3Pig 0 31 2 a^3Piu 1 32 2 07TaHiAm.1021
17795.4061 0.0077253 d^3Pig 0 32 1 a^3Piu 1 33 1 85CuSa.31
17795.408 0.005 d^3Pig 0 32 1 a^3Piu 1 33 1 07TaHiAm.953
17795.802 0.01 d^3Pig 0 8 2 a^3Piu 1 7 2 03KaYaGuYu.91
17795.807 0.005 d^3Pig 0 8 2 a^3Piu 1 7 2 07TaHiAm.964
17795.8091 0.0035 d^3Pig 0 8 2 a^3Piu 1 7 2 85CuSa.128
17797.552 0.01 d^3Pig 0 9 1 a^3Piu 1 8 1 03KaYaGuYu.33
17797.553 0.005 d^3Pig 0 9 1 a^3Piu 1 8 1 07TaHiAm.897
17797.5541 0.0035 d^3Pig 0 9 1 a^3Piu 1 8 1 85CuSa.52
17800.3191 0.0035 d^3Pig 0 31 3 a^3Piu 1 32 3 85CuSa.189
17800.326 0.0085437 d^3Pig 0 31 3 a^3Piu 1 32 3 07TaHiAm.1087
17800.467 0.0281072 d^3Pig 0 8 3 a^3Piu 1 7 3 03KaYaGuYu.121
17800.487 0.005 d^3Pig 0 8 3 a^3Piu 1 7 3 07TaHiAm.1032
17800.4891 0.0035 d^3Pig 0 8 3 a^3Piu 1 7 3 85CuSa.201
17800.7721 0.020571100000000002 d^3Pig 0 32 2 a^3Piu 1 33 2 85CuSa.111
17800.819 0.03882780000000001 d^3Pig 0 33 1 a^3Piu 1 34 1 07TaHiAm.954
17800.819 0.04031610000000001 d^3Pig 0 32 2 a^3Piu 1 33 2 07TaHiAm.1022
17800.8531 0.0035 d^3Pig 0 33 1 a^3Piu 1 34 1 85CuSa.32
17801.58 0.01 d^3Pig 0 9 2 a^3Piu 1 8 2 03KaYaGuYu.73
17801.585 0.005 d^3Pig 0 9 2 a^3Piu 1 8 2 07TaHiAm.965
17801.5861 0.0035 d^3Pig 0 9 2 a^3Piu 1 8 2 85CuSa.129
17803.089 0.011482055 d^3Pig 0 10 1 a^3Piu 1 9 1 03KaYaGuYu.34
17803.1 0.005 d^3Pig 0 10 1 a^3Piu 1 9 1 07TaHiAm.898
17803.1011 0.0035 d^3Pig 0 10 1 a^3Piu 1 9 1 85CuSa.53
17806.428 0.005 d^3Pig 0 9 3 a^3Piu 1 8 3 07TaHiAm.1033
17806.428 0.009731700000000001 d^3Pig 0 32 3 a^3Piu 1 33 3 07TaHiAm.1088
17806.4281 0.0035 d^3Pig 0 9 3 a^3Piu 1 8 3 85CuSa.202
17806.4281 0.01 d^3Pig 0 9 3 a^3Piu 1 8 3 03KaYaGuYu.122
17806.836 0.005 d^3Pig 0 33 2 a^3Piu 1 34 2 07TaHiAm.1023
17806.8381 0.0035 d^3Pig 0 33 2 a^3Piu 1 34 2 85CuSa.112
17806.9931 0.007791533 d^3Pig 0 34 1 a^3Piu 1 35 1 85CuSa.33
17807.001 0.005 d^3Pig 0 34 1 a^3Piu 1 35 1 07TaHiAm.955
17807.564 0.021704143 d^3Pig 0 10 2 a^3Piu 1 9 2 03KaYaGuYu.74
17807.581 0.005 d^3Pig 0 10 2 a^3Piu 1 9 2 07TaHiAm.966
17807.5821 0.0035 d^3Pig 0 10 2 a^3Piu 1 9 2 85CuSa.130
17808.914 0.005 d^3Pig 0 11 1 a^3Piu 1 10 1 07TaHiAm.899
17808.914 0.01 d^3Pig 0 11 1 a^3Piu 1 10 1 03KaYaGuYu.35
17808.9151 0.0035 d^3Pig 0 11 1 a^3Piu 1 10 1 85CuSa.54
17812.4521 0.024508000000000002 d^3Pig 0 33 3 a^3Piu 1 34 3 85CuSa.190
17812.46 0.005 d^3Pig 0 33 3 a^3Piu 1 34 3 07TaHiAm.1089
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24627.49 0.2 C^1Pig 1 26 1 A^1Piu 2 27 1 30DiLo.172
24627.49 0.2 C^1Pig 1 8 1 A^1Piu 2 7 1 30DiLo.230
24630.6 0.2 C^1Pig 0 46 1 A^1Piu 1 47 1 30DiLo.23
24633 0.2 C^1Pig 1 27 1 A^1Piu 2 28 1 30DiLo.205
24633.79 0.2 C^1Pig 1 9 1 A^1Piu 2 8 1 30DiLo.242
24634.55 0.2 C^1Pig 0 29 1 A^1Piu 1 28 1 30DiLo.136
24640.39 0.2 C^1Pig 1 10 1 A^1Piu 2 9 1 30DiLo.231
24640.39 0.2 C^1Pig 1 28 1 A^1Piu 2 29 1 30DiLo.173
24646.45 0.2 C^1Pig 1 29 1 A^1Piu 2 30 1 30DiLo.206
24647.33 0.2 C^1Pig 1 11 1 A^1Piu 2 10 1 30DiLo.243
24649.3 0.2 C^1Pig 0 30 1 A^1Piu 1 29 1 30DiLo.98
24654.64 0.2 C^1Pig 1 12 1 A^1Piu 2 11 1 30DiLo.232
24654.64 0.2 C^1Pig 1 30 1 A^1Piu 2 31 1 30DiLo.174
24658.83 0.2 C^1Pig 0 48 1 A^1Piu 1 49 1 30DiLo.24
24661.26 0.2 C^1Pig 1 31 1 A^1Piu 2 32 1 30DiLo.207
24662.26 0.2 C^1Pig 1 13 1 A^1Piu 2 12 1 30DiLo.244
24662.87 0.2 C^1Pig 0 31 1 A^1Piu 1 30 1 30DiLo.137
24670.32 0.2 C^1Pig 1 14 1 A^1Piu 2 13 1 30DiLo.233
24670.32 0.2 C^1Pig 1 32 1 A^1Piu 2 33 1 30DiLo.175
24671.56 0.2 C^1Pig 0 49 1 A^1Piu 1 50 1 30DiLo.57
24677.43 0.2 C^1Pig 1 33 1 A^1Piu 2 34 1 30DiLo.208
24678.48 0.2 C^1Pig 1 15 1 A^1Piu 2 14 1 30DiLo.245
24678.48 0.2 C^1Pig 0 32 1 A^1Piu 1 31 1 30DiLo.99
24687.11 0.2 C^1Pig 1 34 1 A^1Piu 2 35 1 30DiLo.176
24687.51 0.2 C^1Pig 1 16 1 A^1Piu 2 15 1 30DiLo.234
24688.42 0.2 C^1Pig 0 50 1 A^1Piu 1 51 1 30DiLo.25
24692.54 0.2 C^1Pig 0 33 1 A^1Piu 1 32 1 30DiLo.138
24694.95 0.2 C^1Pig 1 35 1 A^1Piu 2 36 1 30DiLo.209
24696.3 0.2 C^1Pig 1 17 1 A^1Piu 2 16 1 30DiLo.246
24701.78 0.2 C^1Pig 0 51 1 A^1Piu 1 52 1 30DiLo.58
24705.33 0.2 C^1Pig 1 36 1 A^1Piu 2 37 1 30DiLo.177
24705.96 0.2 C^1Pig 1 18 1 A^1Piu 2 17 1 30DiLo.235
24708.89 0.2 C^1Pig 0 34 1 A^1Piu 1 33 1 30DiLo.100
24713.84 0.2 C^1Pig 1 37 1 A^1Piu 2 38 1 30DiLo.210
24715.3 0.2 C^1Pig 1 19 1 A^1Piu 2 18 1 30DiLo.247
24719.48 0.2 C^1Pig 0 52 1 A^1Piu 1 53 1 30DiLo.26
24723.63 0.2 C^1Pig 0 35 1 A^1Piu 1 34 1 30DiLo.139
24725.14 0.2 C^1Pig 1 38 1 A^1Piu 2 39 1 30DiLo.178
24725.77 0.2 C^1Pig 1 20 1 A^1Piu 2 19 1 30DiLo.236
24734.12 0.2 C^1Pig 2 10 1 A^1Piu 3 11 1 30DiLo.297
24734.12 0.2 C^1Pig 1 39 1 A^1Piu 2 40 1 30DiLo.211
24734.12 0.2 C^1Pig 2 9 1 A^1Piu 3 10 1 30DiLo.318
24734.12 0.2552825 C^1Pig 2 8 1 A^1Piu 3 9 1 30DiLo.296
24735.68 0.2 C^1Pig 2 12 1 A^1Piu 3 13 1 30DiLo.298
24735.68 0.2 C^1Pig 1 21 1 A^1Piu 2 20 1 30DiLo.248
24736.48 0.2 C^1Pig 2 13 1 A^1Piu 3 14 1 30DiLo.320
24737.99 0.2 C^1Pig 2 14 1 A^1Piu 3 15 1 30DiLo.299
24739.54 0.2 C^1Pig 2 15 1 A^1Piu 3 16 1 30DiLo.321
24740.81 0.2 C^1Pig 0 36 1 A^1Piu 1 35 1 30DiLo.101
24742.03 0.2 C^1Pig 2 16 1 A^1Piu 3 17 1 30DiLo.300
24743.86 0.2 C^1Pig 2 17 1 A^1Piu 3 18 1 30DiLo.322
24746.02 0.2 C^1Pig 1 40 1 A^1Piu 2 41 1 30DiLo.179
24746.9 0.2 C^1Pig 2 18 1 A^1Piu 3 19 1 30DiLo.301
24746.9 0.2 C^1Pig 1 22 1 A^1Piu 2 21 1 30DiLo.237
24749.45 0.2 C^1Pig 2 19 1 A^1Piu 3 20 1 30DiLo.323
24751.91 0.2 C^1Pig 0 54 1 A^1Piu 1 55 1 30DiLo.27
24753.18 0.2 C^1Pig 2 20 1 A^1Piu 3 21 1 30DiLo.302
24755.62 0.2 C^1Pig 1 41 1 A^1Piu 2 42 1 30DiLo.212
24756.47 0.2 C^1Pig 2 21 1 A^1Piu 3 22 1 30DiLo.324
24756.47 0.2 C^1Pig 0 37 1 A^1Piu 1 36 1 30DiLo.140
24757.45 0.2 C^1Pig 1 23 1 A^1Piu 2 22 1 30DiLo.249
24760.78 0.2 C^1Pig 2 22 1 A^1Piu 3 23 1 30DiLo.303
24764.44 0.2 C^1Pig 2 23 1 A^1Piu 3 24 1 30DiLo.325
24766.42 0.2 C^1Pig 0 55 1 A^1Piu 1 56 1 30DiLo.60
24768.47 0.2 C^1Pig 1 42 1 A^1Piu 2 43 1 30DiLo.180
24769.45 0.2 C^1Pig 1 24 1 A^1Piu 2 23 1 30DiLo.238
24769.45 0.2 C^1Pig 2 24 1 A^1Piu 3 25 1 30DiLo.304
24774.04 0.2 C^1Pig 0 38 1 A^1Piu 1 37 1 30DiLo.102
24774.04 0.2574143 C^1Pig 2 25 1 A^1Piu 3 26 1 30DiLo.326
24778.46 0.2 C^1Pig 1 43 1 A^1Piu 2 44 1 30DiLo.213
24779.7 0.2 C^1Pig 2 26 1 A^1Piu 3 27 1 30DiLo.305
24780.57 0.2 C^1Pig 1 25 1 A^1Piu 2 24 1 30DiLo.250
24781.61 0.2 C^1Pig 2 7 1 A^1Piu 3 6 1 30DiLo.360
24784.4 0.2 C^1Pig 2 27 1 A^1Piu 3 28 1 30DiLo.327
24785.79 0.2 C^1Pig 0 56 1 A^1Piu 1 57 1 30DiLo.28
2479.3739 0.001 A^1Piu 2 15 1 X^1Sigmag+ 5 16 1 15ChKaBeTa.52
24790.08 0.2 C^1Pig 0 39 1 A^1Piu 1 38 1 30DiLo.141
24790.91 0.2 C^1Pig 2 28 1 A^1Piu 3 29 1 30DiLo.306
24792.12 0.2 C^1Pig 1 44 1 A^1Piu 2 45 1 30DiLo.181
24793.28 0.2 C^1Pig 1 26 1 A^1Piu 2 25 1 30DiLo.251
24793.28 0.2 C^1Pig 2 9 1 A^1Piu 3 8 1 30DiLo.361
24796.18 0.2 C^1Pig 2 29 1 A^1Piu 3 30 1 30DiLo.328
24800.81 0.2 C^1Pig 0 57 1 A^1Piu 1 58 1 30DiLo.61
24802.65 0.2 C^1Pig 1 45 1 A^1Piu 2 46 1 30DiLo.214
24803.51 0.2 C^1Pig 2 30 1 A^1Piu 3 31 1 30DiLo.307
24804.86 0.2 C^1Pig 1 27 1 A^1Piu 2 26 1 30DiLo.275
24806.26 0.2 C^1Pig 2 11 1 A^1Piu 3 10 1 30DiLo.362
24808.81 0.2 C^1Pig 0 40 1 A^1Piu 1 39 1 30DiLo.103
24808.81 0.4502564 C^1Pig 2 31 1 A^1Piu 3 32 1 30DiLo.329
24817.15 0.2 C^1Pig 2 32 1 A^1Piu 3 33 1 30DiLo.308
24817.15 0.2 C^1Pig 1 46 1 A^1Piu 2 47 1 30DiLo.182
24818.48 0.2 C^1Pig 1 28 1 A^1Piu 2 27 1 30DiLo.252
24820.41 0.2 C^1Pig 2 13 1 A^1Piu 3 12 1 30DiLo.363
24821.01 0.2 C^1Pig 0 58 1 A^1Piu 1 59 1 30DiLo.29
24823.53 0.2 C^1Pig 2 33 1 A^1Piu 3 34 1 30DiLo.330
24825.33 0.2 C^1Pig 0 41 1 A^1Piu 1 40 1 30DiLo.142
24828.15 0.2 C^1Pig 1 47 1 A^1Piu 2 48 1 30DiLo.215
24830.84 0.2 C^1Pig 1 29 1 A^1Piu 2 28 1 30DiLo.276
24832.36 0.2 C^1Pig 2 34 1 A^1Piu 3 35 1 30DiLo.309
24835.87 0.2 C^1Pig 2 15 1 A^1Piu 3 14 1 30DiLo.364
24836.62 0.2 C^1Pig 0 59 1 A^1Piu 1 60 1 30DiLo.62
24838.93 0.2 C^1Pig 2 35 1 A^1Piu 3 36 1 30DiLo.331
24843.38 0.2 C^1Pig 1 48 1 A^1Piu 2 49 1 30DiLo.183
24844.49 0.2 C^1Pig 2 16 1 A^1Piu 3 15 1 30DiLo.340
24844.98 0.2 C^1Pig 1 30 1 A^1Piu 2 29 1 30DiLo.253
24844.98 0.2 C^1Pig 0 42 1 A^1Piu 1 41 1 30DiLo.104
24848.4 0.2 C^1Pig 2 36 1 A^1Piu 3 37 1 30DiLo.310
24852.58 0.2 C^1Pig 2 17 1 A^1Piu 3 16 1 30DiLo.365
24854.93 0.2 C^1Pig 1 49 1 A^1Piu 2 50 1 30DiLo.216
24855.53 0.2 C^1Pig 2 37 1 A^1Piu 3 38 1 30DiLo.332
24857.85 0.2 C^1Pig 1 31 1 A^1Piu 2 30 1 30DiLo.277
24857.85 0.2 C^1Pig 0 60 1 A^1Piu 1 61 1 30DiLo.30
24861.99 0.2 C^1Pig 2 18 1 A^1Piu 3 17 1 30DiLo.341
24861.99 0.2 C^1Pig 0 43 1 A^1Piu 1 42 1 30DiLo.143
24865.7 0.2 C^1Pig 2 38 1 A^1Piu 3 39 1 30DiLo.311
24870.63 0.2 C^1Pig 2 19 1 A^1Piu 3 18 1 30DiLo.366
24870.92 0.2 C^1Pig 1 50 1 A^1Piu 2 51 1 30DiLo.184
24873.01 0.2 C^1Pig 1 32 1 A^1Piu 2 31 1 30DiLo.254
24873.81 0.2 C^1Pig 0 61 1 A^1Piu 1 62 1 30DiLo.63
24880.41 0.2 C^1Pig 2 20 1 A^1Piu 3 19 1 30DiLo.342
24882.45 0.2 C^1Pig 0 44 1 A^1Piu 1 43 1 30DiLo.105
24883 0.2 C^1Pig 1 51 1 A^1Piu 2 52 1 30DiLo.217
24884.09 0.2 C^1Pig 2 40 1 A^1Piu 3 41 1 30DiLo.312
24886.37 0.2 C^1Pig 1 33 1 A^1Piu 2 32 1 30DiLo.278
24889.86 0.2 C^1Pig 2 21 1 A^1Piu 3 20 1 30DiLo.367
24892.49 0.2 C^1Pig 2 41 1 A^1Piu 3 42 1 30DiLo.333
24895.71 0.2 C^1Pig 0 62 1 A^1Piu 1 63 1 30DiLo.31
24900.04 0.2 C^1Pig 0 45 1 A^1Piu 1 44 1 30DiLo.144
24900.04 0.2 C^1Pig 1 52 1 A^1Piu 2 53 1 30DiLo.185
24900.04 0.2799214 C^1Pig 2 22 1 A^1Piu 3 21 1 30DiLo.343
24902.16 0.2 C^1Pig 1 34 1 A^1Piu 2 33 1 30DiLo.255
24903.78 0.2 C^1Pig 2 42 1 A^1Piu 3 43 1 30DiLo.313
24910.13 0.2 C^1Pig 2 23 1 A^1Piu 3 22 1 30DiLo.368
24912.32 0.2 C^1Pig 2 43 1 A^1Piu 3 44 1 30DiLo.334
24912.32 0.2 C^1Pig 1 53 1 A^1Piu 2 54 1 30DiLo.218
24912.32 0.2 C^1Pig 0 63 1 A^1Piu 1 64 1 30DiLo.64
24916.12 0.2 C^1Pig 1 35 1 A^1Piu 2 34 1 30DiLo.279
24921.38 0.2 C^1Pig 2 24 1 A^1Piu 3 23 1 30DiLo.344
24921.38 0.2 C^1Pig 0 46 1 A^1Piu 1 45 1 30DiLo.106
24924.45 0.2 C^1Pig 2 44 1 A^1Piu 3 45 1 30DiLo.314
24929.87 0.2 C^1Pig 1 54 1 A^1Piu 2 55 1 30DiLo.186
24931.74 0.2 C^1Pig 2 25 1 A^1Piu 3 24 1 30DiLo.369
24932.62 0.2 C^1Pig 1 36 1 A^1Piu 2 35 1 30DiLo.256
24933.29 0.2 C^1Pig 2 45 1 A^1Piu 3 46 1 30DiLo.335
24935.01 0.2 C^1Pig 0 64 1 A^1Piu 1 65 1 30DiLo.32
24939.41 0.2 C^1Pig 0 47 1 A^1Piu 1 46 1 30DiLo.145
2494.4013 0.001 A^1Piu 2 13 1 X^1Sigmag+ 5 14 1 15ChKaBeTa.51
24942.89 0.2 C^1Pig 1 55 1 A^1Piu 2 56 1 30DiLo.219
24943.68 0.2 C^1Pig 2 26 1 A^1Piu 3 25 1 30DiLo.345
24946.19 0.2 C^1Pig 2 46 1 A^1Piu 3 47 1 30DiLo.315
24947.14 0.2 C^1Pig 1 37 1 A^1Piu 2 36 1 30DiLo.280
24952.31 0.2 C^1Pig 0 65 1 A^1Piu 1 66 1 30DiLo.65
24954.53 0.2 C^1Pig 2 27 1 A^1Piu 3 26 1 30DiLo.370
24955.51 0.2 C^1Pig 2 47 1 A^1Piu 3 48 1 30DiLo.336
2496.7208 0.0081059 A^1Piu 2 22 1 X^1Sigmag+ 5 22 1 15ChKaBeTa.62
24961.42 0.2 C^1Pig 0 48 1 A^1Piu 1 47 1 30DiLo.107
24961.42 0.2 C^1Pig 1 56 1 A^1Piu 2 57 1 30DiLo.187
24964.55 0.2 C^1Pig 1 38 1 A^1Piu 2 37 1 30DiLo.257
24967.23 0.2 C^1Pig 2 28 1 A^1Piu 3 27 1 30DiLo.346
24969.19 0.2 C^1Pig 2 48 1 A^1Piu 3 49 1 30DiLo.316
24974.71 0.2 C^1Pig 1 57 1 A^1Piu 2 58 1 30DiLo.220
24975.73 0.2 C^1Pig 0 66 1 A^1Piu 1 67 1 30DiLo.33
24978.61 0.2 C^1Pig 2 29 1 A^1Piu 3 28 1 30DiLo.371
24979.49 0.2 C^1Pig 1 39 1 A^1Piu 2 38 1 30DiLo.281
2498.5822 0.010427426 B^1Deltag 5 18 1 A^1Piu 5 19 1 16ChKaBeTa.40
24991.93 0.2 C^1Pig 2 30 1 A^1Piu 3 29 1 30DiLo.347
24992.82 0.2 C^1Pig 2 50 1 A^1Piu 3 51 1 30DiLo.317
24993.62 0.2 C^1Pig 1 58 1 A^1Piu 2 59 1 30DiLo.188
24993.62 0.2 C^1Pig 0 67 1 A^1Piu 1 68 1 30DiLo.66
24997.47 0.2 C^1Pig 1 40 1 A^1Piu 2 39 1 30DiLo.258
25003.06 0.2 C^1Pig 0 50 1 A^1Piu 1 49 1 30DiLo.108
25007.75 0.2 C^1Pig 1 59 1 A^1Piu 2 60 1 30DiLo.221
25013.1 0.2 C^1Pig 1 41 1 A^1Piu 2 40 1 30DiLo.282
25017.86 0.2 C^1Pig 2 32 1 A^1Piu 3 31 1 30DiLo.348
25017.86 0.2 C^1Pig 0 68 1 A^1Piu 1 69 1 30DiLo.67
25022.41 0.2 C^1Pig 0 51 1 A^1Piu 1 50 1 30DiLo.147
25027.29 0.2 C^1Pig 1 60 1 A^1Piu 2 61 1 30DiLo.189
25030.11 0.2 C^1Pig 2 33 1 A^1Piu 3 32 1 30DiLo.373
25032.03 0.2 C^1Pig 1 42 1 A^1Piu 2 41 1 30DiLo.259
25036.17 0.2 C^1Pig 0 69 1 A^1Piu 1 70 1 30DiLo.77
25041.96 0.2 C^1Pig 1 61 1 A^1Piu 2 62 1 30DiLo.222
25044.88 0.2 C^1Pig 2 34 1 A^1Piu 3 33 1 30DiLo.349
25046.04 0.2 C^1Pig 0 52 1 A^1Piu 1 51 1 30DiLo.109
25048.05 0.2 C^1Pig 1 43 1 A^1Piu 2 42 1 30DiLo.283
25057.64 0.2 C^1Pig 2 35 1 A^1Piu 3 34 1 30DiLo.374
25061.24 0.2 C^1Pig 0 70 1 A^1Piu 1 71 1 30DiLo.68
25062.44 0.2 C^1Pig 1 62 1 A^1Piu 2 63 1 30DiLo.190
25065.88 0.2 C^1Pig 0 53 1 A^1Piu 1 52 1 30DiLo.148
25067.67 0.2 C^1Pig 1 44 1 A^1Piu 2 43 1 30DiLo.260
25073.06 0.2 C^1Pig 2 36 1 A^1Piu 3 35 1 30DiLo.350
25077.4 0.2 C^1Pig 1 63 1 A^1Piu 2 64 1 30DiLo.223
2508.3181 0.010346677 A^1Piu 2 11 1 X^1Sigmag+ 5 12 1 15ChKaBeTa.50
2508.8148 0.001 A^1Piu 2 20 1 X^1Sigmag+ 5 20 1 15ChKaBeTa.61
25080.15 0.2 C^1Pig 0 71 1 A^1Piu 1 72 1 30DiLo.78
25084.21 0.2 C^1Pig 1 45 1 A^1Piu 2 44 1 30DiLo.284
25086.26 0.2 C^1Pig 2 37 1 A^1Piu 3 36 1 30DiLo.375
25090.3 0.2 C^1Pig 0 54 1 A^1Piu 1 53 1 30DiLo.110
25098.32 0.2 C^1Pig 1 64 1 A^1Piu 2 65 1 30DiLo.191
25102.34 0.2 C^1Pig 2 38 1 A^1Piu 3 37 1 30DiLo.351
25104.57 0.2 C^1Pig 1 46 1 A^1Piu 2 45 1 30DiLo.261
25105.95 0.2 C^1Pig 0 72 1 A^1Piu 1 73 1 30DiLo.69
25110.7 0.2 C^1Pig 0 55 1 A^1Piu 1 54 1 30DiLo.149
25113.86 0.2 C^1Pig 1 65 1 A^1Piu 2 66 1 30DiLo.224
25116 0.2 C^1Pig 2 39 1 A^1Piu 3 38 1 30DiLo.376
25121.6 0.2 C^1Pig 1 47 1 A^1Piu 2 46 1 30DiLo.285
25125.38 0.2 C^1Pig 0 73 1 A^1Piu 1 74 1 30DiLo.79
25132.83 0.2 C^1Pig 2 40 1 A^1Piu 3 39 1 30DiLo.352
25135.89 0.2 C^1Pig 0 56 1 A^1Piu 1 55 1 30DiLo.111
25142.71 0.2 C^1Pig 1 48 1 A^1Piu 2 47 1 30DiLo.262
25147.16 0.2 C^1Pig 2 41 1 A^1Piu 3 40 1 30DiLo.377
2515.1918 0.004162084 B^1Deltag 5 16 1 A^1Piu 5 17 1 16ChKaBeTa.41
25151.45 0.2 C^1Pig 1 67 1 A^1Piu 2 68 1 30DiLo.225
25151.98 0.2 C^1Pig 0 74 1 A^1Piu 1 75 1 30DiLo.70
25156.86 0.2 C^1Pig 0 57 1 A^1Piu 1 56 1 30DiLo.150
25160.24 0.2 C^1Pig 1 49 1 A^1Piu 2 48 1 30DiLo.286
25164.37 0.2 C^1Pig 2 42 1 A^1Piu 3 41 1 30DiLo.353
2517.1816 0.029 B^1Deltag 5 24 1 A^1Piu 5 24 1 16ChKaBeTa.42
25178.76 0.2 C^1Pig 2 43 1 A^1Piu 3 42 1 30DiLo.378
25182.12 0.2 C^1Pig 1 50 1 A^1Piu 2 49 1 30DiLo.263
25182.88 0.2 C^1Pig 0 58 1 A^1Piu 1 57 1 30DiLo.112
25190.22 0.2 C^1Pig 1 69 1 A^1Piu 2 70 1 30DiLo.226
25196.91 0.2 C^1Pig 2 44 1 A^1Piu 3 43 1 30DiLo.354
25199.27 0.2 C^1Pig 0 76 1 A^1Piu 1 77 1 30DiLo.71
25200.07 0.2 C^1Pig 1 51 1 A^1Piu 2 50 1 30DiLo.287
25204.32 0.2 C^1Pig 0 59 1 A^1Piu 1 58 1 30DiLo.151
25211.73 0.2 C^1Pig 2 45 1 A^1Piu 3 44 1 30DiLo.379
25219.76 0.2 C^1Pig 0 77 1 A^1Piu 1 78 1 30DiLo.81
25222.69 0.2 C^1Pig 1 52 1 A^1Piu 2 51 1 30DiLo.264
25230.13 0.267806 C^1Pig 2 46 1 A^1Piu 3 45 1 30DiLo.355
25231.37 0.2 C^1Pig 0 60 1 A^1Piu 1 59 1 30DiLo.113
2524.5286 0.0192 B^1Deltag 5 23 1 A^1Piu 5 23 1 16ChKaBeTa.43
25241.11 0.2 C^1Pig 1 53 1 A^1Piu 2 52 1 30DiLo.288
25245.66 0.2 C^1Pig 2 47 1 A^1Piu 3 46 1 30DiLo.380
25247.88 0.2 C^1Pig 0 78 1 A^1Piu 1 79 1 30DiLo.72
25253.09 0.2 C^1Pig 0 61 1 A^1Piu 1 60 1 30DiLo.152
25264.44 0.2 C^1Pig 1 54 1 A^1Piu 2 53 1 30DiLo.265
25265.15 0.2 C^1Pig 2 48 1 A^1Piu 3 47 1 30DiLo.356
25268.87 0.2 C^1Pig 0 79 1 A^1Piu 1 80 1 30DiLo.82
25280.64 0.2 C^1Pig 2 49 1 A^1Piu 3 48 1 30DiLo.381
25280.64 0.2 C^1Pig 0 62 1 A^1Piu 1 61 1 30DiLo.114
25283.37 0.2 C^1Pig 1 55 1 A^1Piu 2 54 1 30DiLo.289
2529.6849 0.001 A^1Piu 2 16 1 X^1Sigmag+ 5 16 1 15ChKaBeTa.60
25297.66 0.2 C^1Pig 0 80 1 A^1Piu 1 81 1 30DiLo.73
25300.52 0.2 C^1Pig 2 50 1 A^1Piu 3 49 1 30DiLo.357
25303.13 0.2 C^1Pig 0 63 1 A^1Piu 1 62 1 30DiLo.153
25307.43 0.2 C^1Pig 1 56 1 A^1Piu 2 55 1 30DiLo.266
2531.3853 0.009581000000000001 B^1Deltag 5 22 1 A^1Piu 5 22 1 16ChKaBeTa.44
25316.53 0.2 C^1Pig 2 51 1 A^1Piu 3 50 1 30DiLo.382
25319.21 0.2 C^1Pig 0 81 1 A^1Piu 1 82 1 30DiLo.83
2532.766 0.007 A^1Piu 2 7 1 X^1Sigmag+ 5 8 1 15ChKaBeTa.49
25326.76 0.2 C^1Pig 1 57 1 A^1Piu 2 56 1 30DiLo.290
25337.35 0.2 C^1Pig 2 52 1 A^1Piu 3 51 1 30DiLo.358
25348.76 0.2 C^1Pig 0 82 1 A^1Piu 1 83 1 30DiLo.74
25351.46 0.2 C^1Pig 1 58 1 A^1Piu 2 57 1 30DiLo.267
25353.16 0.2 C^1Pig 2 53 1 A^1Piu 3 52 1 30DiLo.383
25354.52 0.2 C^1Pig 0 65 1 A^1Piu 1 64 1 30DiLo.154
2537.8275 0.00324934 B^1Deltag 5 13 1 A^1Piu 5 14 1 16ChKaBeTa.45
25371.29 0.2 C^1Pig 1 59 1 A^1Piu 2 58 1 30DiLo.291
25374.59 0.2 C^1Pig 2 54 1 A^1Piu 3 53 1 30DiLo.359
2538.1093 0.0091608 B^1Deltag 5 21 1 A^1Piu 5 21 1 16ChKaBeTa.46
2538.4387 0.001 A^1Piu 2 14 1 X^1Sigmag+ 5 14 1 15ChKaBeTa.59
25383.61 0.2 C^1Pig 0 66 1 A^1Piu 1 65 1 30DiLo.116
25396.76 0.2 C^1Pig 1 60 1 A^1Piu 2 59 1 30DiLo.268
25401.05 0.2 C^1Pig 0 84 1 A^1Piu 1 85 1 30DiLo.75
25407.12 0.2 C^1Pig 0 67 1 A^1Piu 1 66 1 30DiLo.155
25416.93 0.2 C^1Pig 1 61 1 A^1Piu 2 60 1 30DiLo.292
25436.94 0.2 C^1Pig 0 68 1 A^1Piu 1 67 1 30DiLo.117
2544.3856 0.006478992 B^1Deltag 5 20 1 A^1Piu 5 20 1 16ChKaBeTa.47
2544.8241 0.003 B^1Deltag 5 12 1 A^1Piu 5 13 1 16ChKaBeTa.48
25443.15 0.2 C^1Pig 1 62 1 A^1Piu 2 61 1 30DiLo.269
25453.84 0.2 C^1Pig 0 86 1 A^1Piu 1 87 1 30DiLo.76
2546.0731 0.007 A^1Piu 2 12 1 X^1Sigmag+ 5 12 1 15ChKaBeTa.58
25461.02 0.2 C^1Pig 0 69 1 A^1Piu 1 68 1 30DiLo.156
25463.78 0.2 C^1Pig 1 63 1 A^1Piu 2 62 1 30DiLo.293
25490.53 0.2 C^1Pig 1 64 1 A^1Piu 2 63 1 30DiLo.270
25491.76 0.2 C^1Pig 0 70 1 A^1Piu 1 69 1 30DiLo.118
2550.5006 0.003217937 B^1Deltag 5 19 1 A^1Piu 5 19 1 16ChKaBeTa.49
2551.4453 0.007888941 B^1Deltag 5 11 1 A^1Piu 5 12 1 16ChKaBeTa.50
25516.12 0.2 C^1Pig 0 71 1 A^1Piu 1 70 1 30DiLo.157
2552.5699 0.007 A^1Piu 2 10 1 X^1Sigmag+ 5 10 1 15ChKaBeTa.57
25539.23 0.2 C^1Pig 1 66 1 A^1Piu 2 65 1 30DiLo.271
25547.5 0.2 C^1Pig 0 72 1 A^1Piu 1 71 1 30DiLo.119
25560.4 0.2 C^1Pig 1 67 1 A^1Piu 2 66 1 30DiLo.294
2557.9481 0.001 A^1Piu 2 8 1 X^1Sigmag+ 5 8 1 15ChKaBeTa.56
25572.47 0.2 C^1Pig 0 73 1 A^1Piu 1 72 1 30DiLo.158
25588.51 0.2 C^1Pig 1 68 1 A^1Piu 2 67 1 30DiLo.272
25604.55 0.2 C^1Pig 0 74 1 A^1Piu 1 73 1 30DiLo.120
2561.6723 0.003 B^1Deltag 5 17 1 A^1Piu 5 17 1 16ChKaBeTa.51
25610.2 0.2 C^1Pig 1 69 1 A^1Piu 2 68 1 30DiLo.295
2562.1918 0.001 A^1Piu 2 6 1 X^1Sigmag+ 5 6 1 15ChKaBeTa.55
2563.8791 0.003068202 B^1Deltag 5 9 1 A^1Piu 5 10 1 16ChKaBeTa.52
25630.1 0.2 C^1Pig 0 75 1 A^1Piu 1 74 1 30DiLo.159
25638.89 0.2 C^1Pig 1 70 1 A^1Piu 2 69 1 30DiLo.273
2565.3081 0.007 A^1Piu 2 4 1 X^1Sigmag+ 5 4 1 15ChKaBeTa.54
2566.7629 0.004483208 B^1Deltag 5 16 1 A^1Piu 5 16 1 16ChKaBeTa.53
2567.2852 0.007 A^1Piu 2 2 1 X^1Sigmag+ 5 2 1 15ChKaBeTa.53
25672.79 0.2 C^1Pig 0 76 1 A^1Piu 1 75 1 30DiLo.121
2569.6505 0.010065 B^1Deltag 5 8 1 A^1Piu 5 9 1 16ChKaBeTa.54
25690.32 0.2 C^1Pig 1 72 1 A^1Piu 2 71 1 30DiLo.274
2571.2888 0.007 A^1Piu 2 1 1 X^1Sigmag+ 5 0 1 15ChKaBeTa.63
2571.6429 0.003 B^1Deltag 5 15 1 A^1Piu 5 15 1 16ChKaBeTa.55
25722.26 0.2 C^1Pig 0 78 1 A^1Piu 1 77 1 30DiLo.122
2575.0963 0.008228335 B^1Deltag 5 7 1 A^1Piu 5 8 1 16ChKaBeTa.56
2576.1383 0.003 B^1Deltag 5 14 1 A^1Piu 5 14 1 16ChKaBeTa.57
2576.7319 0.00255 A^1Piu 2 3 1 X^1Sigmag+ 5 2 1 15ChKaBeTa.64
2580.4063 0.003 B^1Deltag 5 13 1 A^1Piu 5 13 1 16ChKaBeTa.58
2583.0223 0.002436287 A^1Piu 2 17 1 X^1Sigmag+ 5 16 1 15ChKaBeTa.70
2584.2122 0.003774601 A^1Piu 2 7 1 X^1Sigmag+ 5 6 1 15ChKaBeTa.65
2584.3075 0.003 B^1Deltag 5 12 1 A^1Piu 5 12 1 16ChKaBeTa.59
2585.1055 0.0112486 B^1Deltag 5 5 1 A^1Piu 5 6 1 16ChKaBeTa.60
2585.5231 0.007 A^1Piu 2 15 1 X^1Sigmag+ 5 14 1 15ChKaBeTa.69
2586.2414 0.007 A^1Piu 2 9 1 X^1Sigmag+ 5 8 1 15ChKaBeTa.66
2586.9024 0.007 A^1Piu 2 13 1 X^1Sigmag+ 5 12 1 15ChKaBeTa.68
2587.1397 0.007 A^1Piu 2 11 1 X^1Sigmag+ 5 10 1 15ChKaBeTa.67
2587.9608 0.0038841 B^1Deltag 5 11 1 A^1Piu 5 11 1 16ChKaBeTa.61
2591.2679 0.003 B^1Deltag 5 10 1 A^1Piu 5 10 1 16ChKaBeTa.62
2594.3133 0.005624928 B^1Deltag 5 9 1 A^1Piu 5 9 1 16ChKaBeTa.63
25952.25 0.2 C^1Pig 0 10 1 A^1Piu 0 11 1 30DiLo.388
25952.25 0.2 C^1Pig 0 11 1 A^1Piu 0 12 1 30DiLo.411
25952.25 0.2 C^1Pig 0 8 1 A^1Piu 0 9 1 30DiLo.387
25952.25 0.2811369 C^1Pig 0 9 1 A^1Piu 0 10 1 30DiLo.410
25952.25 0.3500948 C^1Pig 0 7 1 A^1Piu 0 8 1 30DiLo.409
25953.48 0.2 C^1Pig 0 12 1 A^1Piu 0 13 1 30DiLo.389
25953.48 0.2 C^1Pig 0 6 1 A^1Piu 0 7 1 30DiLo.386
25954.23 0.2 C^1Pig 0 13 1 A^1Piu 0 14 1 30DiLo.412
25954.88 0.2 C^1Pig 0 5 1 A^1Piu 0 6 1 30DiLo.408
25955.81 0.2 C^1Pig 0 14 1 A^1Piu 0 15 1 30DiLo.390
25956.45 0.2 C^1Pig 0 4 1 A^1Piu 0 5 1 30DiLo.385
25957.38 0.2 C^1Pig 0 15 1 A^1Piu 0 16 1 30DiLo.413
25958.31 0.2 C^1Pig 0 3 1 A^1Piu 0 4 1 30DiLo.407
25959.69 0.2 C^1Pig 0 16 1 A^1Piu 0 17 1 30DiLo.391
25960.55 0.2 C^1Pig 0 2 1 A^1Piu 0 3 1 30DiLo.384
25961.86 0.2 C^1Pig 0 17 1 A^1Piu 0 18 1 30DiLo.414
25963.1 0.2 C^1Pig 0 1 1 A^1Piu 0 2 1 30DiLo.406
25964.87 0.2 C^1Pig 0 18 1 A^1Piu 0 19 1 30DiLo.392
25967.61 0.2 C^1Pig 0 19 1 A^1Piu 0 20 1 30DiLo.415
2597.0147 0.009458782 B^1Deltag 5 8 1 A^1Piu 5 8 1 16ChKaBeTa.64
25971.37 0.2 C^1Pig 0 20 1 A^1Piu 0 21 1 30DiLo.393
25974.74 0.2 C^1Pig 0 21 1 A^1Piu 0 22 1 30DiLo.416
25976.65 0.2 C^1Pig 0 2 1 A^1Piu 0 1 1 30DiLo.455
25979.24 0.2 C^1Pig 0 22 1 A^1Piu 0 23 1 30DiLo.394
25980.86 0.2 C^1Pig 0 3 1 A^1Piu 0 2 1 30DiLo.491
25983.16 0.2 C^1Pig 0 23 1 A^1Piu 0 24 1 30DiLo.417
25985.4 0.2 C^1Pig 0 4 1 A^1Piu 0 3 1 30DiLo.456
25988.47 0.2 C^1Pig 0 24 1 A^1Piu 0 25 1 30DiLo.395
2599.4506 0.003 B^1Deltag 5 7 1 A^1Piu 5 7 1 16ChKaBeTa.65
25990.23 0.2 C^1Pig 0 5 1 A^1Piu 0 4 1 30DiLo.492
25992.91 0.2 C^1Pig 0 25 1 A^1Piu 0 26 1 30DiLo.418
25995.48 0.2 C^1Pig 0 6 1 A^1Piu 0 5 1 30DiLo.457
25998.91 0.2 C^1Pig 0 26 1 A^1Piu 0 27 1 30DiLo.396
26000.95 0.2 C^1Pig 0 7 1 A^1Piu 0 6 1 30DiLo.493
26003.99 0.2 C^1Pig 0 27 1 A^1Piu 0 28 1 30DiLo.419
26006.86 0.2 C^1Pig 0 8 1 A^1Piu 0 7 1 30DiLo.458
2601.5602 0.003 B^1Deltag 5 6 1 A^1Piu 5 6 1 16ChKaBeTa.66
2601.7131 0.011427251 B^1Deltag 5 21 1 A^1Piu 5 20 1 16ChKaBeTa.67
26010.72 0.2 C^1Pig 0 28 1 A^1Piu 0 29 1 30DiLo.397
26012.98 0.2 C^1Pig 0 9 1 A^1Piu 0 8 1 30DiLo.494
26016.36 0.2 C^1Pig 0 29 1 A^1Piu 0 30 1 30DiLo.420
26019.5 0.2 C^1Pig 0 10 1 A^1Piu 0 9 1 30DiLo.459
26023.84 0.2 C^1Pig 0 30 1 A^1Piu 0 31 1 30DiLo.398
26026.31 0.2 C^1Pig 0 11 1 A^1Piu 0 10 1 30DiLo.495
2603.3789 0.004059354 B^1Deltag 5 5 1 A^1Piu 5 5 1 16ChKaBeTa.68
26030.05 0.2 C^1Pig 0 31 1 A^1Piu 0 32 1 30DiLo.421
26033.58 0.2 C^1Pig 0 12 1 A^1Piu 0 11 1 30DiLo.460
26038.31 0.2 C^1Pig 0 32 1 A^1Piu 0 33 1 30DiLo.399
26040.93 0.2 C^1Pig 0 13 1 A^1Piu 0 12 1 30DiLo.496
26045.06 0.2 C^1Pig 0 33 1 A^1Piu 0 34 1 30DiLo.422
26048.94 0.2 C^1Pig 0 14 1 A^1Piu 0 13 1 30DiLo.461
2605.1199 0.011158612 B^1Deltag 5 20 1 A^1Piu 5 19 1 16ChKaBeTa.69
26054.07 0.2 C^1Pig 0 34 1 A^1Piu 0 35 1 30DiLo.400
26056.89 0.2 C^1Pig 0 15 1 A^1Piu 0 14 1 30DiLo.497
26061.39 0.2 C^1Pig 0 35 1 A^1Piu 0 36 1 30DiLo.423
26065.58 0.2 C^1Pig 0 16 1 A^1Piu 0 15 1 30DiLo.462
2607.0061 0.022169976 B^1Deltag 5 2 1 A^1Piu 5 2 1 16ChKaBeTa.70
26071.16 0.2 C^1Pig 0 36 1 A^1Piu 0 37 1 30DiLo.401
26074.16 0.2 C^1Pig 0 17 1 A^1Piu 0 16 1 30DiLo.498
26079.01 0.2 C^1Pig 0 37 1 A^1Piu 0 38 1 30DiLo.424
2608.0826 0.00662243 B^1Deltag 5 19 1 A^1Piu 5 18 1 16ChKaBeTa.71
26083.56 0.2 C^1Pig 0 18 1 A^1Piu 0 17 1 30DiLo.463
26089.55 0.2 C^1Pig 0 38 1 A^1Piu 0 39 1 30DiLo.402
2609.493 0.00222 A^1Piu 1 17 1 X^1Sigmag+ 4 18 1 15ChKaBeTa.30
26092.68 0.2 C^1Pig 0 19 1 A^1Piu 0 18 1 30DiLo.499
26097.95 0.2 C^1Pig 0 39 1 A^1Piu 0 40 1 30DiLo.425
2610.8747 0.003 B^1Deltag 5 18 1 A^1Piu 5 17 1 16ChKaBeTa.72
26102.81 0.2 C^1Pig 0 20 1 A^1Piu 0 19 1 30DiLo.464
26109.25 0.2 C^1Pig 0 40 1 A^1Piu 0 41 1 30DiLo.403
26112.54 0.2 C^1Pig 0 21 1 A^1Piu 0 20 1 30DiLo.500
26118.19 0.2 C^1Pig 0 41 1 A^1Piu 0 42 1 30DiLo.426
26123.38 0.2 C^1Pig 0 22 1 A^1Piu 0 21 1 30DiLo.465
2613.0934 0.003 B^1Deltag 5 2 1 A^1Piu 5 1 1 16ChKaBeTa.73
26130.24 0.2 C^1Pig 0 42 1 A^1Piu 0 43 1 30DiLo.404
26132.09 0.2 C^1Pig 1 10 1 A^1Piu 1 11 1 30DiLo.528
26132.09 0.2 C^1Pig 1 11 1 A^1Piu 1 12 1 30DiLo.556
26132.09 0.2 C^1Pig 1 9 1 A^1Piu 1 10 1 30DiLo.555
26132.09 0.28765 C^1Pig 1 8 1 A^1Piu 1 9 1 30DiLo.527
26132.95 0.2 C^1Pig 1 12 1 A^1Piu 1 13 1 30DiLo.529
26133.66 0.2 C^1Pig 1 13 1 A^1Piu 1 14 1 30DiLo.557
26133.66 0.2 C^1Pig 0 23 1 A^1Piu 0 22 1 30DiLo.501
26135.14 0.2 C^1Pig 1 14 1 A^1Piu 1 15 1 30DiLo.530
26136.38 0.2 C^1Pig 1 15 1 A^1Piu 1 16 1 30DiLo.558
26138.52 0.2 C^1Pig 1 16 1 A^1Piu 1 17 1 30DiLo.531
26139.69 0.2 C^1Pig 0 43 1 A^1Piu 0 44 1 30DiLo.427
26140.42 0.2 C^1Pig 1 17 1 A^1Piu 1 18 1 30DiLo.559
26143.15 0.2 C^1Pig 1 18 1 A^1Piu 1 19 1 30DiLo.532
26145.24 0.2 C^1Pig 0 24 1 A^1Piu 0 23 1 30DiLo.466
26145.24 0.3773396 C^1Pig 1 19 1 A^1Piu 1 20 1 30DiLo.560
26149.09 0.2 C^1Pig 1 20 1 A^1Piu 1 21 1 30DiLo.533
2615.2313 0.012235108 B^1Deltag 5 3 1 A^1Piu 5 2 1 16ChKaBeTa.74
26152.53 0.2 C^1Pig 0 44 1 A^1Piu 0 45 1 30DiLo.405
26156.11 0.2 C^1Pig 1 22 1 A^1Piu 1 23 1 30DiLo.534
26156.11 0.2 C^1Pig 0 25 1 A^1Piu 0 24 1 30DiLo.502
26159.75 0.2 C^1Pig 1 23 1 A^1Piu 1 24 1 30DiLo.562
26162.53 0.2 C^1Pig 0 45 1 A^1Piu 0 46 1 30DiLo.428
26164.66 0.2 C^1Pig 1 24 1 A^1Piu 1 25 1 30DiLo.535
26168.39 0.2 C^1Pig 0 26 1 A^1Piu 0 25 1 30DiLo.467
26168.39 0.3113902 C^1Pig 1 25 1 A^1Piu 1 26 1 30DiLo.563
2617.0648 0.00836716 B^1Deltag 5 4 1 A^1Piu 5 3 1 16ChKaBeTa.75
2617.1683 0.0036663 B^1Deltag 5 15 1 A^1Piu 5 14 1 16ChKaBeTa.76
26174.33 0.2 C^1Pig 1 26 1 A^1Piu 1 27 1 30DiLo.536
26175.43 0.2 C^1Pig 1 6 1 A^1Piu 1 5 1 30DiLo.582
26176.15 0.2 C^1Pig 0 46 1 A^1Piu 0 47 1 30DiLo.429
26178.94 0.2 C^1Pig 1 27 1 A^1Piu 1 28 1 30DiLo.564
26179.81 0.2 C^1Pig 0 27 1 A^1Piu 0 26 1 30DiLo.503
2618.712 0.008179502 B^1Deltag 5 14 1 A^1Piu 5 13 1 16ChKaBeTa.77
26180.65 0.2 C^1Pig 1 7 1 A^1Piu 1 6 1 30DiLo.601
26185.25 0.2 C^1Pig 1 28 1 A^1Piu 1 29 1 30DiLo.537
26186.61 0.2 C^1Pig 0 47 1 A^1Piu 0 48 1 30DiLo.442
26186.61 0.2667093 C^1Pig 1 8 1 A^1Piu 1 7 1 30DiLo.583
2619.8832 0.006949949 B^1Deltag 5 13 1 A^1Piu 5 12 1 16ChKaBeTa.78
26190.33 0.2 C^1Pig 1 29 1 A^1Piu 1 30 1 30DiLo.565
26192.84 0.2 C^1Pig 0 28 1 A^1Piu 0 27 1 30DiLo.468
26197.36 0.2 C^1Pig 1 30 1 A^1Piu 1 31 1 30DiLo.538
26198.85 0.2 C^1Pig 1 10 1 A^1Piu 1 9 1 30DiLo.584
2620.7388 0.003 B^1Deltag 5 7 1 A^1Piu 5 6 1 16ChKaBeTa.79
2620.8193 0.003 B^1Deltag 5 12 1 A^1Piu 5 11 1 16ChKaBeTa.80
26201 0.2 C^1Pig 0 48 1 A^1Piu 0 49 1 30DiLo.430
26202.97 0.2 C^1Pig 1 31 1 A^1Piu 1 32 1 30DiLo.566
26204.77 0.2 C^1Pig 0 29 1 A^1Piu 0 28 1 30DiLo.504
2621.3873 0.0042691 B^1Deltag 5 11 1 A^1Piu 5 10 1 16ChKaBeTa.81
2621.6705 0.0062447 B^1Deltag 5 9 1 A^1Piu 5 8 1 16ChKaBeTa.82
2621.7018 0.003 B^1Deltag 5 10 1 A^1Piu 5 9 1 16ChKaBeTa.83
26210.76 0.2 C^1Pig 1 32 1 A^1Piu 1 33 1 30DiLo.539
26211.87 0.2 C^1Pig 0 49 1 A^1Piu 0 50 1 30DiLo.443
26212.07 0.2 C^1Pig 1 12 1 A^1Piu 1 11 1 30DiLo.585
26216.85 0.2 C^1Pig 1 33 1 A^1Piu 1 34 1 30DiLo.567
26218.54 0.2 C^1Pig 0 30 1 A^1Piu 0 29 1 30DiLo.469
26219.64 0.2 C^1Pig 1 13 1 A^1Piu 1 12 1 30DiLo.602
26225.34 0.2 C^1Pig 1 34 1 A^1Piu 1 35 1 30DiLo.540
26227.17 0.2 C^1Pig 1 14 1 A^1Piu 1 13 1 30DiLo.586
26227.17 0.2 C^1Pig 0 50 1 A^1Piu 0 51 1 30DiLo.431
26231.09 0.2 C^1Pig 0 31 1 A^1Piu 0 30 1 30DiLo.505
26232.33 0.2 C^1Pig 1 35 1 A^1Piu 1 36 1 30DiLo.568
26234.85 0.2 C^1Pig 1 15 1 A^1Piu 1 14 1 30DiLo.603
26238.69 0.2 C^1Pig 0 51 1 A^1Piu 0 52 1 30DiLo.444
26241.13 0.2 C^1Pig 1 36 1 A^1Piu 1 37 1 30DiLo.541
26243.29 0.2 C^1Pig 1 16 1 A^1Piu 1 15 1 30DiLo.587
26245.56 0.2 C^1Pig 0 32 1 A^1Piu 0 31 1 30DiLo.470
26248.16 0.2 C^1Pig 1 37 1 A^1Piu 1 38 1 30DiLo.569
2625.9259 0.004273089 A^1Piu 1 15 1 X^1Sigmag+ 4 16 1 15ChKaBeTa.29
26251.53 0.2 C^1Pig 1 17 1 A^1Piu 1 16 1 30DiLo.604
26254.61 0.2 C^1Pig 0 52 1 A^1Piu 0 53 1 30DiLo.432
26258.6 0.2 C^1Pig 0 33 1 A^1Piu 0 32 1 30DiLo.506
26258.6 0.5 C^1Pig 1 38 1 A^1Piu 1 39 1 30DiLo.542
26260.58 0.2 C^1Pig 1 18 1 A^1Piu 1 17 1 30DiLo.588
26265.76 0.2 C^1Pig 1 39 1 A^1Piu 1 40 1 30DiLo.570
26266.63 0.2 C^1Pig 0 53 1 A^1Piu 0 54 1 30DiLo.445
26269.34 0.2 C^1Pig 1 19 1 A^1Piu 1 18 1 30DiLo.605
26273.86 0.2 C^1Pig 0 34 1 A^1Piu 0 33 1 30DiLo.471
26276.29 0.2 C^1Pig 1 40 1 A^1Piu 1 41 1 30DiLo.543
26279.11 0.2 C^1Pig 1 20 1 A^1Piu 1 19 1 30DiLo.589
26283.34 0.2 C^1Pig 0 54 1 A^1Piu 0 55 1 30DiLo.433
26284.46 0.2 C^1Pig 1 41 1 A^1Piu 1 42 1 30DiLo.571
26287.44 0.2 C^1Pig 0 35 1 A^1Piu 0 34 1 30DiLo.507
26288.4 0.2 C^1Pig 1 21 1 A^1Piu 1 20 1 30DiLo.606
26295.88 0.2 C^1Pig 1 42 1 A^1Piu 1 43 1 30DiLo.544
26295.88 0.2 C^1Pig 0 55 1 A^1Piu 0 56 1 30DiLo.446
26298.84 0.2 C^1Pig 1 22 1 A^1Piu 1 21 1 30DiLo.590
26303.4 0.2 C^1Pig 0 36 1 A^1Piu 0 35 1 30DiLo.472
26304.32 0.2 C^1Pig 1 43 1 A^1Piu 1 44 1 30DiLo.572
26308.69 0.2 C^1Pig 1 23 1 A^1Piu 1 22 1 30DiLo.607
26313.18 0.2 C^1Pig 0 56 1 A^1Piu 0 57 1 30DiLo.434
26316.43 0.2 C^1Pig 1 44 1 A^1Piu 1 45 1 30DiLo.545
26317.52 0.2 C^1Pig 0 37 1 A^1Piu 0 36 1 30DiLo.508
26319.84 0.2 C^1Pig 1 24 1 A^1Piu 1 23 1 30DiLo.591
26325.43 0.2 C^1Pig 1 45 1 A^1Piu 1 46 1 30DiLo.573
26326.33 0.2 C^1Pig 0 57 1 A^1Piu 0 58 1 30DiLo.447
26330.2 0.2 C^1Pig 1 25 1 A^1Piu 1 24 1 30DiLo.608
26334.23 0.2 C^1Pig 0 38 1 A^1Piu 0 37 1 30DiLo.473
26338.25 0.2 C^1Pig 1 46 1 A^1Piu 1 47 1 30DiLo.546
26342.02 0.2 C^1Pig 1 26 1 A^1Piu 1 25 1 30DiLo.592
26344.46 0.2 C^1Pig 0 58 1 A^1Piu 0 59 1 30DiLo.435
26348.87 0.2 C^1Pig 0 39 1 A^1Piu 0 38 1 30DiLo.509
26352.89 0.2 C^1Pig 1 27 1 A^1Piu 1 26 1 30DiLo.609
26358.04 0.2 C^1Pig 0 59 1 A^1Piu 0 60 1 30DiLo.448
26361.19 0.2 C^1Pig 1 48 1 A^1Piu 1 49 1 30DiLo.547
26365.43 0.2 C^1Pig 1 28 1 A^1Piu 1 27 1 30DiLo.593
26366.28 0.2 C^1Pig 0 40 1 A^1Piu 0 39 1 30DiLo.474
26371 0.2 C^1Pig 1 49 1 A^1Piu 1 50 1 30DiLo.575
26376.78 0.2 C^1Pig 1 29 1 A^1Piu 1 28 1 30DiLo.610
26376.78 0.2761759 C^1Pig 0 60 1 A^1Piu 0 61 1 30DiLo.436
26381.42 0.2 C^1Pig 0 41 1 A^1Piu 0 40 1 30DiLo.510
26385.15 0.2 C^1Pig 1 50 1 A^1Piu 1 51 1 30DiLo.548
26390.03 0.2 C^1Pig 1 30 1 A^1Piu 1 29 1 30DiLo.594
26390.99 0.2 C^1Pig 0 61 1 A^1Piu 0 62 1 30DiLo.449
26395.51 0.2 C^1Pig 1 51 1 A^1Piu 1 52 1 30DiLo.576
26399.64 0.2 C^1Pig 0 42 1 A^1Piu 0 41 1 30DiLo.475
26401.85 0.2 C^1Pig 1 31 1 A^1Piu 1 30 1 30DiLo.611
2641.208 0.007 A^1Piu 1 13 1 X^1Sigmag+ 4 14 1 15ChKaBeTa.28
26410.63 0.2 C^1Pig 1 52 1 A^1Piu 1 53 1 30DiLo.549
26410.63 0.2 C^1Pig 0 62 1 A^1Piu 0 63 1 30DiLo.437
26415.22 0.2 C^1Pig 0 43 1 A^1Piu 0 42 1 30DiLo.511
26415.8 0.2 C^1Pig 1 32 1 A^1Piu 1 31 1 30DiLo.595
26421.09 0.2 C^1Pig 1 53 1 A^1Piu 1 54 1 30DiLo.577
26425.16 0.2 C^1Pig 0 63 1 A^1Piu 0 64 1 30DiLo.450
26428.11 0.2 C^1Pig 1 33 1 A^1Piu 1 32 1 30DiLo.612
2643.0574 0.003887483 A^1Piu 1 22 1 X^1Sigmag+ 4 22 1 15ChKaBeTa.41
26434.18 0.2 C^1Pig 0 44 1 A^1Piu 0 43 1 30DiLo.476
26436.77 0.2 C^1Pig 1 54 1 A^1Piu 1 55 1 30DiLo.550
26442.72 0.2 C^1Pig 1 34 1 A^1Piu 1 33 1 30DiLo.596
26445.59 0.2 C^1Pig 0 64 1 A^1Piu 0 65 1 30DiLo.438
26447.88 0.2 C^1Pig 1 55 1 A^1Piu 1 56 1 30DiLo.578
26450.31 0.2 C^1Pig 0 45 1 A^1Piu 0 44 1 30DiLo.512
26455.52 0.2 C^1Pig 1 35 1 A^1Piu 1 34 1 30DiLo.613
26460.53 0.2 C^1Pig 0 65 1 A^1Piu 0 66 1 30DiLo.451
26464.16 0.2 C^1Pig 1 56 1 A^1Piu 1 57 1 30DiLo.551
26469.98 0.2 C^1Pig 0 46 1 A^1Piu 0 45 1 30DiLo.477
26470.83 0.2 C^1Pig 1 36 1 A^1Piu 1 35 1 30DiLo.597
26475.71 0.2 C^1Pig 1 57 1 A^1Piu 1 58 1 30DiLo.579
26481.7 0.2 C^1Pig 0 66 1 A^1Piu 0 67 1 30DiLo.439
26484.53 0.2 C^1Pig 1 37 1 A^1Piu 1 36 1 30DiLo.614
26486.62 0.2 C^1Pig 0 47 1 A^1Piu 0 46 1 30DiLo.513
26492.59 0.2 C^1Pig 1 58 1 A^1Piu 1 59 1 30DiLo.552
26497.17 0.2 C^1Pig 0 67 1 A^1Piu 0 68 1 30DiLo.452
26500.26 0.2 C^1Pig 1 38 1 A^1Piu 1 37 1 30DiLo.598
26504.61 0.2 C^1Pig 1 59 1 A^1Piu 1 60 1 30DiLo.580
26507 0.2 C^1Pig 0 48 1 A^1Piu 0 47 1 30DiLo.478
26513.91 0.2 C^1Pig 1 39 1 A^1Piu 1 38 1 30DiLo.615
26519.01 0.2 C^1Pig 0 68 1 A^1Piu 0 69 1 30DiLo.440
26522.21 0.2 C^1Pig 1 60 1 A^1Piu 1 61 1 30DiLo.553
26524.12 0.2 C^1Pig 0 49 1 A^1Piu 0 48 1 30DiLo.514
26530.55 0.2 C^1Pig 1 40 1 A^1Piu 1 39 1 30DiLo.599
26534.99 0.2 C^1Pig 0 69 1 A^1Piu 0 70 1 30DiLo.453
26534.99 0.5 C^1Pig 1 61 1 A^1Piu 1 62 1 30DiLo.581
26545.23 0.2 C^1Pig 0 50 1 A^1Piu 0 49 1 30DiLo.479
26545.23 0.458744 C^1Pig 1 41 1 A^1Piu 1 40 1 30DiLo.616
2655.3565 0.007 A^1Piu 1 11 1 X^1Sigmag+ 4 12 1 15ChKaBeTa.27
2655.439 0.007 A^1Piu 1 20 1 X^1Sigmag+ 4 20 1 15ChKaBeTa.40
26552.9 0.2 C^1Pig 1 62 1 A^1Piu 1 63 1 30DiLo.554
26557.58 0.2 C^1Pig 0 70 1 A^1Piu 0 71 1 30DiLo.441
26562.27 0.2 C^1Pig 1 42 1 A^1Piu 1 41 1 30DiLo.600
26562.85 0.2 C^1Pig 0 51 1 A^1Piu 0 50 1 30DiLo.515
26573.95 0.2 C^1Pig 0 71 1 A^1Piu 0 72 1 30DiLo.454
26576.88 0.2 C^1Pig 1 43 1 A^1Piu 1 42 1 30DiLo.617
26584.7 0.2 C^1Pig 0 52 1 A^1Piu 0 51 1 30DiLo.480
26595.08 0.2 C^1Pig 1 44 1 A^1Piu 1 43 1 30DiLo.618
26602.8 0.2 C^1Pig 0 53 1 A^1Piu 0 52 1 30DiLo.516
26610.01 0.2 C^1Pig 1 45 1 A^1Piu 1 44 1 30DiLo.629
26625.42 0.2 C^1Pig 0 54 1 A^1Piu 0 53 1 30DiLo.481
26628.92 0.2 C^1Pig 1 46 1 A^1Piu 1 45 1 30DiLo.619
26643.98 0.2 C^1Pig 1 47 1 A^1Piu 1 46 1 30DiLo.630
26643.98 0.2 C^1Pig 0 55 1 A^1Piu 0 54 1 30DiLo.517
2666.685 0.007 A^1Piu 1 18 1 X^1Sigmag+ 4 18 1 15ChKaBeTa.39
26663.92 0.2 C^1Pig 1 48 1 A^1Piu 1 47 1 30DiLo.620
26667.3 0.2 C^1Pig 0 56 1 A^1Piu 0 55 1 30DiLo.482
2668.3661 0.007 A^1Piu 1 9 1 X^1Sigmag+ 4 10 1 15ChKaBeTa.26
26686.31 0.2 C^1Pig 0 57 1 A^1Piu 0 56 1 30DiLo.518
26699.87 0.2 C^1Pig 1 50 1 A^1Piu 1 49 1 30DiLo.621
26710.33 0.2 C^1Pig 0 58 1 A^1Piu 0 57 1 30DiLo.483
26714.08 0.2 C^1Pig 6 41 1 A^1Piu 5 42 1 40HeSu.310
26716.12 0.2 C^1Pig 1 51 1 A^1Piu 1 50 1 30DiLo.632
26729.79 0.2 C^1Pig 0 59 1 A^1Piu 0 58 1 30DiLo.519
26731.11 0.2 C^1Pig 6 40 1 A^1Piu 5 41 1 40HeSu.309
26736.95 0.2 C^1Pig 1 52 1 A^1Piu 1 51 1 30DiLo.622
26745.61 0.2 C^1Pig 6 39 1 A^1Piu 5 40 1 40HeSu.308
26753.55 0.2 C^1Pig 1 53 1 A^1Piu 1 52 1 30DiLo.633
26754.55 0.2 C^1Pig 0 60 1 A^1Piu 0 59 1 30DiLo.484
2676.7779 0.007 A^1Piu 1 16 1 X^1Sigmag+ 4 16 1 15ChKaBeTa.38
26762.07 0.2 C^1Pig 6 38 1 A^1Piu 5 39 1 40HeSu.307
26774.48 0.2 C^1Pig 0 61 1 A^1Piu 0 60 1 30DiLo.520
26775.28 0.2 C^1Pig 1 54 1 A^1Piu 1 53 1 30DiLo.623
26776.29 0.2 C^1Pig 6 37 1 A^1Piu 5 38 1 40HeSu.306
26791.64 0.2 C^1Pig 6 36 1 A^1Piu 5 37 1 40HeSu.305
26792.19 0.2 C^1Pig 1 55 1 A^1Piu 1 54 1 30DiLo.634
26799.96 0.2 C^1Pig 0 62 1 A^1Piu 0 61 1 30DiLo.485
2680.2102 0.007 A^1Piu 1 7 1 X^1Sigmag+ 4 8 1 15ChKaBeTa.25
26804.81 0.2 C^1Pig 6 35 1 A^1Piu 5 36 1 40HeSu.304
26814.3 0.2 C^1Pig 1 56 1 A^1Piu 1 55 1 30DiLo.624
26819.44 0.2 C^1Pig 6 34 1 A^1Piu 5 35 1 40HeSu.303
26820.3 0.2 C^1Pig 0 63 1 A^1Piu 0 62 1 30DiLo.521
26831.74 0.2 C^1Pig 1 57 1 A^1Piu 1 56 1 30DiLo.635
26831.81 0.2 C^1Pig 6 33 1 A^1Piu 5 34 1 40HeSu.302
26845.62 0.2 C^1Pig 6 32 1 A^1Piu 5 33 1 40HeSu.301
26846.47 0.2 C^1Pig 0 64 1 A^1Piu 0 63 1 30DiLo.486
2685.7272 0.007 A^1Piu 1 14 1 X^1Sigmag+ 4 14 1 15ChKaBeTa.37
26854.48 0.2 C^1Pig 1 58 1 A^1Piu 1 57 1 30DiLo.625
26856.5 0.2 C^1Pig 6 31 1 A^1Piu 5 32 1 40HeSu.300
26867.28 0.2 C^1Pig 0 65 1 A^1Piu 0 64 1 30DiLo.522
26869.34 0.2 C^1Pig 6 30 1 A^1Piu 5 31 1 40HeSu.299
26872.3 0.2 C^1Pig 1 59 1 A^1Piu 1 58 1 30DiLo.636
26880.19 0.2 C^1Pig 6 29 1 A^1Piu 5 30 1 40HeSu.298
26891.99 0.2 C^1Pig 6 28 1 A^1Piu 5 29 1 40HeSu.297
26894.13 0.2 C^1Pig 0 66 1 A^1Piu 0 65 1 30DiLo.487
26895.68 0.2 C^1Pig 1 60 1 A^1Piu 1 59 1 30DiLo.626
2690.9095 0.007 A^1Piu 1 5 1 X^1Sigmag+ 4 6 1 15ChKaBeTa.24
26902.08 0.2 C^1Pig 6 27 1 A^1Piu 5 28 1 40HeSu.296
26913.04 0.2 C^1Pig 6 26 1 A^1Piu 5 27 1 40HeSu.295
26913.66 0.2 C^1Pig 1 61 1 A^1Piu 1 60 1 30DiLo.637
26915.33 0.2 C^1Pig 0 67 1 A^1Piu 0 66 1 30DiLo.523
26922.46 0.2 C^1Pig 6 25 1 A^1Piu 5 26 1 40HeSu.294
2693.5286 0.001 A^1Piu 1 12 1 X^1Sigmag+ 4 12 1 15ChKaBeTa.36
26932.7 0.2 C^1Pig 6 24 1 A^1Piu 5 25 1 40HeSu.293
2694.8 0.003 B^1Deltag 4 26 1 A^1Piu 4 26 1 16ChKaBeTa.84
26941.47 0.2 C^1Pig 6 23 1 A^1Piu 5 24 1 40HeSu.292
26942.89 0.2 C^1Pig 0 68 1 A^1Piu 0 67 1 30DiLo.488
26950.99 0.2 C^1Pig 6 22 1 A^1Piu 5 23 1 40HeSu.291
26954.19 0.2 C^1Pig 7 28 1 A^1Piu 6 29 1 50Phillips.64
26959.11 0.2 C^1Pig 6 21 1 A^1Piu 5 22 1 40HeSu.290
26964.58 0.2 C^1Pig 0 69 1 A^1Piu 0 68 1 30DiLo.524
26968.08 0.2 C^1Pig 6 20 1 A^1Piu 5 21 1 40HeSu.289
26969.03 0.2 C^1Pig 7 27 1 A^1Piu 6 28 1 50Phillips.63
26975.53 0.2 C^1Pig 6 19 1 A^1Piu 5 20 1 40HeSu.288
26980.94 0.2 C^1Pig 1 64 1 A^1Piu 1 63 1 30DiLo.628
26982.95 0.2 C^1Pig 6 18 1 A^1Piu 5 19 1 40HeSu.287
26985.22 0.2 C^1Pig 7 26 1 A^1Piu 6 27 1 50Phillips.62
26990.74 0.2 C^1Pig 6 17 1 A^1Piu 5 18 1 40HeSu.286
26992.8 0.2 C^1Pig 0 70 1 A^1Piu 0 69 1 30DiLo.489
26998.09 0.2 C^1Pig 6 16 1 A^1Piu 5 17 1 40HeSu.285
26999.18 0.2 C^1Pig 7 25 1 A^1Piu 6 26 1 50Phillips.61
2700.1691 0.007 A^1Piu 1 10 1 X^1Sigmag+ 4 10 1 15ChKaBeTa.35
2700.4589 0.007 A^1Piu 1 3 1 X^1Sigmag+ 4 4 1 15ChKaBeTa.23
27004.8 0.2 C^1Pig 6 15 1 A^1Piu 5 16 1 40HeSu.284
27010.27 0.2 C^1Pig 7 37 1 A^1Piu 6 36 1 50Phillips.36
27011.57 0.2 C^1Pig 6 14 1 A^1Piu 5 15 1 40HeSu.283
27014.9 0.2 C^1Pig 0 71 1 A^1Piu 0 70 1 30DiLo.525
27014.96 0.2 C^1Pig 7 24 1 A^1Piu 6 25 1 50Phillips.60
27017.8 0.2 C^1Pig 6 13 1 A^1Piu 5 14 1 40HeSu.282
2702.8 0.003 B^1Deltag 4 25 1 A^1Piu 4 25 1 16ChKaBeTa.85
27024.03 0.2 C^1Pig 6 12 1 A^1Piu 5 13 1 40HeSu.281
27026.11 0.2 C^1Pig 7 23 1 A^1Piu 6 24 1 50Phillips.59
27026.11 0.2 C^1Pig 7 36 1 A^1Piu 6 35 1 50Phillips.35
27029.75 0.2 C^1Pig 6 11 1 A^1Piu 5 12 1 40HeSu.280
27033.75 0.2 C^1Pig 6 33 1 A^1Piu 5 32 1 40HeSu.263
27035.42 0.2 C^1Pig 6 10 1 A^1Piu 5 11 1 40HeSu.279
27039.41 0.2 C^1Pig 7 35 1 A^1Piu 6 34 1 50Phillips.34
27040.07 0.2 C^1Pig 7 22 1 A^1Piu 6 23 1 50Phillips.58
27040.68 0.2 C^1Pig 6 9 1 A^1Piu 5 10 1 40HeSu.278
27041.68 0.2 C^1Pig 6 32 1 A^1Piu 5 31 1 40HeSu.262
27043.84 0.2 C^1Pig 0 72 1 A^1Piu 0 71 1 30DiLo.490
27045.86 0.2 C^1Pig 6 8 1 A^1Piu 5 9 1 40HeSu.277
27046.65 0.2 C^1Pig 6 31 1 A^1Piu 5 30 1 40HeSu.261
2705.6674 0.007 A^1Piu 1 8 1 X^1Sigmag+ 4 8 1 15ChKaBeTa.34
27050.66 0.2 C^1Pig 6 7 1 A^1Piu 5 8 1 40HeSu.276
27053.07 0.2 C^1Pig 7 21 1 A^1Piu 6 22 1 50Phillips.57
27053.44 0.2 C^1Pig 6 30 1 A^1Piu 5 29 1 40HeSu.260
27053.89 0.2 C^1Pig 7 34 1 A^1Piu 6 33 1 50Phillips.33
27055.32 0.2 C^1Pig 6 6 1 A^1Piu 5 7 1 40HeSu.275
27058.43 0.2 C^1Pig 6 29 1 A^1Piu 5 28 1 40HeSu.259
27059.66 0.2 C^1Pig 6 5 1 A^1Piu 5 6 1 40HeSu.274
27063.87 0.2 C^1Pig 6 4 1 A^1Piu 5 5 1 40HeSu.273
27064.27 0.2 C^1Pig 6 28 1 A^1Piu 5 27 1 40HeSu.258
27065.49 0.2 C^1Pig 7 20 1 A^1Piu 6 21 1 50Phillips.56
27066.28 0.2 C^1Pig 7 33 1 A^1Piu 6 32 1 50Phillips.32
27066.28 0.2 C^1Pig 0 73 1 A^1Piu 0 72 1 30DiLo.526
27067.85 0.2 C^1Pig 6 3 1 A^1Piu 5 4 1 40HeSu.272
27068.4 0.2 C^1Pig 6 27 1 A^1Piu 5 26 1 40HeSu.257
27071.56 0.2 C^1Pig 6 2 1 A^1Piu 5 3 1 40HeSu.271
27073.35 0.2 C^1Pig 6 26 1 A^1Piu 5 25 1 40HeSu.256
27074.95 0.2 C^1Pig 6 1 1 A^1Piu 5 2 1 40HeSu.270
27076.87 0.2 C^1Pig 6 25 1 A^1Piu 5 24 1 40HeSu.255
27077.25 0.2 C^1Pig 7 19 1 A^1Piu 6 20 1 50Phillips.55
27079.58 0.2 C^1Pig 7 32 1 A^1Piu 6 31 1 50Phillips.31
27081.09 0.2 C^1Pig 6 24 1 A^1Piu 5 23 1 40HeSu.254
27083.87 0.2 C^1Pig 6 23 1 A^1Piu 5 22 1 40HeSu.253
27086.74 0.2 C^1Pig 6 2 1 A^1Piu 5 1 1 40HeSu.232
27087.39 0.2 C^1Pig 6 22 1 A^1Piu 5 21 1 40HeSu.252
27088.8 0.2 C^1Pig 7 18 1 A^1Piu 6 19 1 50Phillips.54
27088.91 0.2 C^1Pig 6 3 1 A^1Piu 5 2 1 40HeSu.233
27089.53 0.2 C^1Pig 6 21 1 A^1Piu 5 20 1 40HeSu.251
27090.82 0.2 C^1Pig 7 31 1 A^1Piu 6 30 1 50Phillips.30
27091.26 0.2 C^1Pig 6 4 1 A^1Piu 5 3 1 40HeSu.234
27092.42 0.2 C^1Pig 6 20 1 A^1Piu 5 19 1 40HeSu.250
27093.17 0.2 C^1Pig 6 5 1 A^1Piu 5 4 1 40HeSu.235
27093.88 0.2 C^1Pig 6 19 1 A^1Piu 5 18 1 40HeSu.249
27094.89 0.2 C^1Pig 6 6 1 A^1Piu 5 5 1 40HeSu.236
27095.58 0.2 C^1Pig 6 18 1 A^1Piu 5 17 1 40HeSu.248
27096.32 0.2 C^1Pig 6 7 1 A^1Piu 5 6 1 40HeSu.237
27097.01 0.2 C^1Pig 6 17 1 A^1Piu 5 16 1 40HeSu.247
27097.58 0.2 C^1Pig 6 8 1 A^1Piu 5 7 1 40HeSu.238
27098.38 0.2 C^1Pig 6 16 1 A^1Piu 5 15 1 40HeSu.246
27098.38 0.2 C^1Pig 6 9 1 A^1Piu 5 8 1 40HeSu.239
27098.99 0.2 C^1Pig 6 15 1 A^1Piu 5 14 1 40HeSu.245
27099.21 0.2 C^1Pig 6 10 1 A^1Piu 5 9 1 40HeSu.240
27099.79 0.2 C^1Pig 7 17 1 A^1Piu 6 18 1 50Phillips.53
27099.82 0.2 C^1Pig 6 11 1 A^1Piu 5 10 1 40HeSu.241
27099.82 0.2 C^1Pig 6 12 1 A^1Piu 5 11 1 40HeSu.242
27099.82 0.2 C^1Pig 6 13 1 A^1Piu 5 12 1 40HeSu.243
27099.82 0.2 C^1Pig 6 14 1 A^1Piu 5 13 1 40HeSu.244
2710.0045 0.007 A^1Piu 1 6 1 X^1Sigmag+ 4 6 1 15ChKaBeTa.33
2710.2538 0.005 B^1Deltag 4 24 1 A^1Piu 4 24 1 16ChKaBeTa.86
27103.08 0.2 C^1Pig 7 30 1 A^1Piu 6 29 1 50Phillips.29
27110.23 0.2 C^1Pig 7 16 1 A^1Piu 6 17 1 50Phillips.52
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27120.11 0.2 C^1Pig 7 15 1 A^1Piu 6 16 1 50Phillips.51
27124.44 0.2 C^1Pig 7 28 1 A^1Piu 6 27 1 50Phillips.27
27129.77 0.2 C^1Pig 7 14 1 A^1Piu 6 15 1 50Phillips.50
2713.1907 0.007 A^1Piu 1 4 1 X^1Sigmag+ 4 4 1 15ChKaBeTa.32
27133.55 0.2 C^1Pig 7 27 1 A^1Piu 6 26 1 50Phillips.26
27138.76 0.2 C^1Pig 7 13 1 A^1Piu 6 14 1 50Phillips.49
27143.77 0.2 C^1Pig 7 26 1 A^1Piu 6 25 1 50Phillips.25
27147.5 0.2 C^1Pig 7 12 1 A^1Piu 6 13 1 50Phillips.48
2715.2148 0.007 A^1Piu 1 2 1 X^1Sigmag+ 4 2 1 15ChKaBeTa.31
2715.8272 0.004977128 A^1Piu 1 23 1 X^1Sigmag+ 4 22 1 15ChKaBeTa.48
27151.81 0.2 C^1Pig 7 25 1 A^1Piu 6 24 1 50Phillips.24
27155.64 0.2 C^1Pig 7 11 1 A^1Piu 6 12 1 50Phillips.47
27161.85 0.2 C^1Pig 7 24 1 A^1Piu 6 23 1 50Phillips.23
27163.46 0.2 C^1Pig 7 10 1 A^1Piu 6 11 1 50Phillips.46
27166.91 0.2 C^1Pig 7 23 1 A^1Piu 6 22 1 50Phillips.22
2717.6359 0.003 B^1Deltag 4 23 1 A^1Piu 4 23 1 16ChKaBeTa.87
27170.73 0.2 C^1Pig 7 9 1 A^1Piu 6 10 1 50Phillips.45
27174.77 0.2 C^1Pig 7 22 1 A^1Piu 6 21 1 50Phillips.21
27177.64 0.2 C^1Pig 7 8 1 A^1Piu 6 9 1 50Phillips.44
27182 0.2 C^1Pig 7 21 1 A^1Piu 6 20 1 50Phillips.20
27184.09 0.2 C^1Pig 7 7 1 A^1Piu 6 8 1 50Phillips.43
27188.47 0.2 C^1Pig 7 20 1 A^1Piu 6 19 1 50Phillips.19
27190.11 0.2 C^1Pig 7 6 1 A^1Piu 6 7 1 50Phillips.42
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27195.68 0.2 C^1Pig 7 5 1 A^1Piu 6 6 1 50Phillips.41
27199.87 0.2 C^1Pig 7 18 1 A^1Piu 6 17 1 50Phillips.17
27200.84 0.2 C^1Pig 7 4 1 A^1Piu 6 5 1 50Phillips.40
27204.68 0.2 C^1Pig 7 17 1 A^1Piu 6 16 1 50Phillips.16
27205.55 0.2 C^1Pig 7 3 1 A^1Piu 6 4 1 50Phillips.39
27209.32 0.2 C^1Pig 7 16 1 A^1Piu 6 15 1 50Phillips.15
27209.86 0.2 C^1Pig 7 2 1 A^1Piu 6 3 1 50Phillips.38
2721.9378 0.007789204 A^1Piu 1 21 1 X^1Sigmag+ 4 20 1 15ChKaBeTa.47
27213.2 0.2 C^1Pig 7 15 1 A^1Piu 6 14 1 50Phillips.14
27213.66 0.2 C^1Pig 7 1 1 A^1Piu 6 2 1 50Phillips.37
27216.88 0.2 C^1Pig 7 14 1 A^1Piu 6 13 1 50Phillips.13
27219.87 0.2 C^1Pig 7 13 1 A^1Piu 6 12 1 50Phillips.12
27222.66 0.2 C^1Pig 7 12 1 A^1Piu 6 11 1 50Phillips.11
27224.76 0.2 C^1Pig 7 11 1 A^1Piu 6 10 1 50Phillips.10
27224.76 0.2 C^1Pig 7 2 1 A^1Piu 6 1 1 50Phillips.1
27226.57 0.2 C^1Pig 7 10 1 A^1Piu 6 9 1 50Phillips.9
27226.57 0.2 C^1Pig 7 3 1 A^1Piu 6 2 1 50Phillips.2
27227.85 0.2 C^1Pig 7 4 1 A^1Piu 6 3 1 50Phillips.3
27227.85 0.2 C^1Pig 7 9 1 A^1Piu 6 8 1 50Phillips.8
27228.77 0.2 C^1Pig 7 5 1 A^1Piu 6 4 1 50Phillips.4
27228.77 0.2 C^1Pig 7 8 1 A^1Piu 6 7 1 50Phillips.7
27229.17 0.2 C^1Pig 7 6 1 A^1Piu 6 5 1 50Phillips.5
27229.17 0.2 C^1Pig 7 7 1 A^1Piu 6 6 1 50Phillips.6
2723.343 0.003 B^1Deltag 4 14 1 A^1Piu 4 15 1 16ChKaBeTa.88
27231.46 0.024676300000000005 C^1Pig 5 51 1 A^1Piu 4 52 1 67Messerle.103
2724.5046 0.003 B^1Deltag 4 22 1 A^1Piu 4 22 1 16ChKaBeTa.89
27247.19 0.02 C^1Pig 5 50 1 A^1Piu 4 51 1 67Messerle.102
27261.04 0.0446281 C^1Pig 5 49 1 A^1Piu 4 50 1 67Messerle.101
27276.79 0.02 C^1Pig 5 48 1 A^1Piu 4 49 1 67Messerle.100
27289.07 0.02 C^1Pig 5 47 1 A^1Piu 4 48 1 67Messerle.99
2730.6066 0.003 B^1Deltag 4 13 1 A^1Piu 4 14 1 16ChKaBeTa.90
2730.6901 0.007 A^1Piu 1 17 1 X^1Sigmag+ 4 16 1 15ChKaBeTa.46
27303.54 0.0379863 C^1Pig 5 46 1 A^1Piu 4 47 1 67Messerle.98
2731.2628 0.003387527 B^1Deltag 4 21 1 A^1Piu 4 21 1 16ChKaBeTa.91
27314.57 0.02 C^1Pig 5 45 1 A^1Piu 4 46 1 67Messerle.97
27327.73 0.0249667 C^1Pig 5 44 1 A^1Piu 4 45 1 67Messerle.96
2733.3162 0.015832788 A^1Piu 1 15 1 X^1Sigmag+ 4 14 1 15ChKaBeTa.45
27337.69 0.02 C^1Pig 5 43 1 A^1Piu 4 44 1 67Messerle.95
2734.2757 0.003 A^1Piu 1 9 1 X^1Sigmag+ 4 8 1 15ChKaBeTa.42
2734.8039 0.007 A^1Piu 1 13 1 X^1Sigmag+ 4 12 1 15ChKaBeTa.44
27349.7 0.0694804 C^1Pig 5 42 1 A^1Piu 4 43 1 67Messerle.94
2735.12 0.007 A^1Piu 1 11 1 X^1Sigmag+ 4 10 1 15ChKaBeTa.43
27358.68 0.02 C^1Pig 5 41 1 A^1Piu 4 42 1 67Messerle.93
27369.68 0.02 C^1Pig 5 40 1 A^1Piu 4 41 1 67Messerle.92
2737.5396 0.003 B^1Deltag 4 20 1 A^1Piu 4 20 1 16ChKaBeTa.92
2737.6463 0.003 B^1Deltag 4 12 1 A^1Piu 4 13 1 16ChKaBeTa.93
27377.8 0.0252395 C^1Pig 5 39 1 A^1Piu 4 40 1 67Messerle.91
27387.9 0.02 C^1Pig 5 38 1 A^1Piu 4 39 1 67Messerle.90
27395.58 0.0923065 C^1Pig 5 37 1 A^1Piu 4 38 1 67Messerle.89
27404.91 0.02 C^1Pig 5 36 1 A^1Piu 4 37 1 67Messerle.88
27410.83 0.02 C^1Pig 5 35 1 A^1Piu 4 36 1 67Messerle.87
27419.3 0.0600754 C^1Pig 5 34 1 A^1Piu 4 35 1 67Messerle.86
27425.44 0.0455576 C^1Pig 5 33 1 A^1Piu 4 34 1 67Messerle.85
2743.6743 0.006641917 B^1Deltag 4 19 1 A^1Piu 4 19 1 16ChKaBeTa.94
27433.15 0.02 C^1Pig 5 32 1 A^1Piu 4 33 1 67Messerle.84
27438.78 0.05393080000000001 C^1Pig 5 31 1 A^1Piu 4 32 1 67Messerle.83
27438.87 0.2 C^1Pig 5 31 1 A^1Piu 4 32 1 40HeSu.231
2744.3266 0.003 B^1Deltag 4 11 1 A^1Piu 4 12 1 16ChKaBeTa.95
27445.98 0.0315821 C^1Pig 5 30 1 A^1Piu 4 31 1 67Messerle.82
27446.12 0.2 C^1Pig 5 30 1 A^1Piu 4 31 1 40HeSu.230
27450.94 0.02 C^1Pig 5 29 1 A^1Piu 4 30 1 67Messerle.81
27451.09 0.2 C^1Pig 5 29 1 A^1Piu 4 30 1 40HeSu.229
27457.68 0.02 C^1Pig 5 28 1 A^1Piu 4 29 1 67Messerle.80
27457.82 0.2 C^1Pig 5 28 1 A^1Piu 4 29 1 40HeSu.228
27462.42 0.0631796 C^1Pig 5 27 1 A^1Piu 4 28 1 67Messerle.79
27462.5 0.2 C^1Pig 5 27 1 A^1Piu 4 28 1 40HeSu.227
27468.31 0.0401412 C^1Pig 5 26 1 A^1Piu 4 27 1 67Messerle.78
27468.44 0.2 C^1Pig 5 26 1 A^1Piu 4 27 1 40HeSu.226
27472.95 0.02 C^1Pig 5 25 1 A^1Piu 4 26 1 67Messerle.77
27473.09 0.2 C^1Pig 5 25 1 A^1Piu 4 26 1 40HeSu.225
27478.48 0.0495044 C^1Pig 5 24 1 A^1Piu 4 25 1 67Messerle.76
27478.61 0.2 C^1Pig 5 24 1 A^1Piu 4 25 1 40HeSu.224
27482.79 0.02 C^1Pig 5 23 1 A^1Piu 4 24 1 67Messerle.75
27482.89 0.2 C^1Pig 5 23 1 A^1Piu 4 24 1 40HeSu.223
27487.99 0.02 C^1Pig 5 22 1 A^1Piu 4 23 1 67Messerle.74
27488.07 0.2 C^1Pig 5 22 1 A^1Piu 4 23 1 40HeSu.222
2749.3661 0.005 B^1Deltag 4 18 1 A^1Piu 4 18 1 16ChKaBeTa.96
27492.03 0.02 C^1Pig 5 21 1 A^1Piu 4 22 1 67Messerle.73
27492.16 0.2 C^1Pig 5 21 1 A^1Piu 4 22 1 40HeSu.221
27496.87 0.02 C^1Pig 5 20 1 A^1Piu 4 21 1 67Messerle.72
27497 0.2 C^1Pig 5 20 1 A^1Piu 4 21 1 40HeSu.220
2750.7569 0.003 B^1Deltag 4 10 1 A^1Piu 4 11 1 16ChKaBeTa.97
27500.74 0.0252835 C^1Pig 5 19 1 A^1Piu 4 20 1 67Messerle.71
27500.86 0.2 C^1Pig 5 19 1 A^1Piu 4 20 1 40HeSu.219
27505.33 0.02 C^1Pig 5 18 1 A^1Piu 4 19 1 67Messerle.70
27505.43 0.2 C^1Pig 5 18 1 A^1Piu 4 19 1 40HeSu.218
27509.05 0.02 C^1Pig 5 17 1 A^1Piu 4 18 1 67Messerle.69
27509.15 0.2 C^1Pig 5 17 1 A^1Piu 4 18 1 40HeSu.217
27513.35 0.02 C^1Pig 5 16 1 A^1Piu 4 17 1 67Messerle.68
27513.44 0.2 C^1Pig 5 16 1 A^1Piu 4 17 1 40HeSu.216
27516.94 0.02 C^1Pig 5 15 1 A^1Piu 4 16 1 67Messerle.67
27517.05 0.2 C^1Pig 5 15 1 A^1Piu 4 16 1 40HeSu.215
27517.76 0.02 C^1Pig 5 53 1 A^1Piu 4 52 1 67Messerle.52
27521 0.02 C^1Pig 5 14 1 A^1Piu 4 15 1 67Messerle.66
27521.1 0.2 C^1Pig 5 14 1 A^1Piu 4 15 1 40HeSu.214
27524.45 0.02 C^1Pig 5 13 1 A^1Piu 4 14 1 67Messerle.65
27524.6 0.2 C^1Pig 5 13 1 A^1Piu 4 14 1 40HeSu.213
27528.38 0.02 C^1Pig 5 12 1 A^1Piu 4 13 1 67Messerle.64
27528.47 0.2 C^1Pig 5 12 1 A^1Piu 4 13 1 40HeSu.212
27531.76 0.02 C^1Pig 5 52 1 A^1Piu 4 51 1 67Messerle.51
27531.85 0.0478929 C^1Pig 5 11 1 A^1Piu 4 12 1 67Messerle.63
27531.88 0.2 C^1Pig 5 11 1 A^1Piu 4 12 1 40HeSu.211
27535.51 0.0255497 C^1Pig 5 10 1 A^1Piu 4 11 1 67Messerle.62
27535.6 0.2 C^1Pig 5 10 1 A^1Piu 4 11 1 40HeSu.210
27538.94 0.02 C^1Pig 5 9 1 A^1Piu 4 10 1 67Messerle.61
27539.04 0.2 C^1Pig 5 9 1 A^1Piu 4 10 1 40HeSu.209
2754.8831 0.004698626 B^1Deltag 4 17 1 A^1Piu 4 17 1 16ChKaBeTa.98
27541.31 0.024676300000000005 C^1Pig 5 51 1 A^1Piu 4 50 1 67Messerle.50
27542.24 0.02 C^1Pig 5 8 1 A^1Piu 4 9 1 67Messerle.60
27542.34 0.2 C^1Pig 5 8 1 A^1Piu 4 9 1 40HeSu.208
27545.64 0.0499202 C^1Pig 5 7 1 A^1Piu 4 8 1 67Messerle.59
27545.72 0.2 C^1Pig 5 7 1 A^1Piu 4 8 1 40HeSu.207
27549.05 0.02 C^1Pig 5 6 1 A^1Piu 4 7 1 67Messerle.58
27549.13 0.2 C^1Pig 5 6 1 A^1Piu 4 7 1 40HeSu.206
27551.28 0.02 C^1Pig 5 50 1 A^1Piu 4 49 1 67Messerle.49
27552.28 0.02 C^1Pig 5 5 1 A^1Piu 4 6 1 67Messerle.57
27552.41 0.2 C^1Pig 5 5 1 A^1Piu 4 6 1 40HeSu.205
27555.58 0.02 C^1Pig 5 4 1 A^1Piu 4 5 1 67Messerle.56
27555.67 0.2 C^1Pig 5 4 1 A^1Piu 4 5 1 40HeSu.204
27558.76 0.02 C^1Pig 5 3 1 A^1Piu 4 4 1 67Messerle.55
27558.89 0.2 C^1Pig 5 3 1 A^1Piu 4 4 1 40HeSu.203
27559.51 0.0446281 C^1Pig 5 49 1 A^1Piu 4 48 1 67Messerle.48
2756.8395 0.003 B^1Deltag 4 9 1 A^1Piu 4 10 1 16ChKaBeTa.99
27561.98 0.0510136 C^1Pig 5 2 1 A^1Piu 4 3 1 67Messerle.54
27562.05 0.2 C^1Pig 5 2 1 A^1Piu 4 3 1 40HeSu.202
27565.11 0.02 C^1Pig 5 1 1 A^1Piu 4 2 1 67Messerle.53
27565.16 0.2 C^1Pig 5 1 1 A^1Piu 4 2 1 40HeSu.201
27569.34 0.02 C^1Pig 5 48 1 A^1Piu 4 47 1 67Messerle.47
27575.92 0.02 C^1Pig 5 47 1 A^1Piu 4 46 1 67Messerle.46
27577.29 0.06433130000000001 C^1Pig 5 2 1 A^1Piu 4 1 1 67Messerle.1
27577.45 0.2 C^1Pig 5 2 1 A^1Piu 4 1 1 40HeSu.170
27580.3 0.02 C^1Pig 5 3 1 A^1Piu 4 2 1 67Messerle.2
27580.44 0.2 C^1Pig 5 3 1 A^1Piu 4 2 1 40HeSu.171
27583.29 0.02 C^1Pig 5 4 1 A^1Piu 4 3 1 67Messerle.3
27583.41 0.2 C^1Pig 5 4 1 A^1Piu 4 3 1 40HeSu.172
27584.47 0.0379863 C^1Pig 5 46 1 A^1Piu 4 45 1 67Messerle.45
27586.15 0.02 C^1Pig 5 5 1 A^1Piu 4 4 1 67Messerle.4
27586.25 0.2 C^1Pig 5 5 1 A^1Piu 4 4 1 40HeSu.173
27589.02 0.030201600000000006 C^1Pig 5 6 1 A^1Piu 4 5 1 67Messerle.5
27589.16 0.2 C^1Pig 5 6 1 A^1Piu 4 5 1 40HeSu.174
27589.75 0.02 C^1Pig 5 45 1 A^1Piu 4 44 1 67Messerle.44
2759.9873 0.005 B^1Deltag 4 16 1 A^1Piu 4 16 1 16ChKaBeTa.100
27591.72 0.07748730000000001 C^1Pig 5 7 1 A^1Piu 4 6 1 67Messerle.6
27591.91 0.2 C^1Pig 5 7 1 A^1Piu 4 6 1 40HeSu.175
27594.55 0.02 C^1Pig 5 8 1 A^1Piu 4 7 1 67Messerle.7
27594.68 0.2 C^1Pig 5 8 1 A^1Piu 4 7 1 40HeSu.176
27597.02 0.0249667 C^1Pig 5 44 1 A^1Piu 4 43 1 67Messerle.43
27597.4 0.02 C^1Pig 5 9 1 A^1Piu 4 8 1 67Messerle.8
27597.53 0.2 C^1Pig 5 9 1 A^1Piu 4 8 1 40HeSu.177
27600.06 0.0255497 C^1Pig 5 10 1 A^1Piu 4 9 1 67Messerle.9
27600.23 0.2 C^1Pig 5 10 1 A^1Piu 4 9 1 40HeSu.178
27601.19 0.02 C^1Pig 5 43 1 A^1Piu 4 42 1 67Messerle.42
27602.51 0.0478929 C^1Pig 5 11 1 A^1Piu 4 10 1 67Messerle.10
27602.66 0.2 C^1Pig 5 11 1 A^1Piu 4 10 1 40HeSu.179
27605.25 0.02 C^1Pig 5 12 1 A^1Piu 4 11 1 67Messerle.11
27605.38 0.2 C^1Pig 5 12 1 A^1Piu 4 11 1 40HeSu.180
27607.44 0.02 C^1Pig 5 13 1 A^1Piu 4 12 1 67Messerle.12
27607.44 0.0694804 C^1Pig 5 42 1 A^1Piu 4 41 1 67Messerle.41
27607.62 0.2 C^1Pig 5 13 1 A^1Piu 4 12 1 40HeSu.181
27610.12 0.02 C^1Pig 5 14 1 A^1Piu 4 13 1 67Messerle.13
27610.25 0.2 C^1Pig 5 14 1 A^1Piu 4 13 1 40HeSu.182
27610.44 0.02 C^1Pig 5 41 1 A^1Piu 4 40 1 67Messerle.40
27612.19 0.02 C^1Pig 5 15 1 A^1Piu 4 14 1 67Messerle.14
27612.32 0.2 C^1Pig 5 15 1 A^1Piu 4 14 1 40HeSu.183
27614.68 0.02 C^1Pig 5 16 1 A^1Piu 4 15 1 67Messerle.15
27614.81 0.2 C^1Pig 5 16 1 A^1Piu 4 15 1 40HeSu.184
27615.53 0.02 C^1Pig 5 40 1 A^1Piu 4 39 1 67Messerle.39
27616.54 0.02 C^1Pig 5 17 1 A^1Piu 4 16 1 67Messerle.16
27616.66 0.2 C^1Pig 5 17 1 A^1Piu 4 16 1 40HeSu.185
27617.81 0.0252395 C^1Pig 5 39 1 A^1Piu 4 38 1 67Messerle.38
27618.89 0.02 C^1Pig 5 18 1 A^1Piu 4 17 1 67Messerle.17
27619 0.2 C^1Pig 5 18 1 A^1Piu 4 17 1 40HeSu.186
2762.6578 0.003527649 B^1Deltag 4 8 1 A^1Piu 4 9 1 16ChKaBeTa.101
27620.47 0.0252835 C^1Pig 5 19 1 A^1Piu 4 18 1 67Messerle.18
27620.58 0.2 C^1Pig 5 19 1 A^1Piu 4 18 1 40HeSu.187
27621.94 0.02 C^1Pig 5 38 1 A^1Piu 4 37 1 67Messerle.37
27622.66 0.02 C^1Pig 5 20 1 A^1Piu 4 19 1 67Messerle.19
27622.77 0.2 C^1Pig 5 20 1 A^1Piu 4 19 1 40HeSu.188
27623.89 0.02 C^1Pig 5 21 1 A^1Piu 4 20 1 67Messerle.20
27623.89 0.0923065 C^1Pig 5 37 1 A^1Piu 4 36 1 67Messerle.36
27624.03 0.2 C^1Pig 5 21 1 A^1Piu 4 20 1 40HeSu.189
27625.95 0.02 C^1Pig 5 22 1 A^1Piu 4 21 1 67Messerle.21
27626.05 0.2 C^1Pig 5 22 1 A^1Piu 4 21 1 40HeSu.190
27626.82 0.02 C^1Pig 5 23 1 A^1Piu 4 22 1 67Messerle.22
27626.92 0.2 C^1Pig 5 23 1 A^1Piu 4 22 1 40HeSu.191
27627.09 0.02 C^1Pig 5 35 1 A^1Piu 4 34 1 67Messerle.34
27627.09 0.02 C^1Pig 5 36 1 A^1Piu 4 35 1 67Messerle.35
27628.64 0.0495044 C^1Pig 5 24 1 A^1Piu 4 23 1 67Messerle.23
27628.7 0.2 C^1Pig 5 24 1 A^1Piu 4 23 1 40HeSu.192
27629.09 0.02 C^1Pig 5 25 1 A^1Piu 4 24 1 67Messerle.24
27629.18 0.2 C^1Pig 5 25 1 A^1Piu 4 24 1 40HeSu.193
27629.66 0.0455576 C^1Pig 5 33 1 A^1Piu 4 32 1 67Messerle.32
27629.66 0.0600754 C^1Pig 5 34 1 A^1Piu 4 33 1 67Messerle.33
27630.56 0.0401412 C^1Pig 5 26 1 A^1Piu 4 25 1 67Messerle.25
27630.56 0.0631796 C^1Pig 5 27 1 A^1Piu 4 26 1 67Messerle.26
27630.67 0.2 C^1Pig 5 26 1 A^1Piu 4 25 1 40HeSu.194
27630.67 0.2 C^1Pig 5 27 1 A^1Piu 4 26 1 40HeSu.195
27631.18 0.0339317 C^1Pig 5 31 1 A^1Piu 4 30 1 67Messerle.30
27631.18 0.04640570000000001 C^1Pig 5 29 1 A^1Piu 4 28 1 67Messerle.28
27631.27 0.2 C^1Pig 5 29 1 A^1Piu 4 28 1 40HeSu.197
27631.44 0.02 C^1Pig 5 32 1 A^1Piu 4 31 1 67Messerle.31
27631.46 0.36551350000000005 C^1Pig 5 31 1 A^1Piu 4 30 1 40HeSu.199
27631.94 0.02 C^1Pig 5 28 1 A^1Piu 4 27 1 67Messerle.27
27632.02 0.2 C^1Pig 5 28 1 A^1Piu 4 27 1 40HeSu.196
27632.32 0.0315821 C^1Pig 5 30 1 A^1Piu 4 29 1 67Messerle.29
27632.39 0.2 C^1Pig 5 30 1 A^1Piu 4 29 1 40HeSu.198
2764.8844 0.003 B^1Deltag 4 15 1 A^1Piu 4 15 1 16ChKaBeTa.102
2768.144 0.003 B^1Deltag 4 7 1 A^1Piu 4 8 1 16ChKaBeTa.103
2769.3926 0.003 B^1Deltag 4 14 1 A^1Piu 4 14 1 16ChKaBeTa.104
27713.76 0.2 C^1Pig 1 10 1 A^1Piu 0 11 1 30DiLo.642
27713.76 0.2 C^1Pig 1 12 1 A^1Piu 0 13 1 30DiLo.643
27713.87 0.2756831 C^1Pig 1 11 1 A^1Piu 0 12 1 30DiLo.678
27713.87 0.2813459 C^1Pig 1 9 1 A^1Piu 0 10 1 30DiLo.677
27713.87 0.3014154 C^1Pig 1 13 1 A^1Piu 0 14 1 30DiLo.679
27714.85 0.2 C^1Pig 1 14 1 A^1Piu 0 15 1 30DiLo.644
27714.85 0.2 C^1Pig 1 8 1 A^1Piu 0 9 1 30DiLo.641
27715.66 0.2 C^1Pig 1 15 1 A^1Piu 0 16 1 30DiLo.680
27715.78 0.2 C^1Pig 1 7 1 A^1Piu 0 8 1 30DiLo.676
27717.09 0.2 C^1Pig 1 16 1 A^1Piu 0 17 1 30DiLo.645
27717.09 0.2 C^1Pig 1 6 1 A^1Piu 0 7 1 30DiLo.640
27718.47 0.2 C^1Pig 1 17 1 A^1Piu 0 18 1 30DiLo.681
27718.6 0.2 C^1Pig 1 5 1 A^1Piu 0 6 1 30DiLo.675
27720.54 0.2 C^1Pig 1 18 1 A^1Piu 0 19 1 30DiLo.646
27720.54 0.2423685 C^1Pig 1 4 1 A^1Piu 0 5 1 30DiLo.639
27722.34 0.2 C^1Pig 1 19 1 A^1Piu 0 20 1 30DiLo.682
27722.46 0.3295611 C^1Pig 1 3 1 A^1Piu 0 4 1 30DiLo.674
27725.09 0.2 C^1Pig 1 20 1 A^1Piu 0 21 1 30DiLo.647
27725.09 0.321761 C^1Pig 1 2 1 A^1Piu 0 3 1 30DiLo.638
27727.36 0.2 C^1Pig 1 1 1 A^1Piu 0 2 1 30DiLo.673
27727.36 0.2 C^1Pig 1 21 1 A^1Piu 0 22 1 30DiLo.683
2773.3619 0.005494292 B^1Deltag 4 6 1 A^1Piu 4 7 1 16ChKaBeTa.105
2773.6737 0.003612576 B^1Deltag 4 13 1 A^1Piu 4 13 1 16ChKaBeTa.106
27730.74 0.2 C^1Pig 1 22 1 A^1Piu 0 23 1 30DiLo.648
27733.42 0.2 C^1Pig 1 23 1 A^1Piu 0 24 1 30DiLo.684
27737.51 0.2 C^1Pig 1 24 1 A^1Piu 0 25 1 30DiLo.649
27740.71 0.2 C^1Pig 1 2 1 A^1Piu 0 1 1 30DiLo.708
27740.71 0.2 C^1Pig 1 25 1 A^1Piu 0 26 1 30DiLo.685
27745.38 0.2 C^1Pig 1 26 1 A^1Piu 0 27 1 30DiLo.650
27745.38 0.2 C^1Pig 1 3 1 A^1Piu 0 2 1 30DiLo.743
27749.09 0.2 C^1Pig 1 27 1 A^1Piu 0 28 1 30DiLo.686
27749.09 0.2 C^1Pig 1 4 1 A^1Piu 0 3 1 30DiLo.709
27753.89 0.2 C^1Pig 1 5 1 A^1Piu 0 4 1 30DiLo.744
27754.31 0.2 C^1Pig 1 28 1 A^1Piu 0 29 1 30DiLo.651
27758.47 0.2 C^1Pig 1 29 1 A^1Piu 0 30 1 30DiLo.687
27758.47 0.3893978 C^1Pig 1 6 1 A^1Piu 0 5 1 30DiLo.710
27763.92 0.2 C^1Pig 1 7 1 A^1Piu 0 6 1 30DiLo.745
27764.42 0.2 C^1Pig 1 30 1 A^1Piu 0 31 1 30DiLo.652
27768.9 0.2 C^1Pig 1 31 1 A^1Piu 0 32 1 30DiLo.688
27769.51 0.2 C^1Pig 1 8 1 A^1Piu 0 7 1 30DiLo.711
2777.5836 0.003 B^1Deltag 4 12 1 A^1Piu 4 12 1 16ChKaBeTa.107
27775.15 0.2 C^1Pig 1 9 1 A^1Piu 0 8 1 30DiLo.746
27775.57 0.2 C^1Pig 1 32 1 A^1Piu 0 33 1 30DiLo.653
27780.52 0.2 C^1Pig 1 33 1 A^1Piu 0 34 1 30DiLo.689
27781.12 0.2 C^1Pig 1 10 1 A^1Piu 0 9 1 30DiLo.712
27787.61 0.2 C^1Pig 1 11 1 A^1Piu 0 10 1 30DiLo.747
27787.61 0.2625359 C^1Pig 1 34 1 A^1Piu 0 35 1 30DiLo.654
27793.16 0.2 C^1Pig 1 35 1 A^1Piu 0 36 1 30DiLo.690
27794.02 0.2 C^1Pig 1 12 1 A^1Piu 0 11 1 30DiLo.713
27800.9 0.2 C^1Pig 1 13 1 A^1Piu 0 12 1 30DiLo.748
27800.9 0.2 C^1Pig 1 36 1 A^1Piu 0 37 1 30DiLo.655
27806.86 0.2 C^1Pig 1 37 1 A^1Piu 0 38 1 30DiLo.691
27808.03 0.2 C^1Pig 1 14 1 A^1Piu 0 13 1 30DiLo.714
2781.2523 0.003469733 B^1Deltag 4 11 1 A^1Piu 4 11 1 16ChKaBeTa.108
27815.38 0.2 C^1Pig 1 15 1 A^1Piu 0 14 1 30DiLo.749
27815.38 0.2967844 C^1Pig 1 38 1 A^1Piu 0 39 1 30DiLo.656
2782.8376 0.003476537 B^1Deltag 4 4 1 A^1Piu 4 5 1 16ChKaBeTa.109
27821.7 0.2 C^1Pig 1 39 1 A^1Piu 0 40 1 30DiLo.692
27823.1 0.2 C^1Pig 1 16 1 A^1Piu 0 15 1 30DiLo.715
27824.64 0.2 C^1Pig 2 11 1 A^1Piu 1 12 1 30DiLo.787
27824.64 0.2 C^1Pig 2 12 1 A^1Piu 1 13 1 30DiLo.780
27824.64 0.2 C^1Pig 2 13 1 A^1Piu 1 14 1 30DiLo.788
27825.32 0.2 C^1Pig 2 10 1 A^1Piu 1 11 1 30DiLo.779
27825.32 0.2 C^1Pig 2 14 1 A^1Piu 1 15 1 30DiLo.781
27825.65 0.2 C^1Pig 2 15 1 A^1Piu 1 16 1 30DiLo.789
27825.65 0.2 C^1Pig 2 9 1 A^1Piu 1 10 1 30DiLo.786
27826.74 0.2 C^1Pig 2 16 1 A^1Piu 1 17 1 30DiLo.782
27826.74 0.2 C^1Pig 2 8 1 A^1Piu 1 9 1 30DiLo.778
27827.56 0.2 C^1Pig 2 17 1 A^1Piu 1 18 1 30DiLo.790
27827.56 0.2 C^1Pig 2 7 1 A^1Piu 1 8 1 30DiLo.785
27829.22 0.2 C^1Pig 2 18 1 A^1Piu 1 19 1 30DiLo.791
27829.22 0.3216224 C^1Pig 2 6 1 A^1Piu 1 7 1 30DiLo.777
27830.35 0.2 C^1Pig 2 19 1 A^1Piu 1 20 1 30DiLo.815
27830.35 0.2 C^1Pig 2 5 1 A^1Piu 1 6 1 30DiLo.784
27830.81 0.2 C^1Pig 1 17 1 A^1Piu 0 16 1 30DiLo.750
27830.81 0.2 C^1Pig 1 40 1 A^1Piu 0 41 1 30DiLo.657
27832.68 0.2 C^1Pig 2 20 1 A^1Piu 1 21 1 30DiLo.792
27832.68 0.2 C^1Pig 2 4 1 A^1Piu 1 5 1 30DiLo.776
27834.38 0.2 C^1Pig 2 21 1 A^1Piu 1 22 1 30DiLo.816
27834.38 0.2 C^1Pig 2 3 1 A^1Piu 1 4 1 30DiLo.783
27837.33 0.2 C^1Pig 2 22 1 A^1Piu 1 23 1 30DiLo.793
27837.33 0.3809905 C^1Pig 1 41 1 A^1Piu 0 42 1 30DiLo.693
27839.22 0.2 C^1Pig 1 18 1 A^1Piu 0 17 1 30DiLo.716
27839.22 0.2 C^1Pig 2 23 1 A^1Piu 1 24 1 30DiLo.817
2784.5691 0.003 B^1Deltag 4 10 1 A^1Piu 4 10 1 16ChKaBeTa.110
27842.59 0.2 C^1Pig 2 24 1 A^1Piu 1 25 1 30DiLo.794
27844.96 0.2 C^1Pig 2 25 1 A^1Piu 1 26 1 30DiLo.818
27847.85 0.2846074 C^1Pig 1 42 1 A^1Piu 0 43 1 30DiLo.658
27847.85 0.4322879 C^1Pig 1 19 1 A^1Piu 0 18 1 30DiLo.751
27848.98 0.2 C^1Pig 2 26 1 A^1Piu 1 27 1 30DiLo.795
27851.75 0.2 C^1Pig 2 27 1 A^1Piu 1 28 1 30DiLo.819
27854.44 0.2 C^1Pig 1 43 1 A^1Piu 0 44 1 30DiLo.694
27856.48 0.2 C^1Pig 1 20 1 A^1Piu 0 19 1 30DiLo.717
27856.48 0.2 C^1Pig 2 28 1 A^1Piu 1 29 1 30DiLo.796
27859.52 0.2 C^1Pig 2 29 1 A^1Piu 1 30 1 30DiLo.820
27861.29 0.2 C^1Pig 2 4 1 A^1Piu 1 3 1 30DiLo.838
27865.15 0.2 C^1Pig 1 21 1 A^1Piu 0 20 1 30DiLo.752
27865.15 0.2 C^1Pig 1 44 1 A^1Piu 0 45 1 30DiLo.659
27865.15 0.3305522 C^1Pig 2 30 1 A^1Piu 1 31 1 30DiLo.797
27868.32 0.2 C^1Pig 2 31 1 A^1Piu 1 32 1 30DiLo.821
2787.6189 0.003 B^1Deltag 4 9 1 A^1Piu 4 9 1 16ChKaBeTa.111
27870.04 0.3216224 C^1Pig 2 6 1 A^1Piu 1 5 1 30DiLo.839
27872.38 0.2 C^1Pig 1 45 1 A^1Piu 0 46 1 30DiLo.695
27874.01 0.2 C^1Pig 2 32 1 A^1Piu 1 33 1 30DiLo.798
27874.92 0.2 C^1Pig 1 22 1 A^1Piu 0 21 1 30DiLo.718
27875.46 0.2 C^1Pig 2 7 1 A^1Piu 1 6 1 30DiLo.860
27877.86 0.2 C^1Pig 2 33 1 A^1Piu 1 34 1 30DiLo.822
27880.78 0.2 C^1Pig 2 8 1 A^1Piu 1 7 1 30DiLo.840
27883.39 0.3168396 C^1Pig 1 46 1 A^1Piu 0 47 1 30DiLo.660
27883.99 0.2 C^1Pig 1 23 1 A^1Piu 0 22 1 30DiLo.753
27883.99 0.2791129 C^1Pig 2 34 1 A^1Piu 1 35 1 30DiLo.799
27886.13 0.2 C^1Pig 2 9 1 A^1Piu 1 8 1 30DiLo.861
27891.32 0.2 C^1Pig 1 47 1 A^1Piu 0 48 1 30DiLo.696
27891.96 0.2 C^1Pig 2 10 1 A^1Piu 1 9 1 30DiLo.841
27894.46 0.2 C^1Pig 1 24 1 A^1Piu 0 23 1 30DiLo.719
27895.26 0.2 C^1Pig 2 36 1 A^1Piu 1 37 1 30DiLo.800
27897.77 0.2 C^1Pig 2 11 1 A^1Piu 1 10 1 30DiLo.862
27899.84 0.2 C^1Pig 2 37 1 A^1Piu 1 38 1 30DiLo.823
2790.335 0.003 B^1Deltag 4 8 1 A^1Piu 4 8 1 16ChKaBeTa.112
27903.25 0.2 C^1Pig 1 48 1 A^1Piu 0 49 1 30DiLo.661
27903.97 0.2 C^1Pig 2 12 1 A^1Piu 1 11 1 30DiLo.842
27903.97 0.2 C^1Pig 1 25 1 A^1Piu 0 24 1 30DiLo.754
27907.26 0.2 C^1Pig 2 38 1 A^1Piu 1 39 1 30DiLo.801
27910.38 0.2 C^1Pig 2 13 1 A^1Piu 1 12 1 30DiLo.863
27911.33 0.2 C^1Pig 1 49 1 A^1Piu 0 50 1 30DiLo.697
27912.13 0.2 C^1Pig 2 39 1 A^1Piu 1 40 1 30DiLo.824
27914.85 0.2 C^1Pig 1 26 1 A^1Piu 0 25 1 30DiLo.720
27917.22 0.2 C^1Pig 2 14 1 A^1Piu 1 13 1 30DiLo.843
2792.773 0.003 B^1Deltag 4 7 1 A^1Piu 4 7 1 16ChKaBeTa.113
27920.12 0.2 C^1Pig 2 40 1 A^1Piu 1 41 1 30DiLo.802
27923.92 0.2 C^1Pig 2 15 1 A^1Piu 1 14 1 30DiLo.864
27923.92 0.2 C^1Pig 1 50 1 A^1Piu 0 51 1 30DiLo.662
27924.85 0.2 C^1Pig 1 27 1 A^1Piu 0 26 1 30DiLo.755
27925.29 0.3322737 C^1Pig 2 41 1 A^1Piu 1 42 1 30DiLo.825
27931.51 0.2 C^1Pig 2 16 1 A^1Piu 1 15 1 30DiLo.844
27932.28 0.2 C^1Pig 1 51 1 A^1Piu 0 52 1 30DiLo.698
27933.92 0.2 C^1Pig 2 42 1 A^1Piu 1 43 1 30DiLo.803
27936.32 0.2 C^1Pig 1 28 1 A^1Piu 0 27 1 30DiLo.721
27938.62 0.2 C^1Pig 2 17 1 A^1Piu 1 16 1 30DiLo.865
27939.44 0.2 C^1Pig 2 43 1 A^1Piu 1 44 1 30DiLo.826
2794.8894 0.003 B^1Deltag 4 6 1 A^1Piu 4 6 1 16ChKaBeTa.114
27945.44 0.2 C^1Pig 1 52 1 A^1Piu 0 53 1 30DiLo.663
27946.8 0.2 C^1Pig 2 18 1 A^1Piu 1 17 1 30DiLo.845
27946.8 0.2 C^1Pig 1 29 1 A^1Piu 0 28 1 30DiLo.756
27948.51 0.2 C^1Pig 2 44 1 A^1Piu 1 45 1 30DiLo.804
2795.8312 0.007 A^1Piu 0 13 1 X^1Sigmag+ 3 14 1 15ChKaBeTa.4
27954.13 0.2 C^1Pig 2 19 1 A^1Piu 1 18 1 30DiLo.866
27954.13 0.2 C^1Pig 2 45 1 A^1Piu 1 46 1 30DiLo.827
27954.13 0.2 C^1Pig 1 53 1 A^1Piu 0 54 1 30DiLo.699
27959.06 0.2 C^1Pig 1 30 1 A^1Piu 0 29 1 30DiLo.722
2796.7112 0.003977333 B^1Deltag 4 5 1 A^1Piu 4 5 1 16ChKaBeTa.115
27962.53 0.2 C^1Pig 2 20 1 A^1Piu 1 19 1 30DiLo.846
27963.82 0.2 C^1Pig 2 46 1 A^1Piu 1 47 1 30DiLo.805
27967.99 0.2 C^1Pig 1 54 1 A^1Piu 0 55 1 30DiLo.664
27969.87 0.2 C^1Pig 1 31 1 A^1Piu 0 30 1 30DiLo.757
2797.413 0.005579134 A^1Piu 0 22 1 X^1Sigmag+ 3 22 1 15ChKaBeTa.15
27970.7 0.2 C^1Pig 2 21 1 A^1Piu 1 20 1 30DiLo.867
27977.23 0.2 C^1Pig 1 55 1 A^1Piu 0 56 1 30DiLo.700
27979.86 0.2 C^1Pig 2 22 1 A^1Piu 1 21 1 30DiLo.847
27979.86 0.2534499 C^1Pig 2 48 1 A^1Piu 1 49 1 30DiLo.806
2798.9763 0.006763699 B^1Deltag 4 20 1 A^1Piu 4 19 1 16ChKaBeTa.116
27982.83 0.2 C^1Pig 1 32 1 A^1Piu 0 31 1 30DiLo.723
27986.21 0.2 C^1Pig 2 49 1 A^1Piu 1 50 1 30DiLo.829
27988 0.2 C^1Pig 2 23 1 A^1Piu 1 22 1 30DiLo.868
2799.4413 0.003227712 B^1Deltag 4 3 1 A^1Piu 4 3 1 16ChKaBeTa.117
27991.53 0.2 C^1Pig 1 56 1 A^1Piu 0 57 1 30DiLo.665
27994.06 0.2 C^1Pig 1 33 1 A^1Piu 0 32 1 30DiLo.758
27996.61 0.2 C^1Pig 2 50 1 A^1Piu 1 51 1 30DiLo.807
27997.75 0.2 C^1Pig 2 24 1 A^1Piu 1 23 1 30DiLo.848
2800.3523 0.026349904 B^1Deltag 4 2 1 A^1Piu 4 2 1 16ChKaBeTa.118
28001.04 0.2 C^1Pig 1 57 1 A^1Piu 0 58 1 30DiLo.701
28003.25 0.2 C^1Pig 2 51 1 A^1Piu 1 52 1 30DiLo.830
28006.41 0.2 C^1Pig 2 25 1 A^1Piu 1 24 1 30DiLo.869
28007.61 0.2 C^1Pig 1 34 1 A^1Piu 0 33 1 30DiLo.724
28014.6 0.2 C^1Pig 2 52 1 A^1Piu 1 53 1 30DiLo.808
28016.05 0.2 C^1Pig 1 58 1 A^1Piu 0 59 1 30DiLo.666
28016.7 0.2 C^1Pig 2 26 1 A^1Piu 1 25 1 30DiLo.849
28019.2 0.2 C^1Pig 1 35 1 A^1Piu 0 34 1 30DiLo.759
28020.93 0.2 C^1Pig 2 53 1 A^1Piu 1 54 1 30DiLo.831
28025.78 0.2 C^1Pig 2 27 1 A^1Piu 1 26 1 30DiLo.870
28025.78 0.2 C^1Pig 1 59 1 A^1Piu 0 60 1 30DiLo.702
28033.09 0.2 C^1Pig 1 36 1 A^1Piu 0 35 1 30DiLo.725
28033.09 0.2 C^1Pig 2 54 1 A^1Piu 1 55 1 30DiLo.809
28036.58 0.2 C^1Pig 2 28 1 A^1Piu 1 27 1 30DiLo.850
2804.6958 0.003 B^1Deltag 4 18 1 A^1Piu 4 17 1 16ChKaBeTa.119
28041.44 0.2 C^1Pig 1 60 1 A^1Piu 0 61 1 30DiLo.667
28045.35 0.2 C^1Pig 1 37 1 A^1Piu 0 36 1 30DiLo.760
28045.96 0.2 C^1Pig 2 29 1 A^1Piu 1 28 1 30DiLo.871
28051.67 0.2 C^1Pig 2 56 1 A^1Piu 1 57 1 30DiLo.810
28051.67 0.2 C^1Pig 1 61 1 A^1Piu 0 62 1 30DiLo.703
28057.41 0.2 C^1Pig 2 30 1 A^1Piu 1 29 1 30DiLo.851
28058.81 0.2 C^1Pig 2 57 1 A^1Piu 1 58 1 30DiLo.832
2806.5134 0.007508155 B^1Deltag 4 2 1 A^1Piu 4 1 1 16ChKaBeTa.120
28060.09 0.2 C^1Pig 1 38 1 A^1Piu 0 37 1 30DiLo.726
28067.12 0.2 C^1Pig 2 31 1 A^1Piu 1 30 1 30DiLo.872
28067.7 0.2 C^1Pig 1 62 1 A^1Piu 0 63 1 30DiLo.668
28071.35 0.2 C^1Pig 2 58 1 A^1Piu 1 59 1 30DiLo.811
28072.61 0.2 C^1Pig 1 39 1 A^1Piu 0 38 1 30DiLo.761
28078.27 0.2 C^1Pig 2 59 1 A^1Piu 1 60 1 30DiLo.833
28078.27 0.2 C^1Pig 1 63 1 A^1Piu 0 64 1 30DiLo.704
28079.06 0.2 C^1Pig 2 32 1 A^1Piu 1 31 1 30DiLo.852
2808.6793 0.01823028 B^1Deltag 4 3 1 A^1Piu 4 2 1 16ChKaBeTa.121
28087.91 0.2 C^1Pig 1 40 1 A^1Piu 0 39 1 30DiLo.727
28089.11 0.2 C^1Pig 2 33 1 A^1Piu 1 32 1 30DiLo.873
2809.187 0.003 B^1Deltag 4 16 1 A^1Piu 4 15 1 16ChKaBeTa.122
28091.3 0.2 C^1Pig 2 60 1 A^1Piu 1 61 1 30DiLo.812
28095 0.2 C^1Pig 1 64 1 A^1Piu 0 65 1 30DiLo.669
28098.53 0.2 C^1Pig 2 61 1 A^1Piu 1 62 1 30DiLo.834
2810.0165 0.009810872 A^1Piu 0 20 1 X^1Sigmag+ 3 20 1 15ChKaBeTa.14
2810.182 0.007 A^1Piu 0 11 1 X^1Sigmag+ 3 12 1 15ChKaBeTa.3
2810.5435 0.003 B^1Deltag 4 4 1 A^1Piu 4 3 1 16ChKaBeTa.123
2810.9373 0.003 B^1Deltag 4 15 1 A^1Piu 4 14 1 16ChKaBeTa.124
28100.86 0.2 C^1Pig 1 41 1 A^1Piu 0 40 1 30DiLo.762
28101.67 0.2 C^1Pig 2 34 1 A^1Piu 1 33 1 30DiLo.853
28105.65 0.2 C^1Pig 1 65 1 A^1Piu 0 66 1 30DiLo.705
28111.97 0.2 C^1Pig 2 35 1 A^1Piu 1 34 1 30DiLo.874
28111.97 0.2 C^1Pig 2 62 1 A^1Piu 1 63 1 30DiLo.813
28116.91 0.2 C^1Pig 1 42 1 A^1Piu 0 41 1 30DiLo.728
28119.19 0.2 C^1Pig 2 63 1 A^1Piu 1 64 1 30DiLo.835
2812.1003 0.003 B^1Deltag 4 5 1 A^1Piu 4 4 1 16ChKaBeTa.125
2812.458 0.003988494 B^1Deltag 4 14 1 A^1Piu 4 13 1 16ChKaBeTa.126
28125.09 0.2 C^1Pig 2 36 1 A^1Piu 1 35 1 30DiLo.854
2813.3622 0.004717805 B^1Deltag 4 6 1 A^1Piu 4 5 1 16ChKaBeTa.127
2813.6083 0.004978255 B^1Deltag 4 13 1 A^1Piu 4 12 1 16ChKaBeTa.128
28130.08 0.2 C^1Pig 1 43 1 A^1Piu 0 42 1 30DiLo.763
28132.76 0.2 C^1Pig 2 64 1 A^1Piu 1 65 1 30DiLo.814
28133.53 0.3869866 C^1Pig 1 67 1 A^1Piu 0 68 1 30DiLo.706
28136.14 0.2 C^1Pig 2 37 1 A^1Piu 1 36 1 30DiLo.875
2814.3087 0.003 B^1Deltag 4 7 1 A^1Piu 4 6 1 16ChKaBeTa.129
2814.5095 0.003194058 B^1Deltag 4 12 1 A^1Piu 4 11 1 16ChKaBeTa.130
2814.9629 0.003042729 B^1Deltag 4 8 1 A^1Piu 4 7 1 16ChKaBeTa.131
28140.2 0.2 C^1Pig 2 65 1 A^1Piu 1 66 1 30DiLo.836
28149.37 0.2 C^1Pig 2 38 1 A^1Piu 1 37 1 30DiLo.855
2815.0636 0.003827325 B^1Deltag 4 11 1 A^1Piu 4 10 1 16ChKaBeTa.132
2815.2945 0.003 B^1Deltag 4 9 1 A^1Piu 4 8 1 16ChKaBeTa.133
2815.3463 0.003775699 B^1Deltag 4 10 1 A^1Piu 4 9 1 16ChKaBeTa.134
28160.32 0.2 C^1Pig 2 39 1 A^1Piu 1 38 1 30DiLo.876
28160.32 0.2 C^1Pig 1 45 1 A^1Piu 0 44 1 30DiLo.764
28161.82 0.2 C^1Pig 2 67 1 A^1Piu 1 68 1 30DiLo.837
28163.02 0.2 C^1Pig 1 69 1 A^1Piu 0 70 1 30DiLo.707
28174.45 0.2 C^1Pig 2 40 1 A^1Piu 1 39 1 30DiLo.856
28177.52 0.2 C^1Pig 1 46 1 A^1Piu 0 45 1 30DiLo.730
28186.08 0.2 C^1Pig 2 41 1 A^1Piu 1 40 1 30DiLo.877
28191.38 0.2 C^1Pig 1 47 1 A^1Piu 0 46 1 30DiLo.765
28200.45 0.2 C^1Pig 2 42 1 A^1Piu 1 41 1 30DiLo.857
28209.28 0.2 C^1Pig 1 48 1 A^1Piu 0 47 1 30DiLo.731
2821.4455 0.003 A^1Piu 0 18 1 X^1Sigmag+ 3 18 1 15ChKaBeTa.13
28211.91 0.2 C^1Pig 2 43 1 A^1Piu 1 42 1 30DiLo.878
28223.45 0.2 C^1Pig 1 49 1 A^1Piu 0 48 1 30DiLo.766
28227.17 0.2 C^1Pig 2 44 1 A^1Piu 1 43 1 30DiLo.858
2823.3638 0.007 A^1Piu 0 9 1 X^1Sigmag+ 3 10 1 15ChKaBeTa.2
28237.2 0.27577440000000003 e^3Pig 1 25 3 a^3Piu 8 26 3 86HaWi.555
28238.87 0.2 C^1Pig 2 45 1 A^1Piu 1 44 1 30DiLo.879
28239.35 0.08 e^3Pig 1 26 2 a^3Piu 8 27 2 86HaWi.500
28241.96 0.2 C^1Pig 1 50 1 A^1Piu 0 49 1 30DiLo.732
28254.6 0.2 C^1Pig 2 46 1 A^1Piu 1 45 1 30DiLo.859
28256.51 0.2 C^1Pig 1 51 1 A^1Piu 0 50 1 30DiLo.767
28260.6 0.359089137 e^3Pig 1 26 1 a^3Piu 8 27 1 86HaWi.443
28266.45 0.2 C^1Pig 2 47 1 A^1Piu 1 46 1 30DiLo.880
28275.63 0.2 C^1Pig 1 52 1 A^1Piu 0 51 1 30DiLo.733
28276.91 0.08 e^3Pig 1 23 3 a^3Piu 8 24 3 86HaWi.553
28279.17 0.08 e^3Pig 1 24 2 a^3Piu 8 25 2 86HaWi.498
28281.37 0.08 e^3Pig 1 25 1 a^3Piu 8 26 1 86HaWi.442
28282.83 0.2 C^1Pig 2 48 1 A^1Piu 1 47 1 30DiLo.881
28290.44 0.2 C^1Pig 1 53 1 A^1Piu 0 52 1 30DiLo.768
28293.84 0.08 e^3Pig 1 31 3 a^3Piu 8 30 3 86HaWi.586
28299.36 0.446235675 e^3Pig 1 24 1 a^3Piu 8 25 1 86HaWi.441
2831.7187 0.007 A^1Piu 0 16 1 X^1Sigmag+ 3 16 1 15ChKaBeTa.12
28310.17 0.2 C^1Pig 1 54 1 A^1Piu 0 53 1 30DiLo.734
28311.44 0.2 C^1Pig 2 50 1 A^1Piu 1 49 1 30DiLo.882
28312.67 0.08 e^3Pig 1 31 2 a^3Piu 8 30 2 86HaWi.531
28313.91 0.08 e^3Pig 1 21 3 a^3Piu 8 22 3 86HaWi.551
28316.33 0.08 e^3Pig 1 22 2 a^3Piu 8 23 2 86HaWi.496
28318.69 0.08 e^3Pig 1 23 1 a^3Piu 8 24 1 86HaWi.440
28324.04 0.2 C^1Pig 2 51 1 A^1Piu 1 50 1 30DiLo.891
28325.37 0.2 C^1Pig 1 55 1 A^1Piu 0 54 1 30DiLo.769
28330.72 0.08 e^3Pig 1 29 3 a^3Piu 8 28 3 86HaWi.584
28331.23 0.08 e^3Pig 1 30 2 a^3Piu 8 29 2 86HaWi.530
28331.23 0.103420886 e^3Pig 1 20 3 a^3Piu 8 21 3 86HaWi.550
28332.78 0.08 e^3Pig 1 21 2 a^3Piu 8 22 2 86HaWi.495
28335.45 0.09999880000000001 e^3Pig 1 22 1 a^3Piu 8 23 1 86HaWi.439
28341.16 0.2 C^1Pig 2 52 1 A^1Piu 1 51 1 30DiLo.883
28345.63 0.2 C^1Pig 1 56 1 A^1Piu 0 55 1 30DiLo.735
28346.51 0.08 e^3Pig 1 28 3 a^3Piu 8 27 3 86HaWi.583
28347.65 0.08 e^3Pig 1 29 2 a^3Piu 8 28 2 86HaWi.529
28348.19 0.08 e^3Pig 1 19 3 a^3Piu 8 20 3 86HaWi.549
2835.3772 0.007 A^1Piu 0 7 1 X^1Sigmag+ 3 8 1 15ChKaBeTa.1
28350.77 0.086647166 e^3Pig 1 20 2 a^3Piu 8 21 2 86HaWi.494
28353.37 0.08 e^3Pig 1 21 1 a^3Piu 8 22 1 86HaWi.438
28353.45 0.2 C^1Pig 2 53 1 A^1Piu 1 52 1 30DiLo.892
28361.1 0.2 C^1Pig 1 57 1 A^1Piu 0 56 1 30DiLo.770
28363.3 0.20778560000000001 e^3Pig 1 27 3 a^3Piu 8 26 3 86HaWi.582
28364.3 0.08 e^3Pig 1 18 3 a^3Piu 8 19 3 86HaWi.548
28365.45 0.08 e^3Pig 1 28 2 a^3Piu 8 27 2 86HaWi.528
28366 0.08 e^3Pig 1 19 2 a^3Piu 8 20 2 86HaWi.493
28368.92 0.08 e^3Pig 1 20 1 a^3Piu 8 21 1 86HaWi.437
28371.3 0.2 C^1Pig 2 54 1 A^1Piu 1 53 1 30DiLo.884
28379.8 0.08 e^3Pig 1 17 3 a^3Piu 8 18 3 86HaWi.547
28381.88 0.2 C^1Pig 1 58 1 A^1Piu 0 57 1 30DiLo.736
28382.15 0.5491717 e^3Pig 1 28 1 a^3Piu 8 27 1 86HaWi.472
28382.56 0.08 e^3Pig 1 18 2 a^3Piu 8 19 2 86HaWi.492
28383.98 0.2 C^1Pig 2 55 1 A^1Piu 1 54 1 30DiLo.893
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28393.98 0.08 e^3Pig 1 25 3 a^3Piu 8 24 3 86HaWi.580
28394.65 0.08 e^3Pig 1 16 3 a^3Piu 8 17 3 86HaWi.546
28396.25 0.08 e^3Pig 1 26 2 a^3Piu 8 25 2 86HaWi.526
28396.59 0.08 e^3Pig 1 17 2 a^3Piu 8 18 2 86HaWi.491
28397.68 0.2 C^1Pig 1 59 1 A^1Piu 0 58 1 30DiLo.771
28398.42 0.08 e^3Pig 1 27 1 a^3Piu 8 26 1 86HaWi.471
28399.8 0.08 e^3Pig 1 18 1 a^3Piu 8 19 1 86HaWi.435
2840.8274 0.007 A^1Piu 0 14 1 X^1Sigmag+ 3 14 1 15ChKaBeTa.11
28401.94 0.2 C^1Pig 2 56 1 A^1Piu 1 55 1 30DiLo.885
28408.66 0.08 e^3Pig 1 15 3 a^3Piu 8 16 3 86HaWi.545
28411.72 0.08 e^3Pig 1 16 2 a^3Piu 8 17 2 86HaWi.490
28411.86 0.08 e^3Pig 1 26 1 a^3Piu 8 25 1 86HaWi.470
28414.76 0.2 C^1Pig 2 57 1 A^1Piu 1 56 1 30DiLo.894
28414.9 0.08 e^3Pig 1 17 1 a^3Piu 8 18 1 86HaWi.434
28419.12 0.2 C^1Pig 1 60 1 A^1Piu 0 59 1 30DiLo.737
28421.99 0.213848494 e^3Pig 1 23 3 a^3Piu 8 22 3 86HaWi.578
28422.3 0.08 e^3Pig 1 14 3 a^3Piu 8 15 3 86HaWi.544
28424.49 0.08 e^3Pig 1 15 2 a^3Piu 8 16 2 86HaWi.489
28424.49 0.300513364 e^3Pig 1 24 2 a^3Piu 8 23 2 86HaWi.524
28426.68 0.08 e^3Pig 1 25 1 a^3Piu 8 24 1 86HaWi.469
28428.05 0.14227510000000002 e^3Pig 1 16 1 a^3Piu 8 17 1 86HaWi.433
28433.14 0.2 C^1Pig 2 58 1 A^1Piu 1 57 1 30DiLo.886
28434.78 0.08 e^3Pig 1 13 3 a^3Piu 8 14 3 86HaWi.543
28434.78 0.329223614 e^3Pig 1 22 3 a^3Piu 8 21 3 86HaWi.577
28435.1 0.2 C^1Pig 1 61 1 A^1Piu 0 60 1 30DiLo.772
28436.24 0.1452781 e^3Pig 1 23 2 a^3Piu 8 22 2 86HaWi.523
28438.16 0.08 e^3Pig 1 14 2 a^3Piu 8 15 2 86HaWi.488
28438.93 0.14612180000000002 e^3Pig 1 24 1 a^3Piu 8 23 1 86HaWi.468
28441.76 0.08 e^3Pig 1 15 1 a^3Piu 8 16 1 86HaWi.432
28446.09 0.2 C^1Pig 2 59 1 A^1Piu 1 58 1 30DiLo.895
28447.18 0.08 e^3Pig 1 12 3 a^3Piu 8 13 3 86HaWi.542
28447.18 0.23772540000000003 e^3Pig 1 21 3 a^3Piu 8 20 3 86HaWi.576
28449.71 0.08 e^3Pig 1 13 2 a^3Piu 8 14 2 86HaWi.487
28449.71 0.0968011 e^3Pig 1 22 2 a^3Piu 8 21 2 86HaWi.522
28452.31 0.148368999 e^3Pig 1 23 1 a^3Piu 8 22 1 86HaWi.467
28453.72 0.08 e^3Pig 1 14 1 a^3Piu 8 15 1 86HaWi.431
28457.13 0.2 C^1Pig 1 62 1 A^1Piu 0 61 1 30DiLo.738
28458.21 0.141278266 e^3Pig 1 11 3 a^3Piu 8 12 3 86HaWi.541
28458.65 0.05 e^3Pig 1 20 3 a^3Piu 8 19 3 86HaWi.575
28460.38 0.1159334 e^3Pig 1 21 2 a^3Piu 8 20 2 86HaWi.521
28461.93 0.08 e^3Pig 1 12 2 a^3Piu 8 13 2 86HaWi.486
28463.33 0.1565993 e^3Pig 1 22 1 a^3Piu 8 21 1 86HaWi.466
28464.68 0.2 C^1Pig 2 60 1 A^1Piu 1 59 1 30DiLo.887
28466.03 0.08 e^3Pig 1 13 1 a^3Piu 8 14 1 86HaWi.430
28469.35 0.08 e^3Pig 1 10 3 a^3Piu 8 11 3 86HaWi.540
28469.58 0.08 e^3Pig 1 19 3 a^3Piu 8 18 3 86HaWi.574
28472.31 0.08 e^3Pig 1 11 2 a^3Piu 8 12 2 86HaWi.485
28472.31 0.08 e^3Pig 1 20 2 a^3Piu 8 19 2 86HaWi.520
28473.39 0.2 C^1Pig 1 63 1 A^1Piu 0 62 1 30DiLo.773
28475.26 0.08 e^3Pig 1 21 1 a^3Piu 8 20 1 86HaWi.465
28476.84 0.08 e^3Pig 1 12 1 a^3Piu 8 13 1 86HaWi.429
28477.75 0.2 C^1Pig 2 61 1 A^1Piu 1 60 1 30DiLo.896
28478.83 0.08 e^3Pig 1 9 3 a^3Piu 8 10 3 86HaWi.539
28479.9 0.08 e^3Pig 1 18 3 a^3Piu 8 17 3 86HaWi.573
2848.7629 0.0028545 A^1Piu 0 12 1 X^1Sigmag+ 3 12 1 15ChKaBeTa.10
28481.84 0.128667 e^3Pig 1 19 2 a^3Piu 8 18 2 86HaWi.519
28483.01 0.08 e^3Pig 1 10 2 a^3Piu 8 11 2 86HaWi.484
28485.05 0.11486750000000001 e^3Pig 1 20 1 a^3Piu 8 19 1 86HaWi.464
28487.79 0.125695924 e^3Pig 1 11 1 a^3Piu 8 12 1 86HaWi.428
28488.65 0.08 e^3Pig 1 8 3 a^3Piu 8 9 3 86HaWi.538
28489.33 0.08 e^3Pig 1 17 3 a^3Piu 8 16 3 86HaWi.572
28492.11 0.08 e^3Pig 1 9 2 a^3Piu 8 10 2 86HaWi.483
28492.36 0.08 e^3Pig 1 18 2 a^3Piu 8 17 2 86HaWi.518
28495.58 0.08 e^3Pig 1 19 1 a^3Piu 8 18 1 86HaWi.463
28496.57 0.08 e^3Pig 1 7 3 a^3Piu 8 8 3 86HaWi.537
28496.79 0.2 C^1Pig 2 62 1 A^1Piu 1 61 1 30DiLo.888
28497.42 0.08 e^3Pig 1 10 1 a^3Piu 8 11 1 86HaWi.427
28498.37 0.08 e^3Pig 1 16 3 a^3Piu 8 15 3 86HaWi.571
28500.57 0.08 e^3Pig 1 17 2 a^3Piu 8 16 2 86HaWi.517
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3514.712 0.007 b^3Sigmag- 3 7 2 a^3Piu 4 8 3 15ChKaBeTa.1477
35146.29 0.055 e^3Pig 1 49 3 a^3Piu 3 48 3 49Phillips.45
35147.6 0.055 e^3Pig 1 50 2 a^3Piu 3 49 2 49Phillips.131
35148.38 0.060468891 e^3Pig 1 51 1 a^3Piu 3 50 1 49Phillips.218
3516.3244 0.007 b^3Sigmag- 3 23 2 a^3Piu 4 23 2 15ChKaBeTa.1401
3517.5203 0.0015 B^1Deltag 0 34 1 A^1Piu 0 33 1 88DoNiBeb.95
3517.9179 0.0015 B^1Deltag 0 13 1 A^1Piu 0 14 1 88DoNiBeb.36
3517.9872 0.011101200000000002 b^3Sigmag- 3 24 1 a^3Piu 4 24 1 15ChKaBeTa.1387
35170.51 0.1515855 e^3Pig 1 41 3 a^3Piu 3 42 3 49Phillips.85
35171.47 0.055 e^3Pig 1 42 2 a^3Piu 3 43 2 49Phillips.171
35172.46 0.055 e^3Pig 1 43 1 a^3Piu 3 44 1 49Phillips.257
3518.2629 0.005 b^3Sigmag- 3 14 1 a^3Piu 4 15 1 15ChKaBeTa.1338
35184.33 0.055 e^3Pig 1 48 3 a^3Piu 3 47 3 49Phillips.44
35184.73 0.055 e^3Pig 1 49 2 a^3Piu 3 48 2 49Phillips.130
35185.99 0.055 e^3Pig 1 50 1 a^3Piu 3 49 1 49Phillips.217
3519.653 0.007 b^3Sigmag- 3 8 1 a^3Piu 4 9 2 15ChKaBeTa.1467
3520.1733 0.0015 B^1Deltag 0 21 1 A^1Piu 0 21 1 88DoNiBeb.106
35207.77 0.068617945 e^3Pig 1 40 3 a^3Piu 3 41 3 49Phillips.84
35208.23 0.055 e^3Pig 1 41 2 a^3Piu 3 42 2 49Phillips.170
35209.67 0.11712470000000001 e^3Pig 1 42 1 a^3Piu 3 43 1 49Phillips.256
35223.19 0.055 e^3Pig 1 47 3 a^3Piu 3 46 3 49Phillips.43
35224.53 0.055 e^3Pig 1 48 2 a^3Piu 3 47 2 49Phillips.129
35225.44 0.3 e^3Pig 1 49 1 a^3Piu 3 48 1 49Phillips.216
3523.1854 0.007 b^3Sigmag- 3 10 3 a^3Piu 4 11 3 15ChKaBeTa.1364
3523.2958 0.007863478 b^3Sigmag- 3 11 2 a^3Piu 4 11 3 15ChKaBeTa.1513
3523.5631 0.007 b^3Sigmag- 3 20 3 a^3Piu 4 20 3 15ChKaBeTa.1416
3524.5352 0.014607627 B^1Deltag 0 33 1 A^1Piu 0 32 1 16ChKaBeTa.212
35245.54 0.055 e^3Pig 1 39 3 a^3Piu 3 40 3 49Phillips.83
35246.98 0.092722971 e^3Pig 1 40 2 a^3Piu 3 41 2 49Phillips.169
35247.99 0.0676973 e^3Pig 1 41 1 a^3Piu 3 42 1 49Phillips.255
3525.1302 0.0015 B^1Deltag 0 12 1 A^1Piu 0 13 1 88DoNiBeb.119
3525.4443 0.06080800000000001 b^3Sigmag- 2 41 2 a^3Piu 3 41 2 15ChKaBeTa.1184
35259.68 0.055 e^3Pig 1 46 3 a^3Piu 3 45 3 49Phillips.42
3526.1365 0.008066259 b^3Sigmag- 3 12 1 a^3Piu 4 12 2 15ChKaBeTa.1495
3526.3142 0.016009833 b^3Sigmag- 3 11 2 a^3Piu 4 12 2 15ChKaBeTa.1350
3526.5009 0.0015 B^1Deltag 0 20 1 A^1Piu 0 20 1 88DoNiBeb.23
3526.6414 0.0842237 b^3Sigmag- 3 21 2 a^3Piu 4 21 2 15ChKaBeTa.1400
35260.14 0.055 e^3Pig 1 47 2 a^3Piu 3 46 2 49Phillips.128
35261.44 0.055 e^3Pig 1 48 1 a^3Piu 3 47 1 49Phillips.215
3527.338 0.012688500000000002 b^3Sigmag- 2 28 3 a^3Piu 3 29 3 15ChKaBeTa.1147
3528.5415 0.026316400000000004 b^3Sigmag- 3 22 1 a^3Piu 4 22 1 15ChKaBeTa.1386
3528.5928 0.0238469 b^3Sigmag- 2 29 2 a^3Piu 3 30 2 15ChKaBeTa.1129
3528.9746 0.02327919 b^3Sigmag- 3 5 2 a^3Piu 4 6 3 15ChKaBeTa.1476
35281.53 0.055 e^3Pig 1 38 3 a^3Piu 3 39 3 49Phillips.82
35282.05 0.055 e^3Pig 1 39 2 a^3Piu 3 40 2 49Phillips.168
35296.67 0.055 e^3Pig 1 45 3 a^3Piu 3 44 3 49Phillips.41
35298.09 0.055 e^3Pig 1 46 2 a^3Piu 3 45 2 49Phillips.127
35299.08 0.2655246 e^3Pig 1 47 1 a^3Piu 3 46 1 49Phillips.214
3530.3352 0.019679000000000002 b^3Sigmag- 2 30 1 a^3Piu 3 31 1 15ChKaBeTa.1112
3530.7615 0.007 b^3Sigmag- 3 12 1 a^3Piu 4 13 1 15ChKaBeTa.1337
3531.6762 0.010035835 B^1Deltag 0 32 1 A^1Piu 0 31 1 16ChKaBeTa.213
3531.9682 0.002501083 B^1Deltag 0 11 1 A^1Piu 0 12 1 88DoNiBeb.35
35317.55 0.055 e^3Pig 1 37 3 a^3Piu 3 38 3 49Phillips.81
35319.02 0.055 e^3Pig 1 38 2 a^3Piu 3 39 2 49Phillips.167
3532.6867 0.0015 B^1Deltag 0 19 1 A^1Piu 0 19 1 88DoNiBeb.105
3532.7405 0.007 b^3Sigmag- 3 18 3 a^3Piu 4 18 3 15ChKaBeTa.1415
3533.6013 0.010193142 b^3Sigmag- 3 8 3 a^3Piu 4 9 3 15ChKaBeTa.1363
3533.7282 0.007 b^3Sigmag- 3 9 2 a^3Piu 4 9 3 15ChKaBeTa.1512
35331.54 0.055 e^3Pig 1 44 3 a^3Piu 3 43 3 49Phillips.40
35332.06 0.055 e^3Pig 1 45 2 a^3Piu 3 44 2 49Phillips.126
35333.3 0.160378455 e^3Pig 1 46 1 a^3Piu 3 45 1 49Phillips.213
3534.7505 0.012043900000000001 b^3Sigmag- 3 6 1 a^3Piu 4 7 2 15ChKaBeTa.1466
3535.941 0.007 b^3Sigmag- 1 40 3 a^3Piu 2 41 3 15ChKaBeTa.890
35352 0.058656084 e^3Pig 1 36 3 a^3Piu 3 37 3 49Phillips.80
35352.59 0.055 e^3Pig 1 37 2 a^3Piu 3 38 2 49Phillips.166
3536.0351 0.04224277 b^3Sigmag- 3 19 2 a^3Piu 4 19 2 15ChKaBeTa.1399
3536.7414 0.007 b^3Sigmag- 1 41 2 a^3Piu 2 42 2 15ChKaBeTa.869
35366.89 0.17622000000000002 e^3Pig 1 43 3 a^3Piu 3 42 3 49Phillips.39
35368.29 0.055 e^3Pig 1 44 2 a^3Piu 3 43 2 49Phillips.125
35369.25 0.055 e^3Pig 1 45 1 a^3Piu 3 44 1 49Phillips.212
3537.0705 0.007 b^3Sigmag- 3 10 1 a^3Piu 4 10 2 15ChKaBeTa.1494
3537.2455 0.007 b^3Sigmag- 3 9 2 a^3Piu 4 10 2 15ChKaBeTa.1349
3537.8549 0.0122925 b^3Sigmag- 1 42 1 a^3Piu 2 43 1 15ChKaBeTa.847
3538.1057 0.0015 B^1Deltag 0 31 1 A^1Piu 0 30 1 88DoNiBeb.15
3538.2136 0.007 b^3Sigmag- 3 20 1 a^3Piu 4 20 1 15ChKaBeTa.1385
3538.4201 0.003 B^1Deltag 0 18 1 A^1Piu 0 18 1 16ChKaBeTa.214
3538.5636 0.0015 B^1Deltag 0 10 1 A^1Piu 0 11 1 88DoNiBeb.118
35386.2 0.070917967 e^3Pig 1 35 3 a^3Piu 3 36 3 49Phillips.79
35387.8 0.055 e^3Pig 1 36 2 a^3Piu 3 37 2 49Phillips.165
35399.73 0.055 e^3Pig 1 42 3 a^3Piu 3 41 3 49Phillips.38
3540.942 0.007026927 b^3Sigmag- 3 16 3 a^3Piu 4 16 3 15ChKaBeTa.1414
35400.61 0.11096030000000001 e^3Pig 1 43 2 a^3Piu 3 42 2 49Phillips.124
35402.03 0.055 e^3Pig 1 44 1 a^3Piu 3 43 1 49Phillips.211
3541.1087 0.007 b^3Sigmag- 3 17 2 a^3Piu 4 16 3 15ChKaBeTa.1538
3541.5595 0.007868913 b^3Sigmag- 3 4 1 a^3Piu 4 4 3 15ChKaBeTa.1500
3541.7442 0.007 b^3Sigmag- 3 3 2 a^3Piu 4 4 3 15ChKaBeTa.1475
35419.06 0.09658110000000002 e^3Pig 1 34 3 a^3Piu 3 35 3 49Phillips.78
3542.229 0.097440418 b^3Sigmag- 2 38 3 a^3Piu 3 38 3 15ChKaBeTa.1204
3542.4981 0.007 b^3Sigmag- 3 10 1 a^3Piu 4 11 1 15ChKaBeTa.1336
3542.8517 0.007 b^3Sigmag- 3 6 3 a^3Piu 4 7 3 15ChKaBeTa.1362
3542.9822 0.007 b^3Sigmag- 3 7 2 a^3Piu 4 7 3 15ChKaBeTa.1511
3542.9901 0.031277264 b^3Sigmag- 3 36 1 a^3Piu 4 35 1 15ChKaBeTa.1437
35420.38 0.7283441 e^3Pig 1 35 2 a^3Piu 3 36 2 49Phillips.164
3543.9812 0.0015 B^1Deltag 0 17 1 A^1Piu 0 17 1 88DoNiBeb.104
35434.14 0.0772761 e^3Pig 1 41 3 a^3Piu 3 40 3 49Phillips.37
35435.04 0.055 e^3Pig 1 42 2 a^3Piu 3 41 2 49Phillips.123
35436.08 0.055 e^3Pig 1 43 1 a^3Piu 3 42 1 49Phillips.210
3544.4926 0.0278553 b^3Sigmag- 3 17 2 a^3Piu 4 17 2 15ChKaBeTa.1398
3544.5889 0.003073972 B^1Deltag 0 30 1 A^1Piu 0 29 1 88DoNiBeb.94
3544.8056 0.0015 B^1Deltag 0 9 1 A^1Piu 0 10 1 88DoNiBeb.34
35451.6 0.0819137 e^3Pig 1 33 3 a^3Piu 3 34 3 49Phillips.77
35453.24 0.055 e^3Pig 1 34 2 a^3Piu 3 35 2 49Phillips.163
35454.73 0.055 e^3Pig 1 35 1 a^3Piu 3 36 1 49Phillips.249
3546.6186 0.007 b^3Sigmag- 2 26 3 a^3Piu 3 27 3 15ChKaBeTa.1146
35465.34 0.055 e^3Pig 1 40 3 a^3Piu 3 39 3 49Phillips.36
35465.8 0.177 e^3Pig 1 41 2 a^3Piu 3 40 2 49Phillips.122
35467.28 0.0946264 e^3Pig 1 42 1 a^3Piu 3 41 1 49Phillips.209
3547.0121 0.008323585 b^3Sigmag- 3 8 1 a^3Piu 4 8 2 15ChKaBeTa.1493
3547.0159 0.014831300000000002 b^3Sigmag- 3 18 1 a^3Piu 4 18 1 15ChKaBeTa.1384
3547.1827 0.007 b^3Sigmag- 3 7 2 a^3Piu 4 8 2 15ChKaBeTa.1348
3547.9841 0.08561081 b^3Sigmag- 2 27 2 a^3Piu 3 28 2 15ChKaBeTa.1128
3548.0474 0.007 b^3Sigmag- 3 14 3 a^3Piu 4 14 3 15ChKaBeTa.1412
3548.7626 0.0103125 b^3Sigmag- 3 4 1 a^3Piu 4 5 2 15ChKaBeTa.1465
35482.84 0.0831688 e^3Pig 1 32 3 a^3Piu 3 33 3 49Phillips.76
35483.54 0.0701228 e^3Pig 1 33 2 a^3Piu 3 34 2 49Phillips.162
35485.43 0.11819500000000001 e^3Pig 1 34 1 a^3Piu 3 35 1 49Phillips.248
3549.1185 0.003 B^1Deltag 0 16 1 A^1Piu 0 16 1 16ChKaBeTa.215
3549.5888 0.033353100000000004 b^3Sigmag- 2 28 1 a^3Piu 3 29 1 15ChKaBeTa.1111
35497 0.055 e^3Pig 1 39 3 a^3Piu 3 38 3 49Phillips.35
35498.41 0.055 e^3Pig 1 40 2 a^3Piu 3 39 2 49Phillips.121
35499.5 0.055 e^3Pig 1 41 1 a^3Piu 3 40 1 49Phillips.208
3550.4273 0.0015 B^1Deltag 0 29 1 A^1Piu 0 28 1 88DoNiBeb.14
3550.7748 0.0172469 b^3Sigmag- 3 4 3 a^3Piu 4 5 3 15ChKaBeTa.1361
3550.7806 0.005891033 B^1Deltag 0 8 1 A^1Piu 0 9 1 88DoNiBeb.117
3550.9079 0.010752733 b^3Sigmag- 3 5 2 a^3Piu 4 5 3 15ChKaBeTa.1510
3550.911 0.007 X^1Sigmag+ 6 14 1 a^3Piu 4 14 3 15ChKaBeTa.1413
35515.37 0.055 e^3Pig 1 32 2 a^3Piu 3 33 2 49Phillips.161
3552.0127 0.007851047 b^3Sigmag- 3 15 2 a^3Piu 4 15 2 15ChKaBeTa.1397
3552.9738 0.009095351 b^3Sigmag- 3 34 1 a^3Piu 4 33 1 15ChKaBeTa.1436
3552.974 0.0366707 b^3Sigmag- 3 2 1 a^3Piu 4 2 3 15ChKaBeTa.1499
35527.02 0.10682320000000001 e^3Pig 1 38 3 a^3Piu 3 37 3 49Phillips.34
35527.53 0.055 e^3Pig 1 39 2 a^3Piu 3 38 2 49Phillips.120
3553.5452 0.007 b^3Sigmag- 3 8 1 a^3Piu 4 9 1 15ChKaBeTa.1335
3554.0566 0.0023606 B^1Deltag 0 15 1 A^1Piu 0 15 1 88DoNiBeb.103
3554.4792 0.007 b^3Sigmag- 3 12 3 a^3Piu 4 12 3 15ChKaBeTa.1411
3554.9695 0.007 b^3Sigmag- 3 16 1 a^3Piu 4 16 1 15ChKaBeTa.1383
35543.27 0.185809541 e^3Pig 1 30 3 a^3Piu 3 31 3 49Phillips.74
3555.9062 0.009542887 b^3Sigmag- 3 6 1 a^3Piu 4 6 2 15ChKaBeTa.1492
35556.84 0.081090343 e^3Pig 1 37 3 a^3Piu 3 36 3 49Phillips.33
35558.4 0.055 e^3Pig 1 38 2 a^3Piu 3 37 2 49Phillips.119
3556.0829 0.007 b^3Sigmag- 3 5 2 a^3Piu 4 6 2 15ChKaBeTa.1347
3556.2726 0.0015 B^1Deltag 0 28 1 A^1Piu 0 27 1 88DoNiBeb.93
3556.4245 0.0015 B^1Deltag 0 7 1 A^1Piu 0 8 1 88DoNiBeb.33
3557.0369 0.05232040000000001 b^3Sigmag- 3 2 3 a^3Piu 4 3 3 15ChKaBeTa.1360
3557.185 0.054601800000000006 b^3Sigmag- 3 3 2 a^3Piu 4 3 3 15ChKaBeTa.1509
35574.11 0.298 e^3Pig 1 30 2 a^3Piu 3 31 2 49Phillips.159
3558.5097 0.014825973 b^3Sigmag- 3 12 3 a^3Piu 4 13 2 15ChKaBeTa.1488
3558.5883 0.007 b^3Sigmag- 3 13 2 a^3Piu 4 13 2 15ChKaBeTa.1396
3558.5931 0.003 B^1Deltag 0 14 1 A^1Piu 0 14 1 16ChKaBeTa.216
35585.28 0.094827594 e^3Pig 1 36 3 a^3Piu 3 35 3 49Phillips.32
35585.93 0.1261535 e^3Pig 1 37 2 a^3Piu 3 36 2 49Phillips.118
3559.5809 0.007 b^3Sigmag- 3 10 3 a^3Piu 4 10 3 15ChKaBeTa.1410
3559.6863 0.013434799 b^3Sigmag- 3 11 2 a^3Piu 4 10 3 15ChKaBeTa.1537
3559.7194 0.086458314 b^3Sigmag- 2 36 3 a^3Piu 3 36 3 15ChKaBeTa.1203
3560.7865 0.007 b^3Sigmag- 1 38 3 a^3Piu 2 39 3 15ChKaBeTa.889
3561.211 0.041063 b^3Sigmag- 3 1 2 a^3Piu 4 1 3 15ChKaBeTa.1508
3561.5179 0.0015 B^1Deltag 0 27 1 A^1Piu 0 26 1 88DoNiBeb.13
3561.6458 0.007 b^3Sigmag- 1 39 2 a^3Piu 2 40 2 15ChKaBeTa.868
3561.7937 0.004116034 B^1Deltag 0 6 1 A^1Piu 0 7 1 88DoNiBeb.116
35613.38 0.055 e^3Pig 1 35 3 a^3Piu 3 34 3 49Phillips.31
35614.97 0.055 e^3Pig 1 36 2 a^3Piu 3 35 2 49Phillips.117
3562.0338 0.017452733 b^3Sigmag- 3 32 1 a^3Piu 4 31 1 15ChKaBeTa.1435
3562.0936 0.007 b^3Sigmag- 3 14 1 a^3Piu 4 14 1 15ChKaBeTa.1382
3562.2679 0.027176600000000002 b^3Sigmag- 3 2 1 a^3Piu 4 3 2 15ChKaBeTa.1464
3562.2681 0.007 b^3Sigmag- 3 13 2 a^3Piu 4 14 1 15ChKaBeTa.1474
3562.9123 0.0015 B^1Deltag 0 13 1 A^1Piu 0 13 1 88DoNiBeb.102
35627.62 0.2337148 e^3Pig 1 27 3 a^3Piu 3 28 3 49Phillips.71
35629.55 0.074113042 e^3Pig 1 28 2 a^3Piu 3 29 2 49Phillips.157
3563.22 0.007 b^3Sigmag- 1 40 1 a^3Piu 2 41 1 15ChKaBeTa.846
3563.5754 0.007 b^3Sigmag- 3 8 3 a^3Piu 4 8 3 15ChKaBeTa.1409
3563.693 0.007 b^3Sigmag- 3 9 2 a^3Piu 4 8 3 15ChKaBeTa.1536
3563.7255 0.007425676 b^3Sigmag- 3 4 1 a^3Piu 4 4 2 15ChKaBeTa.1491
3563.9135 0.007965677 b^3Sigmag- 3 3 2 a^3Piu 4 4 2 15ChKaBeTa.1346
3564.0114 0.007 b^3Sigmag- 3 12 1 a^3Piu 4 11 2 15ChKaBeTa.1531
3564.0174 0.017327746 b^3Sigmag- 3 6 1 a^3Piu 4 7 1 15ChKaBeTa.1334
3564.0777 0.007 b^3Sigmag- 3 10 3 a^3Piu 4 11 2 15ChKaBeTa.1487
3564.1921 0.007 b^3Sigmag- 3 11 2 a^3Piu 4 11 2 15ChKaBeTa.1395
3564.9771 0.0223366 b^3Sigmag- 2 24 3 a^3Piu 3 25 3 15ChKaBeTa.1145
35640.19 0.229639554 e^3Pig 1 34 3 a^3Piu 3 33 3 49Phillips.30
35641.33 0.36254790000000003 e^3Pig 1 35 2 a^3Piu 3 34 2 49Phillips.116
35654.04 0.055 e^3Pig 1 26 3 a^3Piu 3 27 3 49Phillips.70
35655.08 0.1 e^3Pig 1 27 2 a^3Piu 3 28 2 49Phillips.156
35657.23 0.5 e^3Pig 1 28 1 a^3Piu 3 29 1 49Phillips.242
3566.3113 0.0311201 b^3Sigmag- 3 6 3 a^3Piu 4 6 3 15ChKaBeTa.1408
3566.4393 0.029051 b^3Sigmag- 3 7 2 a^3Piu 4 6 3 15ChKaBeTa.1535
3566.4558 0.0251889 b^3Sigmag- 2 25 2 a^3Piu 3 26 2 15ChKaBeTa.1127
3566.7184 0.005388356 B^1Deltag 0 26 1 A^1Piu 0 25 1 16ChKaBeTa.217
3566.8266 0.003 B^1Deltag 0 5 1 A^1Piu 0 6 1 16ChKaBeTa.218
3566.8497 0.0346104 b^3Sigmag- 3 2 3 a^3Piu 4 2 3 15ChKaBeTa.1406
3566.851 0.0015 B^1Deltag 0 12 1 A^1Piu 0 12 1 88DoNiBeb.22
3566.9966 0.030396300000000005 b^3Sigmag- 3 3 2 a^3Piu 4 2 3 15ChKaBeTa.1533
35666.53 0.055 e^3Pig 1 33 3 a^3Piu 3 32 3 49Phillips.29
35668.22 0.0739783 e^3Pig 1 34 2 a^3Piu 3 33 2 49Phillips.115
35669.81 0.08613 e^3Pig 1 35 1 a^3Piu 3 34 1 49Phillips.202
3567.5481 0.007 b^3Sigmag- 3 4 3 a^3Piu 4 4 3 15ChKaBeTa.1407
3567.6856 0.012255678 b^3Sigmag- 3 5 2 a^3Piu 4 4 3 15ChKaBeTa.1534
35679.62 0.055 e^3Pig 1 25 3 a^3Piu 3 26 3 49Phillips.69
3568.2413 0.0722535 b^3Sigmag- 3 29 2 a^3Piu 4 28 2 15ChKaBeTa.1450
3568.4273 0.008374906 b^3Sigmag- 3 12 1 a^3Piu 4 12 1 15ChKaBeTa.1381
3568.4995 0.0140558 b^3Sigmag- 2 26 1 a^3Piu 3 27 1 15ChKaBeTa.1110
3568.6044 0.007 b^3Sigmag- 3 11 2 a^3Piu 4 12 1 15ChKaBeTa.1473
3568.6361 0.0086031 b^3Sigmag- 3 10 1 a^3Piu 4 9 2 15ChKaBeTa.1530
3568.6834 0.010239695 b^3Sigmag- 3 8 3 a^3Piu 4 9 2 15ChKaBeTa.1486
3568.8113 0.007502219 b^3Sigmag- 3 9 2 a^3Piu 4 9 2 15ChKaBeTa.1394
35681.64 0.063229681 e^3Pig 1 26 2 a^3Piu 3 27 2 49Phillips.155
35683.4 0.080429981 e^3Pig 1 27 1 a^3Piu 3 28 1 49Phillips.241
3569.9558 0.048846600000000004 X^1Sigmag+ 6 2 1 a^3Piu 4 2 2 15ChKaBeTa.1489
35691.71 0.055 e^3Pig 1 32 3 a^3Piu 3 31 3 49Phillips.28
35692.52 0.055 e^3Pig 1 33 2 a^3Piu 3 32 2 49Phillips.114
35694.52 0.055 e^3Pig 1 34 1 a^3Piu 3 33 1 49Phillips.201
3570.1638 0.09966440000000001 b^3Sigmag- 3 30 1 a^3Piu 4 29 1 15ChKaBeTa.1434
3570.5471 0.003188954 B^1Deltag 0 11 1 A^1Piu 0 11 1 88DoNiBeb.101
3570.728 0.0296879 b^3Sigmag- 3 1 2 a^3Piu 4 2 2 15ChKaBeTa.1345
35704.44 0.15274304 e^3Pig 1 24 3 a^3Piu 3 25 3 49Phillips.68
35705.58 0.1 e^3Pig 1 25 2 a^3Piu 3 26 2 49Phillips.154
35707.89 0.239229011 e^3Pig 1 26 1 a^3Piu 3 27 1 49Phillips.240
3571.1089 0.0499114 b^3Sigmag- 3 2 1 a^3Piu 4 2 2 15ChKaBeTa.1490
3571.3738 0.0015 B^1Deltag 0 25 1 A^1Piu 0 24 1 88DoNiBeb.12
3571.5757 0.0015 B^1Deltag 0 4 1 A^1Piu 0 5 1 88DoNiBeb.115
35718.09 0.060661511 e^3Pig 1 32 2 a^3Piu 3 31 2 49Phillips.113
3572.2153 0.017108300000000003 b^3Sigmag- 3 8 1 a^3Piu 4 7 2 15ChKaBeTa.1529
3572.2588 0.0127776 b^3Sigmag- 3 6 3 a^3Piu 4 7 2 15ChKaBeTa.1485
3572.3947 0.011020900000000002 b^3Sigmag- 3 7 2 a^3Piu 4 7 2 15ChKaBeTa.1393
35728.24 0.055 e^3Pig 1 23 3 a^3Piu 3 24 3 49Phillips.67
3573.8854 0.0015 B^1Deltag 0 10 1 A^1Piu 0 10 1 88DoNiBeb.21
35730.38 0.104069695 e^3Pig 1 24 2 a^3Piu 3 25 2 49Phillips.153
35732.35 0.055 e^3Pig 1 25 1 a^3Piu 3 26 1 49Phillips.239
35739.86 0.339336273 e^3Pig 1 30 3 a^3Piu 3 29 3 49Phillips.26
3574.0314 0.007 b^3Sigmag- 3 10 1 a^3Piu 4 10 1 15ChKaBeTa.1380
3574.1333 0.0089936 b^3Sigmag- 3 4 1 a^3Piu 4 5 1 15ChKaBeTa.1333
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3574.721 0.007 b^3Sigmag- 3 6 1 a^3Piu 4 5 2 15ChKaBeTa.1528
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3830.7585 0.007 b^3Sigmag- 1 3 2 a^3Piu 2 4 3 15ChKaBeTa.1024
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3831.3185 0.0055 b^3Sigmag- 1 10 1 a^3Piu 2 11 1 85YaCuMeCa.199
3831.8849 0.007 b^3Sigmag- 1 6 3 a^3Piu 2 7 3 15ChKaBeTa.873
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3832.0401 0.0055 b^3Sigmag- 1 7 2 a^3Piu 2 7 3 85YaCuMeCa.217
3832.3594 0.007 b^3Sigmag- 1 35 2 a^3Piu 2 34 2 15ChKaBeTa.980
3832.7444 0.007 A^1Piu 4 26 1 X^1Sigmag+ 6 26 1 15ChKaBeTa.110
3832.7444 0.007 b^3Sigmag- 0 38 3 a^3Piu 1 38 3 15ChKaBeTa.617
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3833.6609 0.007 b^3Sigmag- 1 16 3 a^3Piu 2 17 2 15ChKaBeTa.1041
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3833.791 0.0055 b^3Sigmag- 1 17 2 a^3Piu 2 17 2 85YaCuMeCa.172
3833.968 0.007 b^3Sigmag- 1 36 1 a^3Piu 2 35 1 15ChKaBeTa.962
3834.778 0.0086735 b^3Sigmag- 0 39 2 a^3Piu 1 39 2 15ChKaBeTa.596
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38349.48 0.055 e^3Pig 2 28 1 a^3Piu 2 27 1 49Phillips.1004
3835.3472 0.007 b^3Sigmag- 0 40 1 a^3Piu 1 40 1 15ChKaBeTa.575
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45071.5 1.3040621000000001 1^1Deltau 2 14 1 A^1Piu 4 13 1 88GoCob.382
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45074.7 0.5045623 1^1Deltau 2 4 1 A^1Piu 4 4 1 88GoCob.527
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45076.6 0.7569078 1^1Deltau 2 3 1 A^1Piu 4 3 1 88GoCob.526
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45092 0.7636134 1^1Deltau 2 3 1 A^1Piu 4 1 1 88GoCob.175
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45099.9 0.7043091 1^1Deltau 2 5 1 A^1Piu 4 3 1 88GoCob.177
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45101 0.174666636 E^1Sigmag+ 1 6 1 A^1Piu 2 7 1 51Freymark.85
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45108 0.4355538 1^1Deltau 2 8 1 A^1Piu 4 6 1 88GoCob.180
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45110.8 0.108944332 E^1Sigmag+ 0 6 1 A^1Piu 1 5 1 51Freymark.1
45111.2 0.8029978000000001 1^1Deltau 2 10 1 A^1Piu 4 8 1 88GoCob.182
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45111.9 0.105070512 E^1Sigmag+ 0 12 1 A^1Piu 1 12 1 51Freymark.17
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45121.6 0.1 E^1Sigmag+ 0 14 1 A^1Piu 1 14 1 51Freymark.18
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45123.3 0.1 E^1Sigmag+ 0 26 1 A^1Piu 1 27 1 51Freymark.55
45123.3 0.137351102 E^1Sigmag+ 1 6 1 A^1Piu 2 6 1 51Freymark.75
45128.1 0.161118993 E^1Sigmag+ 1 8 1 A^1Piu 2 8 1 51Freymark.76
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46940.618 0.035 e^3Pig 8 6 3 a^3Piu 0 5 2 17WeKrNaBa.1289
46940.839 0.035 e^3Pig 8 5 1 a^3Piu 0 4 1 17WeKrNaBa.1288
46942.271 0.035 e^3Pig 8 2 2 a^3Piu 0 3 1 17WeKrNaBa.1287
46943.043 0.035 e^3Pig 8 3 3 a^3Piu 0 2 2 17WeKrNaBa.1286
46943.484 0.067807368 e^3Pig 8 4 3 a^3Piu 0 3 2 17WeKrNaBa.1285
46943.7 1.013254 1^1Deltau 1 28 1 A^1Piu 2 27 1 88GoCob.321
46945.468 0.035 e^3Pig 8 3 3 a^3Piu 0 4 1 17WeKrNaBa.1284
46947.893 0.03877 e^3Pig 8 3 2 a^3Piu 0 3 1 17WeKrNaBa.1283
46948.334 0.035 e^3Pig 8 7 2 a^3Piu 0 6 1 17WeKrNaBa.1282
46948.6 0.3 1^1Deltau 1 11 1 A^1Piu 2 13 1 88GoCob.991
46949.216 0.035 e^3Pig 8 2 3 a^3Piu 0 3 1 17WeKrNaBa.1281
46949.6 0.7187510000000001 1^1Deltau 1 15 1 A^1Piu 2 16 1 88GoCob.724
4695.5356 0.0149435 b^3Sigmag- 5 26 3 a^3Piu 5 26 3 15ChKaBeTa.2004
46950.674 0.0426151 e^3Pig 8 2 2 a^3Piu 0 2 1 17WeKrNaBa.1280
46951.596 0.076387254 e^3Pig 8 6 2 a^3Piu 0 5 1 17WeKrNaBa.1279
46952.745 0.119048485 e^3Pig 8 5 3 a^3Piu 0 5 1 17WeKrNaBa.1278
46954.068 0.035 e^3Pig 8 5 2 a^3Piu 0 4 1 17WeKrNaBa.1277
46954.7 0.5953442 1^1Deltau 1 27 1 A^1Piu 2 26 1 88GoCob.320
46955.171 0.035 e^3Pig 8 4 3 a^3Piu 0 4 1 17WeKrNaBa.1276
46955.502 0.035 e^3Pig 8 4 2 a^3Piu 0 3 1 17WeKrNaBa.1275
46956.274 0.035 e^3Pig 8 3 2 a^3Piu 0 2 1 17WeKrNaBa.1274
46956.825 0.068841207 e^3Pig 8 3 3 a^3Piu 0 3 1 17WeKrNaBa.1273
46957.4 0.1 E^1Sigmag+ 0 54 1 A^1Piu 0 55 1 51Freymark.194
46957.654 0.05616167 e^3Pig 8 2 3 a^3Piu 0 2 1 17WeKrNaBa.1272
46959.073 0.035 e^3Pig 8 9 3 a^3Piu 0 8 1 17WeKrNaBa.1271
46960.4 0.3 1^1Deltau 1 10 1 A^1Piu 2 12 1 88GoCob.990
46960.4 0.5392651 1^1Deltau 1 14 1 A^1Piu 2 15 1 88GoCob.723
46962.672 0.043754314 e^3Pig 8 8 3 a^3Piu 0 7 1 17WeKrNaBa.1270
46965 0.9271471 1^1Deltau 1 26 1 A^1Piu 2 25 1 88GoCob.319
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46966.476 0.035 e^3Pig 8 4 3 a^3Piu 0 3 1 17WeKrNaBa.1267
46966.476 0.1013639 e^3Pig 8 6 3 a^3Piu 0 5 1 17WeKrNaBa.1268
46966.6 0.170127834 E^1Sigmag+ 0 34 1 A^1Piu 0 33 1 51Freymark.127
46966.864 0.035 e^3Pig 8 5 3 a^3Piu 0 4 1 17WeKrNaBa.1266
4697.0772 0.0015 B^1Deltag 2 29 1 A^1Piu 1 28 1 88DoNiBeb.430
4697.2655 0.003 B^1Deltag 1 40 1 A^1Piu 0 40 1 16ChKaBeTa.301
46970.9 0.3 1^1Deltau 1 13 1 A^1Piu 2 14 1 88GoCob.722
46971.7 0.5039694 1^1Deltau 1 9 1 A^1Piu 2 11 1 88GoCob.989
46975.2 0.9536131000000001 1^1Deltau 1 25 1 A^1Piu 2 24 1 88GoCob.318
4698.1718 0.015928333 b^3Sigmag- 5 27 2 a^3Piu 5 27 2 15ChKaBeTa.1990
4698.393 0.012461099 b^3Sigmag- 5 16 3 a^3Piu 5 17 3 15ChKaBeTa.1956
46980.1 0.1 E^1Sigmag+ 0 44 1 A^1Piu 0 44 1 51Freymark.174
46980.7 0.3 1^1Deltau 1 12 1 A^1Piu 2 13 1 88GoCob.721
46982.9 0.36797750000000007 1^1Deltau 1 8 1 A^1Piu 2 10 1 88GoCob.988
46984.3 0.1 E^1Sigmag+ 0 56 1 A^1Piu 0 57 1 51Freymark.195
46985.1 0.3 1^1Deltau 1 24 1 A^1Piu 2 23 1 88GoCob.317
46989.6 0.3 1^1Deltau 1 11 1 A^1Piu 2 12 1 88GoCob.720
4699.2715 0.0015 B^1Deltag 2 10 1 A^1Piu 1 11 1 88DoNiBeb.452
4699.543 0.0192324 b^3Sigmag- 5 28 1 a^3Piu 5 28 1 15ChKaBeTa.1975
46993 0.3 1^1Deltau 1 7 1 A^1Piu 2 9 1 88GoCob.987
46998.6 0.41033850000000005 1^1Deltau 1 10 1 A^1Piu 2 11 1 88GoCob.719
4700.6149 0.007 b^3Sigmag- 5 17 2 a^3Piu 5 18 2 15ChKaBeTa.1942
47003 0.37473150000000005 1^1Deltau 1 6 1 A^1Piu 2 8 1 88GoCob.986
47006.8 0.47039960000000003 1^1Deltau 1 9 1 A^1Piu 2 10 1 88GoCob.718
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47010.5 0.3 1^1Deltau 1 21 1 A^1Piu 2 20 1 88GoCob.316
47012.3 0.3 1^1Deltau 1 5 1 A^1Piu 2 7 1 88GoCob.985
47014.3 0.3 1^1Deltau 1 8 1 A^1Piu 2 9 1 88GoCob.717
47021.3 0.3 1^1Deltau 1 4 1 A^1Piu 2 6 1 88GoCob.984
47021.3 0.3 1^1Deltau 1 7 1 A^1Piu 2 8 1 88GoCob.716
47024 0.211642687 E^1Sigmag+ 1 40 1 A^1Piu 1 39 1 51Freymark.224
47024.5 0.1 E^1Sigmag+ 0 38 1 A^1Piu 0 37 1 51Freymark.161
47024.7 0.3 1^1Deltau 1 19 1 A^1Piu 2 18 1 88GoCob.315
47027.9 0.3 1^1Deltau 1 6 1 A^1Piu 2 7 1 88GoCob.715
47029.1 0.3 1^1Deltau 1 3 1 A^1Piu 2 5 1 88GoCob.983
4703.6309 0.007 b^3Sigmag- 5 18 1 a^3Piu 5 19 1 15ChKaBeTa.1929
4703.9253 0.0015 B^1Deltag 2 28 1 A^1Piu 1 27 1 88DoNiBeb.285
47031.2 0.3 1^1Deltau 1 18 1 A^1Piu 2 17 1 88GoCob.314
47032.9 0.3 1^1Deltau 1 10 1 A^1Piu 2 10 1 88GoCob.482
47034.3 0.3 1^1Deltau 1 5 1 A^1Piu 2 6 1 88GoCob.714
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47037.1 0.3 1^1Deltau 1 2 1 A^1Piu 2 4 1 88GoCob.982
47037.9 0.3 1^1Deltau 1 9 1 A^1Piu 2 9 1 88GoCob.481
47039.7 0.3 1^1Deltau 1 4 1 A^1Piu 2 5 1 88GoCob.713
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47042.6 0.3 1^1Deltau 1 16 1 A^1Piu 2 15 1 88GoCob.312
47042.6 0.3 1^1Deltau 1 8 1 A^1Piu 2 8 1 88GoCob.480
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47049.8 0.405658 1^1Deltau 1 6 1 A^1Piu 2 6 1 88GoCob.479
4705.8127 0.0015 B^1Deltag 2 9 1 A^1Piu 1 10 1 88DoNiBeb.475
47051.5 0.364548227 E^1Sigmag+ 1 42 1 A^1Piu 1 41 1 51Freymark.225
47051.8 0.3 1^1Deltau 1 14 1 A^1Piu 2 13 1 88GoCob.310
47052.8 0.4027529 1^1Deltau 1 5 1 A^1Piu 2 5 1 88GoCob.478
47055.2 0.1 E^1Sigmag+ 0 40 1 A^1Piu 0 39 1 51Freymark.162
47055.4 0.3 1^1Deltau 1 4 1 A^1Piu 2 4 1 88GoCob.477
47055.6 0.3 1^1Deltau 1 13 1 A^1Piu 2 12 1 88GoCob.309
47057.4 0.3 1^1Deltau 1 3 1 A^1Piu 2 3 1 88GoCob.476
47059 0.3 1^1Deltau 1 2 1 A^1Piu 2 2 1 88GoCob.475
47059 0.4221338 1^1Deltau 1 12 1 A^1Piu 2 11 1 88GoCob.308
4706.7475 0.001642809 B^1Deltag 2 16 1 A^1Piu 1 16 1 88DoNiBeb.439
47061.8 0.3801204 1^1Deltau 1 11 1 A^1Piu 2 10 1 88GoCob.307
47064.2 0.3 1^1Deltau 1 10 1 A^1Piu 2 9 1 88GoCob.306
47066.2 0.3 1^1Deltau 1 9 1 A^1Piu 2 8 1 88GoCob.305
47066.7 0.137558495 E^1Sigmag+ 0 50 1 A^1Piu 0 50 1 51Freymark.177
47073 0.3 1^1Deltau 1 3 1 A^1Piu 2 1 1 88GoCob.112
47073 0.4594194000000001 1^1Deltau 1 21 1 A^1Piu 2 19 1 88GoCob.129
47077.2 0.3929552 1^1Deltau 1 20 1 A^1Piu 2 18 1 88GoCob.128
47077.2 0.5985639 1^1Deltau 1 4 1 A^1Piu 2 2 1 88GoCob.113
47081.2 0.3 1^1Deltau 1 19 1 A^1Piu 2 17 1 88GoCob.127
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47084.4 0.3 1^1Deltau 1 6 1 A^1Piu 2 4 1 88GoCob.115
47087.2 0.3 1^1Deltau 1 17 1 A^1Piu 2 15 1 88GoCob.125
47087.2 0.43085680000000004 1^1Deltau 1 7 1 A^1Piu 2 5 1 88GoCob.116
47089.4 0.3 1^1Deltau 1 16 1 A^1Piu 2 14 1 88GoCob.124
47089.4 0.5008157000000001 1^1Deltau 1 8 1 A^1Piu 2 6 1 88GoCob.117
4709.2224 0.007 b^3Sigmag- 5 24 3 a^3Piu 5 24 3 15ChKaBeTa.2003
47091.2 0.3 1^1Deltau 1 15 1 A^1Piu 2 13 1 88GoCob.123
47091.2 0.3 1^1Deltau 1 9 1 A^1Piu 2 7 1 88GoCob.118
47092.4 0.3658369 1^1Deltau 1 10 1 A^1Piu 2 8 1 88GoCob.119
47092.4 0.3719507000000001 1^1Deltau 1 14 1 A^1Piu 2 12 1 88GoCob.122
47093.2 0.3692326000000001 1^1Deltau 1 11 1 A^1Piu 2 9 1 88GoCob.120
47093.2 0.43535140000000006 1^1Deltau 1 13 1 A^1Piu 2 11 1 88GoCob.121
47097.8 0.18113472 E^1Sigmag+ 0 52 1 A^1Piu 0 52 1 51Freymark.178
4710.143 0.00557563 B^1Deltag 2 27 1 A^1Piu 1 26 1 88DoNiBeb.429
4711.092 0.003 B^1Deltag 1 39 1 A^1Piu 0 39 1 16ChKaBeTa.303
4711.9974 0.007 b^3Sigmag- 5 25 2 a^3Piu 5 25 2 15ChKaBeTa.1989
47119.8 0.1 E^1Sigmag+ 0 44 1 A^1Piu 0 43 1 51Freymark.163
4712.0565 0.0015 B^1Deltag 2 8 1 A^1Piu 1 9 1 88DoNiBeb.451
4712.2188 0.0015 B^1Deltag 2 15 1 A^1Piu 1 15 1 88DoNiBeb.289
4712.8977 0.007 b^3Sigmag- 5 14 3 a^3Piu 5 15 3 15ChKaBeTa.1955
47129.5 0.1 E^1Sigmag+ 0 54 1 A^1Piu 0 54 1 51Freymark.179
4713.5328 0.0127358 b^3Sigmag- 5 26 1 a^3Piu 5 26 1 15ChKaBeTa.1974
47148.1 0.5123228000000001 1^1Deltau 0 27 1 A^1Piu 1 29 1 88GoCob.872
4715.3816 0.01433153 b^3Sigmag- 5 15 2 a^3Piu 5 16 2 15ChKaBeTa.1941
47153.8 0.1 E^1Sigmag+ 0 46 1 A^1Piu 0 45 1 51Freymark.164
4716.2831 0.0015 B^1Deltag 2 26 1 A^1Piu 1 25 1 88DoNiBeb.284
47162.3 0.1 E^1Sigmag+ 0 56 1 A^1Piu 0 56 1 51Freymark.180
47167 0.7123292000000001 1^1Deltau 0 26 1 A^1Piu 1 28 1 88GoCob.871
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4717.9291 0.0015 B^1Deltag 2 7 1 A^1Piu 1 8 1 88DoNiBeb.474
4718.7541 0.007090429 B^1Deltag 1 30 1 A^1Piu 0 31 1 16ChKaBeTa.304
4718.7588 0.020822116 b^3Sigmag- 5 16 1 a^3Piu 5 17 1 15ChKaBeTa.1928
47187.2 0.5477153 1^1Deltau 0 25 1 A^1Piu 1 27 1 88GoCob.870
47187.2 0.5544088 1^1Deltau 0 30 1 A^1Piu 1 31 1 88GoCob.582
47188.7 0.1 E^1Sigmag+ 0 48 1 A^1Piu 0 47 1 51Freymark.165
47196.2 0.1 E^1Sigmag+ 0 58 1 A^1Piu 0 58 1 51Freymark.181
47204.3 0.9960038000000001 1^1Deltau 0 24 1 A^1Piu 1 26 1 88GoCob.869
47204.3 2.1609071 1^1Deltau 0 29 1 A^1Piu 1 30 1 88GoCob.581
4721.843 0.007 b^3Sigmag- 5 22 3 a^3Piu 5 22 3 15ChKaBeTa.2002
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4722.0429 0.0015 B^1Deltag 2 13 1 A^1Piu 1 13 1 88DoNiBeb.288
47222.6 0.8364356000000001 1^1Deltau 0 28 1 A^1Piu 1 29 1 88GoCob.580
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47230.9 0.1 E^1Sigmag+ 0 60 1 A^1Piu 0 60 1 51Freymark.182
47239.3 0.8944815000000002 1^1Deltau 0 27 1 A^1Piu 1 28 1 88GoCob.579
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4726.2783 0.019306361 b^3Sigmag- 5 12 3 a^3Piu 5 13 3 15ChKaBeTa.1954
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4726.5114 0.025973200000000002 b^3Sigmag- 5 24 1 a^3Piu 5 24 1 15ChKaBeTa.1973
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47271.3 1.0921031 1^1Deltau 0 25 1 A^1Piu 1 26 1 88GoCob.577
47273.7 0.7088565 1^1Deltau 0 20 1 A^1Piu 1 22 1 88GoCob.865
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47287.1 0.5188128000000001 1^1Deltau 0 24 1 A^1Piu 1 25 1 88GoCob.576
4729.0876 0.007 b^3Sigmag- 5 13 2 a^3Piu 5 14 2 15ChKaBeTa.1940
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47316.1 0.978263 1^1Deltau 0 22 1 A^1Piu 1 23 1 88GoCob.574
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47320.3 1.1581306 1^1Deltau 0 17 1 A^1Piu 1 19 1 88GoCob.862
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47401 0.694914 1^1Deltau 0 11 1 A^1Piu 1 13 1 88GoCob.856
47403.3 0.7609943000000001 1^1Deltau 0 15 1 A^1Piu 1 16 1 88GoCob.567
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47423.5 1.2687279 1^1Deltau 0 9 1 A^1Piu 1 11 1 88GoCob.854
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4743.8705 0.0221364 b^3Sigmag- 5 18 3 a^3Piu 5 18 3 15ChKaBeTa.2000
47433.1 1.0631676 1^1Deltau 0 12 1 A^1Piu 1 13 1 88GoCob.564
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47454 1.6568662000000003 1^1Deltau 0 6 1 A^1Piu 1 8 1 88GoCob.851
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47473.1 0.5904239000000001 1^1Deltau 0 4 1 A^1Piu 1 6 1 88GoCob.849
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47473.1 1.2808620000000002 1^1Deltau 0 7 1 A^1Piu 1 8 1 88GoCob.559
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47480 0.9995458 1^1Deltau 0 6 1 A^1Piu 1 7 1 88GoCob.558
47480 1.0574663 1^1Deltau 0 19 1 A^1Piu 1 18 1 88GoCob.211
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4772.8931 0.0095568 b^3Sigmag- 5 5 2 a^3Piu 5 6 2 15ChKaBeTa.1936
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4781.5158 0.0321035 b^3Sigmag- 5 28 1 a^3Piu 5 27 1 15ChKaBeTa.2018
4781.7982 0.014700795 B^1Deltag 1 25 1 A^1Piu 0 26 1 88DoNiBeb.203
4782.4519 0.04268110000000001 b^3Sigmag- 5 6 3 a^3Piu 5 6 3 15ChKaBeTa.1994
4783.4953 0.014853855 b^3Sigmag- 5 12 1 a^3Piu 5 12 1 15ChKaBeTa.1967
4784.0951 0.007 b^3Sigmag- 5 4 3 a^3Piu 5 4 3 15ChKaBeTa.1993
4784.4607 0.007 b^3Sigmag- 5 9 2 a^3Piu 5 9 2 15ChKaBeTa.1981
47847.1 0.1 E^1Sigmag+ 4 24 1 A^1Piu 3 25 1 51Freymark.345
47849.4 0.1 E^1Sigmag+ 4 22 1 A^1Piu 3 23 1 51Freymark.344
4785.1741 0.0015 B^1Deltag 1 33 1 A^1Piu 0 33 1 88DoNiBeb.69
4785.6627 0.030413651 b^3Sigmag- 5 24 3 a^3Piu 5 23 3 15ChKaBeTa.2044
47851.7 0.1 E^1Sigmag+ 4 20 1 A^1Piu 3 21 1 51Freymark.343
47864.4 0.1 E^1Sigmag+ 4 12 1 A^1Piu 3 13 1 51Freymark.341
47868.4 0.1 E^1Sigmag+ 4 10 1 A^1Piu 3 11 1 51Freymark.340
4787.3309 0.013267441 b^3Sigmag- 5 25 2 a^3Piu 5 24 2 15ChKaBeTa.2031
47877.4 0.1 E^1Sigmag+ 4 6 1 A^1Piu 3 7 1 51Freymark.330
4788.5763 0.006 b^3Sigmag- 5 7 2 a^3Piu 5 7 2 15ChKaBeTa.1980
47882.6 0.1 E^1Sigmag+ 4 4 1 A^1Piu 3 5 1 51Freymark.329
47889 0.1 E^1Sigmag+ 4 2 1 A^1Piu 3 3 1 51Freymark.328
4789.5865 0.01099025 b^3Sigmag- 5 26 1 a^3Piu 5 25 1 15ChKaBeTa.2017
4789.7551 0.0103444 b^3Sigmag- 5 10 1 a^3Piu 5 10 1 15ChKaBeTa.1966
4790.4844 0.003 Bp^1Sigmag+ 4 26 1 A^1Piu 5 27 1 16ChKaBeTa_new.61
47902.7 0.1 E^1Sigmag+ 4 10 1 A^1Piu 3 10 1 51Freymark.332
47904.9 0.1 E^1Sigmag+ 4 12 1 A^1Piu 3 12 1 51Freymark.333
4791.2172 0.028398700000000002 b^3Sigmag- 5 4 1 a^3Piu 5 5 1 15ChKaBeTa.1922
4791.4964 0.007 b^3Sigmag- 5 5 2 a^3Piu 5 5 2 15ChKaBeTa.1979
47916.9 0.1 E^1Sigmag+ 4 20 1 A^1Piu 3 20 1 51Freymark.335
4792.2258 0.2750649 b^3Sigmag- 5 2 3 a^3Piu 5 1 3 15ChKaBeTa.2034
4792.3218 0.007 b^3Sigmag- 5 22 3 a^3Piu 5 21 3 15ChKaBeTa.2043
47920.6 0.1 E^1Sigmag+ 4 22 1 A^1Piu 3 22 1 51Freymark.336
47924.5 0.1 E^1Sigmag+ 4 24 1 A^1Piu 3 24 1 51Freymark.337
4793.181 0.012648900000000001 b^3Sigmag- 5 3 2 a^3Piu 5 3 2 15ChKaBeTa.1978
4793.5523 0.0015 B^1Deltag 1 24 1 A^1Piu 0 25 1 88DoNiBeb.81
4793.8199 0.007 b^3Sigmag- 5 1 2 a^3Piu 5 1 2 15ChKaBeTa.1977
47939.8971 0.065 4^3Pig 1 2 1 a^3Piu 3 3 3 15KrBaTrNa.55
4794.152 0.0196768 b^3Sigmag- 5 23 2 a^3Piu 5 22 2 15ChKaBeTa.2030
47947.45 0.065 4^3Pig 1 1 1 a^3Piu 3 2 3 15KrBaTrNa.57
47948.1 0.1 E^1Sigmag+ 4 34 1 A^1Piu 3 34 1 51Freymark.349
4795.2546 0.007 b^3Sigmag- 5 8 1 a^3Piu 5 8 1 15ChKaBeTa.1965
47953.4 0.1 E^1Sigmag+ 4 36 1 A^1Piu 3 36 1 51Freymark.350
47958.8 0.1 E^1Sigmag+ 4 38 1 A^1Piu 3 38 1 51Freymark.351
4796.1428 0.0015 B^1Deltag 1 32 1 A^1Piu 0 32 1 88DoNiBeb.190
4796.5953 0.007 b^3Sigmag- 5 24 1 a^3Piu 5 23 1 15ChKaBeTa.2016
47964.2 0.1 E^1Sigmag+ 4 40 1 A^1Piu 3 40 1 51Freymark.352
47969.4 0.1 E^1Sigmag+ 4 42 1 A^1Piu 3 42 1 51Freymark.353
4797.8748 0.007 b^3Sigmag- 5 20 3 a^3Piu 5 19 3 15ChKaBeTa.2042
47973.19 0.2850716 4^3Pig 1 3 1 a^3Piu 3 2 2 17KrWeBa.145
47974.1129 0.065 4^3Pig 1 2 1 a^3Piu 3 1 2 15KrBaTrNa.44
47974.7 0.1 E^1Sigmag+ 4 44 1 A^1Piu 3 44 1 51Freymark.354
47975.96 0.4210547 4^3Pig 1 3 1 a^3Piu 3 4 1 17KrWeBa.144
47979.88 0.105 4^3Pig 1 4 2 a^3Piu 3 5 1 17KrWeBa.143
47980.1 0.1 E^1Sigmag+ 4 46 1 A^1Piu 3 46 1 51Freymark.355
47981.97 0.105 4^3Pig 1 2 2 a^3Piu 3 1 2 17KrWeBa.142
47987.51 0.1461548 4^3Pig 1 7 1 a^3Piu 3 6 1 17KrWeBa.141
47989.7 0.105 4^3Pig 1 6 1 a^3Piu 3 5 1 17KrWeBa.140
4799.3784 0.0094171 b^3Sigmag- 5 4 3 a^3Piu 5 3 3 15ChKaBeTa.2035
4799.8838 0.020310318 b^3Sigmag- 5 21 2 a^3Piu 5 20 2 15ChKaBeTa.2029
47991.22 0.105 4^3Pig 1 3 3 a^3Piu 3 2 2 17KrWeBa.139
47993.43 0.105 4^3Pig 1 4 3 a^3Piu 3 3 2 17KrWeBa.138
47993.43 0.3417744 4^3Pig 1 4 1 a^3Piu 3 3 1 17KrWeBa.137
47994.86 0.2713062 4^3Pig 1 5 3 a^3Piu 3 4 2 17KrWeBa.136
47997.75 0.105 4^3Pig 1 2 2 a^3Piu 3 2 1 17KrWeBa.135
4800.1613 0.007809293 b^3Sigmag- 5 6 1 a^3Piu 5 6 1 15ChKaBeTa.1964
48004.61 0.105 4^3Pig 1 4 2 a^3Piu 3 3 1 17KrWeBa.134
48005.21 0.3045031 4^3Pig 1 5 2 a^3Piu 3 4 1 17KrWeBa.133
4801.4218 0.01118828 b^3Sigmag- 5 2 1 a^3Piu 5 3 1 15ChKaBeTa.1921
48012.9 0.3273226 4^3Pig 1 3 3 a^3Piu 3 2 1 17KrWeBa.132
48016.09 0.105 4^3Pig 1 4 3 a^3Piu 3 3 1 17KrWeBa.131
48018.96 0.23156210000000002 4^3Pig 1 5 3 a^3Piu 3 4 1 17KrWeBa.130
4802.3277 0.018327488 b^3Sigmag- 5 18 3 a^3Piu 5 17 3 15ChKaBeTa.2041
4802.5936 0.00226 b^3Sigmag- 5 22 1 a^3Piu 5 21 1 15ChKaBeTa.2015
48021.01 0.105 4^3Pig 1 6 3 a^3Piu 3 5 1 17KrWeBa.129
48022.82 0.273702 4^3Pig 1 7 3 a^3Piu 3 6 1 17KrWeBa.128
48033.3 0.1 E^1Sigmag+ 3 20 1 A^1Piu 2 21 1 51Freymark.323
48033.3 0.1 E^1Sigmag+ 3 22 1 A^1Piu 2 23 1 51Freymark.324
4804.5459 0.007 b^3Sigmag- 5 19 2 a^3Piu 5 18 2 15ChKaBeTa.2028
4804.7363 0.007 b^3Sigmag- 5 4 1 a^3Piu 5 4 1 15ChKaBeTa.1963
4804.744 0.00435609 B^1Deltag 1 23 1 A^1Piu 0 24 1 88DoNiBeb.202
48042.9 0.1 E^1Sigmag+ 3 34 1 A^1Piu 2 35 1 51Freymark.326
48046 0.1 E^1Sigmag+ 3 36 1 A^1Piu 2 37 1 51Freymark.327
4805.1938 0.003 Bp^1Sigmag+ 4 24 1 A^1Piu 5 25 1 16ChKaBeTa_new.60
4805.6536 0.007 b^3Sigmag- 5 16 3 a^3Piu 5 15 3 15ChKaBeTa.2040
4806.3014 0.009842324 b^3Sigmag- 5 5 2 a^3Piu 5 4 2 15ChKaBeTa.2021
4807.1237 0.026 b^3Sigmag- 5 8 3 a^3Piu 5 7 3 15ChKaBeTa.2036
4807.1746 0.0015 B^1Deltag 1 31 1 A^1Piu 0 31 1 88DoNiBeb.68
4807.5521 0.0106403 b^3Sigmag- 5 20 1 a^3Piu 5 19 1 15ChKaBeTa.2014
4807.8449 0.013237073 b^3Sigmag- 5 14 3 a^3Piu 5 13 3 15ChKaBeTa.2039
48072.1 0.1 E^1Sigmag+ 3 6 1 A^1Piu 2 6 1 51Freymark.309
48074.3 0.1 E^1Sigmag+ 3 8 1 A^1Piu 2 8 1 51Freymark.310
48077.1 0.1 E^1Sigmag+ 3 10 1 A^1Piu 2 10 1 51Freymark.311
4808.1414 0.007 b^3Sigmag- 5 17 2 a^3Piu 5 16 2 15ChKaBeTa.2027
4808.6587 0.007 b^3Sigmag- 5 10 3 a^3Piu 5 9 3 15ChKaBeTa.2037
4808.862 0.007 b^3Sigmag- 5 12 3 a^3Piu 5 11 3 15ChKaBeTa.2038
48080.5 0.1 E^1Sigmag+ 3 12 1 A^1Piu 2 12 1 51Freymark.312
48084.4 0.1 E^1Sigmag+ 3 14 1 A^1Piu 2 14 1 51Freymark.313
48088.8 0.1 E^1Sigmag+ 3 16 1 A^1Piu 2 16 1 51Freymark.314
4809.5281 0.035948 b^3Sigmag- 5 7 2 a^3Piu 5 6 2 15ChKaBeTa.2022
48093.8 0.1 E^1Sigmag+ 3 18 1 A^1Piu 2 18 1 51Freymark.315
48099.2 0.1 E^1Sigmag+ 3 20 1 A^1Piu 2 20 1 51Freymark.316
4810.6417 0.008472072 b^3Sigmag- 5 15 2 a^3Piu 5 14 2 15ChKaBeTa.2026
48105.3 0.1 E^1Sigmag+ 3 22 1 A^1Piu 2 22 1 51Freymark.317
4811.5192 0.008476334 b^3Sigmag- 5 18 1 a^3Piu 5 17 1 15ChKaBeTa.2013
4811.5192 0.013135100000000002 b^3Sigmag- 5 9 2 a^3Piu 5 8 2 15ChKaBeTa.2023
48111.9 0.1 E^1Sigmag+ 3 24 1 A^1Piu 2 24 1 51Freymark.318
48118.9 0.1 E^1Sigmag+ 3 26 1 A^1Piu 2 26 1 51Freymark.319
4812.0566 0.007 b^3Sigmag- 5 13 2 a^3Piu 5 12 2 15ChKaBeTa.2025
4812.3534 0.016590200000000003 b^3Sigmag- 5 11 2 a^3Piu 5 10 2 15ChKaBeTa.2024
4814.4995 0.007 b^3Sigmag- 5 16 1 a^3Piu 5 15 1 15ChKaBeTa.2012
4815.8216 0.003289803 B^1Deltag 1 22 1 A^1Piu 0 23 1 88DoNiBeb.80
48151.8 0.1 E^1Sigmag+ 3 34 1 A^1Piu 2 34 1 51Freymark.321
4816.5108 0.007 b^3Sigmag- 5 14 1 a^3Piu 5 13 1 15ChKaBeTa.2011
4816.5712 0.013417800000000002 b^3Sigmag- 5 6 1 a^3Piu 5 5 1 15ChKaBeTa.2007
48161 0.1 E^1Sigmag+ 3 36 1 A^1Piu 2 36 1 51Freymark.322
48163.4 0.1 E^1Sigmag+ 2 16 1 A^1Piu 1 17 1 51Freymark.294
48167 0.1 E^1Sigmag+ 2 22 1 A^1Piu 1 23 1 51Freymark.303
48169.7 0.1 E^1Sigmag+ 2 24 1 A^1Piu 1 25 1 51Freymark.304
4817.4871 0.023276000000000005 b^3Sigmag- 5 8 1 a^3Piu 5 7 1 15ChKaBeTa.2008
4817.4888 0.00174267 B^1Deltag 1 30 1 A^1Piu 0 30 1 88DoNiBeb.189
4817.628 0.007 b^3Sigmag- 5 12 1 a^3Piu 5 11 1 15ChKaBeTa.2010
4817.9022 0.007 b^3Sigmag- 5 10 1 a^3Piu 5 9 1 15ChKaBeTa.2009
48173.1 0.1 E^1Sigmag+ 2 26 1 A^1Piu 1 27 1 51Freymark.305
48177.1 0.1 E^1Sigmag+ 2 28 1 A^1Piu 1 29 1 51Freymark.306
48181.9 0.1 E^1Sigmag+ 2 30 1 A^1Piu 1 31 1 51Freymark.307
48187.2 0.1 E^1Sigmag+ 2 32 1 A^1Piu 1 33 1 51Freymark.308
4819.2405 0.0074118000000000005 Bp^1Sigmag+ 4 22 1 A^1Piu 5 23 1 16ChKaBeTa_new.59
48192.7 0.1 E^1Sigmag+ 2 4 1 A^1Piu 1 4 1 51Freymark.287
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48194.8 0.1 E^1Sigmag+ 2 6 1 A^1Piu 1 6 1 51Freymark.288
48197.7 0.1 E^1Sigmag+ 2 8 1 A^1Piu 1 8 1 51Freymark.289
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48205.9 0.1 E^1Sigmag+ 2 12 1 A^1Piu 1 12 1 51Freymark.291
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48224 0.1 E^1Sigmag+ 2 18 1 A^1Piu 1 18 1 51Freymark.295
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4824.5494 0.003 B^1Deltag 1 40 1 A^1Piu 0 39 1 16ChKaBeTa.307
48241.1 0.1 E^1Sigmag+ 1 18 1 A^1Piu 0 19 1 51Freymark.256
48244 0.169510304 E^1Sigmag+ 1 20 1 A^1Piu 0 21 1 51Freymark.257
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48254.46 0.1746184 4^3Pig 0 3 1 a^3Piu 2 4 2 15KrBaTrNa.41
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4826.3531 0.0015 B^1Deltag 1 21 1 A^1Piu 0 22 1 88DoNiBeb.201
48264.87 0.065 4^3Pig 0 5 1 a^3Piu 2 6 1 15KrBaTrNa.34
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48267.63 0.065 4^3Pig 0 1 1 a^3Piu 2 2 2 15KrBaTrNa.40
48267.63 0.1249996 4^3Pig 0 6 1 a^3Piu 2 5 2 15KrBaTrNa.39
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4827.8253 0.0025 B^1Deltag 1 29 1 A^1Piu 0 29 1 88DoNiBeb.67
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48274 0.1534896 4^3Pig 0 4 1 a^3Piu 2 3 2 17KrWeBa.87
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48286 0.1 E^1Sigmag+ 1 14 1 A^1Piu 0 14 1 51Freymark.242
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48291 0.1 E^1Sigmag+ 2 32 1 A^1Piu 1 32 1 51Freymark.302
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48300.49 0.065 4^3Pig 0 2 3 a^3Piu 2 3 1 15KrBaTrNa.9
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48302 0.1 E^1Sigmag+ 1 18 1 A^1Piu 0 18 1 51Freymark.244
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48308.7224 0.065 4^3Pig 0 2 3 a^3Piu 2 2 1 15KrBaTrNa.11
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48320.77 0.4344285 4^3Pig 0 4 3 a^3Piu 2 3 1 17KrWeBa.75
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48325.1036 0.068488521 4^3Pig 0 6 3 a^3Piu 2 5 1 15KrBaTrNa.4
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49556.09 0.105 4^3Pig 1 3 2 a^3Piu 2 4 1 17KrWeBa.160
49557.97 0.3267979 4^3Pig 1 7 1 a^3Piu 2 6 1 17KrWeBa.159
49558.84 0.3446289 4^3Pig 1 5 3 a^3Piu 2 6 1 17KrWeBa.158
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4956.801 0.003 Bp^1Sigmag+ 4 14 1 A^1Piu 5 13 1 16ChKaBeTa_new.42
4956.9541 0.003 Bp^1Sigmag+ 4 20 1 A^1Piu 5 19 1 16ChKaBeTa_new.45
49560.56 0.3337136 4^3Pig 1 6 1 a^3Piu 2 5 1 17KrWeBa.157
49562.04 0.2983123 4^3Pig 1 5 2 a^3Piu 2 5 1 17KrWeBa.155
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49565.9 0.9907194 1^1Deltau 2 11 1 A^1Piu 1 13 1 88GoCob.1060
49567.03 0.1456345 4^3Pig 1 3 2 a^3Piu 2 3 1 17KrWeBa.152
4957.5493 0.003 Bp^1Sigmag+ 4 16 1 A^1Piu 5 15 1 16ChKaBeTa_new.43
4957.6022 0.003 Bp^1Sigmag+ 4 18 1 A^1Piu 5 17 1 16ChKaBeTa_new.44
49574.5 1.2141888 1^1Deltau 2 14 1 A^1Piu 1 15 1 88GoCob.812
49578.5 1.6711673 1^1Deltau 2 10 1 A^1Piu 1 12 1 88GoCob.1059
49582.7 0.7743736000000001 1^1Deltau 2 24 1 A^1Piu 1 23 1 88GoCob.376
49585.8 1.4615007000000002 1^1Deltau 2 13 1 A^1Piu 1 14 1 88GoCob.811
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49589.84 0.2540373 4^3Pig 1 5 3 a^3Piu 2 4 1 17KrWeBa.148
4959.9392 0.015537500000000001 b^3Sigmag- 4 8 1 a^3Piu 4 8 1 15ChKaBeTa.1874
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4959.9906 0.005460601 B^1Deltag 1 9 1 A^1Piu 0 9 1 88DoNiBeb.57
49590.7 1.4841497000000001 1^1Deltau 2 9 1 A^1Piu 1 11 1 88GoCob.1058
49591.81 0.1401136 4^3Pig 1 6 3 a^3Piu 2 5 1 17KrWeBa.147
49593.27 0.2113507 4^3Pig 1 7 3 a^3Piu 2 6 1 17KrWeBa.146
49593.8 0.7489207000000001 1^1Deltau 2 23 1 A^1Piu 1 22 1 88GoCob.375
49596.5 1.4435597000000002 1^1Deltau 2 12 1 A^1Piu 1 13 1 88GoCob.810
4960.3433 0.0015 B^1Deltag 1 3 1 A^1Piu 0 4 1 88DoNiBeb.192
49602.4 1.8614882000000001 1^1Deltau 2 8 1 A^1Piu 1 10 1 88GoCob.1057
49604.4 0.8404297000000001 1^1Deltau 2 22 1 A^1Piu 1 21 1 88GoCob.374
49607.1 1.0849201000000002 1^1Deltau 2 11 1 A^1Piu 1 12 1 88GoCob.809
49613.8 1.2660351 1^1Deltau 2 7 1 A^1Piu 1 9 1 88GoCob.1056
49614.4 0.8461992 1^1Deltau 2 21 1 A^1Piu 1 20 1 88GoCob.373
49616.9 1.3919631000000001 1^1Deltau 2 10 1 A^1Piu 1 11 1 88GoCob.808
49618.2 0.3 1^1Deltau 2 28 1 A^1Piu 1 26 1 88GoCob.174
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49624.4 1.1462352000000002 1^1Deltau 2 6 1 A^1Piu 1 8 1 88GoCob.1055
49626 1.0571418000000001 1^1Deltau 2 9 1 A^1Piu 1 10 1 88GoCob.807
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4963.0236 0.0015 B^1Deltag 1 8 1 A^1Piu 0 8 1 88DoNiBeb.178
4963.0238 0.020465778 b^3Sigmag- 1 60 3 a^3Piu 1 60 3 85RoWaMiVe.373
4963.16 0.010612764 b^3Sigmag- 4 20 3 a^3Piu 4 19 3 15ChKaBeTa.1920
49632.4 0.8530643000000001 1^1Deltau 2 19 1 A^1Piu 1 18 1 88GoCob.371
49634.4 1.1065901000000002 1^1Deltau 2 5 1 A^1Piu 1 7 1 88GoCob.1054
49634.4 1.6367296 1^1Deltau 2 8 1 A^1Piu 1 9 1 88GoCob.806
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4964.5811 0.003 B^1Deltag 1 2 1 A^1Piu 0 3 1 16ChKaBeTa.317
4964.8857 0.016742 b^3Sigmag- 4 6 1 a^3Piu 4 6 1 15ChKaBeTa.1873
49640.5 0.9837399000000001 1^1Deltau 2 18 1 A^1Piu 1 17 1 88GoCob.370
49642.6 1.0301258000000002 1^1Deltau 2 7 1 A^1Piu 1 8 1 88GoCob.805
49643.3 1.8792818 1^1Deltau 2 4 1 A^1Piu 1 6 1 88GoCob.1053
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49649.8 1.2149159 1^1Deltau 2 6 1 A^1Piu 1 7 1 88GoCob.804
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49661.1 1.0142737 1^1Deltau 2 15 1 A^1Piu 1 14 1 88GoCob.367
49663.5 0.8964571000000001 1^1Deltau 2 23 1 A^1Piu 1 21 1 88GoCob.169
49666.9 0.8731261 1^1Deltau 2 14 1 A^1Piu 1 13 1 88GoCob.366
49667.8 1.7242852 1^1Deltau 2 3 1 A^1Piu 1 4 1 88GoCob.803
4967.5832 0.007 b^3Sigmag- 4 18 3 a^3Piu 4 17 3 15ChKaBeTa.1919
49670.7 0.9224633000000001 1^1Deltau 2 22 1 A^1Piu 1 20 1 88GoCob.168
49671.5 1.5758248000000001 1^1Deltau 2 13 1 A^1Piu 1 12 1 88GoCob.365
49676.2 1.1375562 1^1Deltau 2 12 1 A^1Piu 1 11 1 88GoCob.364
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4968.1578 0.0015 B^1Deltag 1 20 1 A^1Piu 0 19 1 88DoNiBeb.50
49680.2 1.1047080000000002 1^1Deltau 2 11 1 A^1Piu 1 10 1 88GoCob.363
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4969.78 0.007 b^3Sigmag- 4 19 2 a^3Piu 4 18 2 15ChKaBeTa.1914
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49698.7 0.9829215000000001 1^1Deltau 2 17 1 A^1Piu 1 15 1 88GoCob.164
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4970.8734 0.007 b^3Sigmag- 4 16 3 a^3Piu 4 15 3 15ChKaBeTa.1918
49702.3 1.1990275000000001 1^1Deltau 2 16 1 A^1Piu 1 14 1 88GoCob.163
49704.1 1.4509187000000003 1^1Deltau 2 5 1 A^1Piu 1 3 1 88GoCob.160
49705.5 1.1553982 1^1Deltau 2 15 1 A^1Piu 1 13 1 88GoCob.162
49707.8 1.3303257000000002 1^1Deltau 2 14 1 A^1Piu 1 12 1 88GoCob.161
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4971.8525 0.0015 B^1Deltag 1 4 1 A^1Piu 0 4 1 88DoNiBeb.176
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4973.5599 0.0055 b^3Sigmag- 0 59 2 a^3Piu 0 60 2 85RoWaMiVe.47
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4973.7567 0.007 b^3Sigmag- 4 10 3 a^3Piu 4 9 3 15ChKaBeTa.1915
4974.01 0.007 b^3Sigmag- 4 12 3 a^3Piu 4 11 3 15ChKaBeTa.1916
4974.1734 0.013978868 b^3Sigmag- 4 2 1 a^3Piu 4 2 1 15ChKaBeTa.1871
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4974.3705 0.0110363 b^3Sigmag- 0 60 1 a^3Piu 0 61 1 85RoWaMiVe.21
4974.3724 0.0110297 b^3Sigmag- 0 60 1 a^3Piu 0 61 1 88DaAbSa.29
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4975.7907 0.018128231 b^3Sigmag- 4 15 2 a^3Piu 4 14 2 15ChKaBeTa.1912
4976.5356 0.00123 b^3Sigmag- 4 9 2 a^3Piu 4 8 2 15ChKaBeTa.1909
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4979.6415 0.007 b^3Sigmag- 4 16 1 a^3Piu 4 15 1 15ChKaBeTa.1908
4979.9288 0.0055 b^3Sigmag- 1 48 3 a^3Piu 1 49 3 85RoWaMiVe.306
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4980.6624 0.005296486 B^1Deltag 1 2 1 A^1Piu 0 1 1 88DoNiBeb.244
4981.4691 0.007 b^3Sigmag- 4 6 1 a^3Piu 4 5 1 15ChKaBeTa.1904
4981.4837 0.014405491 b^3Sigmag- 1 50 1 a^3Piu 1 51 1 85RoWaMiVe.265
4981.6169 0.007 b^3Sigmag- 4 14 1 a^3Piu 4 13 1 15ChKaBeTa.1907
4982.4326 0.013921095 b^3Sigmag- 4 8 1 a^3Piu 4 7 1 15ChKaBeTa.1905
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4984.7193 0.0015 B^1Deltag 1 4 1 A^1Piu 0 3 1 88DoNiBeb.245
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4987.4155 0.0015 B^1Deltag 1 6 1 A^1Piu 0 5 1 88DoNiBeb.246
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4988.7301 0.0015 B^1Deltag 1 10 1 A^1Piu 0 9 1 88DoNiBeb.45
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50122.9 0.3 1^1Deltau 1 8 1 A^1Piu 0 10 1 88GoCob.936
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5025.6179 0.0015 Bp^1Sigmag+ 1 28 1 A^1Piu 2 29 1 88DoNiBeb.577
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5027.2495 0.011512600000000001 b^3Sigmag- 1 58 1 a^3Piu 1 58 1 85RoWaMiVe.328
5029.9968 0.006579683 b^3Sigmag- 0 66 3 a^3Piu 0 66 3 85RoWaMiVe.164
5031.4973 0.0055 b^3Sigmag- 0 67 2 a^3Piu 0 67 2 85RoWaMiVe.133
5042.2846 0.0055 b^3Sigmag- 1 44 3 a^3Piu 1 45 3 85RoWaMiVe.304
5042.9494 0.0055 b^3Sigmag- 1 45 2 a^3Piu 1 46 2 85RoWaMiVe.282
5043.7539 0.00263929 Bp^1Sigmag+ 1 26 1 A^1Piu 2 27 1 88DoNiBeb.576
5044.0389 0.006679728 b^3Sigmag- 1 46 1 a^3Piu 1 47 1 85RoWaMiVe.263
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5045.8983 0.009047566 b^3Sigmag- 0 54 3 a^3Piu 0 55 3 85RoWaMiVe.78
5046.3553 0.006377214 b^3Sigmag- 0 55 2 a^3Piu 0 56 2 88DaAbSa.162
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5046.3615 0.0086207 b^3Sigmag- 0 55 2 a^3Piu 0 56 2 79AmChMa.53
5047.2231 0.0058828000000000005 b^3Sigmag- 0 56 1 a^3Piu 0 57 1 88DaAbSa.27
5047.2257 0.0090288 b^3Sigmag- 0 56 1 a^3Piu 0 57 1 85RoWaMiVe.19
5047.2265 0.009996800000000002 b^3Sigmag- 0 56 1 a^3Piu 0 57 1 79AmChMa.26
5055.1537 0.0055 b^3Sigmag- 1 54 3 a^3Piu 1 54 3 85RoWaMiVe.370
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5057.025 0.005629535 b^3Sigmag- 1 56 1 a^3Piu 1 56 1 85RoWaMiVe.327
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5072.6542 0.009755900000000001 b^3Sigmag- 1 43 2 a^3Piu 1 44 2 85RoWaMiVe.281
5073.7887 0.0081861 b^3Sigmag- 1 44 1 a^3Piu 1 45 1 85RoWaMiVe.262
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5080.7566 0.0045 b^3Sigmag- 0 52 3 a^3Piu 0 53 3 79AmChMa.78
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5081.2581 0.003694304 b^3Sigmag- 0 53 2 a^3Piu 0 54 2 88DaAbSa.161
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5082.1393 0.0055 b^3Sigmag- 0 54 1 a^3Piu 0 55 1 85RoWaMiVe.18
5082.1411 0.002170487 b^3Sigmag- 0 54 1 a^3Piu 0 55 1 88DaAbSa.26
5082.8486 0.0055 b^3Sigmag- 1 52 3 a^3Piu 1 52 3 85RoWaMiVe.369
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5085.6156 0.005200105 b^3Sigmag- 1 53 2 a^3Piu 1 53 2 79AmChMa.505
5085.7451 0.0045 b^3Sigmag- 1 54 1 a^3Piu 1 54 1 79AmChMa.493
5085.7643 0.020048684 b^3Sigmag- 1 54 1 a^3Piu 1 54 1 85RoWaMiVe.326
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50940.1 0.7680794000000001 1^1Deltau 2 23 1 A^1Piu 0 25 1 88GoCob.1049
50942.6 0.3 1^1Deltau 2 27 1 A^1Piu 0 28 1 88GoCob.799
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5100.5785 0.031981994 b^3Sigmag- 1 40 3 a^3Piu 1 41 3 85RoWaMiVe.302
51000 0.3 1^1Deltau 2 20 1 A^1Piu 0 22 1 88GoCob.1047
51001 0.4360851 1^1Deltau 2 24 1 A^1Piu 0 25 1 88GoCob.797
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51019.3 0.3 1^1Deltau 2 23 1 A^1Piu 0 24 1 88GoCob.796
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51037.1 0.3 1^1Deltau 2 18 1 A^1Piu 0 20 1 88GoCob.1045
51037.1 0.3 1^1Deltau 2 22 1 A^1Piu 0 23 1 88GoCob.795
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5107.8338 0.0015 Bp^1Sigmag+ 1 18 1 A^1Piu 2 19 1 88DoNiBeb.572
51070.7 0.3 1^1Deltau 2 20 1 A^1Piu 0 21 1 88GoCob.793
51072.2 0.4067855 1^1Deltau 2 16 1 A^1Piu 0 18 1 88GoCob.1043
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51096.9 0.7453171000000001 1^1Deltau 2 23 1 A^1Piu 0 23 1 88GoCob.523
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5111.5912 0.049526684 b^3Sigmag- 1 50 3 a^3Piu 1 50 3 79AmChMa.517
5111.6441 0.006018317 b^3Sigmag- 1 50 3 a^3Piu 1 50 3 85RoWaMiVe.368
51111 0.44506880000000004 1^1Deltau 2 22 1 A^1Piu 0 22 1 88GoCob.522
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5113.2764 0.009736517 b^3Sigmag- 1 51 2 a^3Piu 1 51 2 85RoWaMiVe.348
5113.2851 0.0045 b^3Sigmag- 1 51 2 a^3Piu 1 51 2 79AmChMa.504
5113.4734 0.0045 b^3Sigmag- 1 52 1 a^3Piu 1 52 1 79AmChMa.492
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51132.7 0.3 1^1Deltau 2 26 1 A^1Piu 0 25 1 88GoCob.360
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51142.8 0.3 1^1Deltau 2 15 1 A^1Piu 0 16 1 88GoCob.788
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51150.4 0.3 1^1Deltau 2 19 1 A^1Piu 0 19 1 88GoCob.519
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5116.1087 0.0015 Bp^1Sigmag+ 1 28 1 A^1Piu 2 28 1 88DoNiBeb.591
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5116.1412 0.007 b^3Sigmag- 0 52 1 a^3Piu 0 53 1 15ChKaBeTa.1625
51167.1 0.4516985 1^1Deltau 2 13 1 A^1Piu 0 14 1 88GoCob.786
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51212.5 0.3 1^1Deltau 2 13 1 A^1Piu 0 13 1 88GoCob.516
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51218 0.38276920000000003 1^1Deltau 2 8 1 A^1Piu 0 9 1 88GoCob.781
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51251.6 0.4846303 1^1Deltau 2 7 1 A^1Piu 0 7 1 88GoCob.510
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5188.205 0.0045 b^3Sigmag- 1 44 3 a^3Piu 1 44 3 79AmChMa.515
5188.207 0.0055 b^3Sigmag- 1 44 3 a^3Piu 1 44 3 85RoWaMiVe.365
5190.0494 0.0055 b^3Sigmag- 1 45 2 a^3Piu 1 45 2 85RoWaMiVe.345
5190.0517 0.0045 b^3Sigmag- 1 45 2 a^3Piu 1 45 2 79AmChMa.501
5190.3803 0.004612363 b^3Sigmag- 1 46 1 a^3Piu 1 46 1 79AmChMa.489
5190.3812 0.005557363 b^3Sigmag- 1 46 1 a^3Piu 1 46 1 85RoWaMiVe.322
5192.7142 0.0015 Bp^1Sigmag+ 1 10 1 A^1Piu 2 10 1 88DoNiBeb.582
5194.4143 0.008472666 b^3Sigmag- 0 56 3 a^3Piu 0 56 3 88DaAbSa.246
5194.4211 0.0055 b^3Sigmag- 0 56 3 a^3Piu 0 56 3 85RoWaMiVe.159
5194.6344 0.0015 Bp^1Sigmag+ 1 2 1 A^1Piu 2 3 1 88DoNiBeb.564
5194.7295 0.012733269 b^3Sigmag- 2 16 3 a^3Piu 2 17 3 15ChKaBeTa.1804
5195.4838 0.0015 Bp^1Sigmag+ 0 24 1 A^1Piu 1 25 1 88DoNiBeb.616
5196.0074 0.008901434 b^3Sigmag- 0 57 2 a^3Piu 0 57 2 88DaAbSa.130
5196.0078 0.008481434 b^3Sigmag- 0 57 2 a^3Piu 0 57 2 85RoWaMiVe.131
5196.016 0.0045 b^3Sigmag- 0 57 2 a^3Piu 0 57 2 79AmChMa.203
5196.0505 0.0045 b^3Sigmag- 0 58 1 a^3Piu 0 58 1 79AmChMa.177
5196.0622 0.011688428 b^3Sigmag- 0 58 1 a^3Piu 0 58 1 88DaAbSa.218
5196.0645 0.014103428 b^3Sigmag- 0 58 1 a^3Piu 0 58 1 85RoWaMiVe.108
5196.8672 0.0015 Bp^1Sigmag+ 1 8 1 A^1Piu 2 8 1 88DoNiBeb.581
5199.8949 0.004 b^3Sigmag- 2 18 1 a^3Piu 2 19 1 15ChKaBeTa.1788
5200.1432 0.0015 Bp^1Sigmag+ 1 6 1 A^1Piu 2 6 1 88DoNiBeb.580
5201.5842 0.0015 Bp^1Sigmag+ 1 0 1 A^1Piu 2 1 1 88DoNiBeb.563
5202.5464 0.0015 Bp^1Sigmag+ 1 4 1 A^1Piu 2 4 1 88DoNiBeb.579
5203.406 0.0055 b^3Sigmag- 1 57 2 a^3Piu 1 56 2 85RoWaMiVe.411
5203.8204 0.002051057 Bp^1Sigmag+ 1 28 1 A^1Piu 2 27 1 88DoNiBeb.562
5204.0762 0.0015 Bp^1Sigmag+ 1 2 1 A^1Piu 2 2 1 88DoNiBeb.578
5204.8041 0.007310684 b^3Sigmag- 1 32 3 a^3Piu 1 33 3 85RoWaMiVe.298
5205.8532 0.0055 b^3Sigmag- 1 33 2 a^3Piu 1 34 2 85RoWaMiVe.277
5207.4438 0.0055 b^3Sigmag- 1 34 1 a^3Piu 1 35 1 85RoWaMiVe.258
5208.1962 0.03 b^3Sigmag- 0 68 3 a^3Piu 0 67 3 85RoWaMiVe.246
5209.3762 0.007 b^3Sigmag- 2 25 2 a^3Piu 2 25 2 15ChKaBeTa.1825
5209.5158 0.016057158 b^3Sigmag- 2 14 3 a^3Piu 2 15 3 15ChKaBeTa.1803
5209.6062 0.005688825 Bp^1Sigmag+ 1 26 1 A^1Piu 2 25 1 88DoNiBeb.561
5210.0628 0.0055 b^3Sigmag- 0 44 3 a^3Piu 0 45 3 85RoWaMiVe.73
5210.0667 0.0045 b^3Sigmag- 0 44 3 a^3Piu 0 45 3 79AmChMa.74
5210.7329 0.002716149 b^3Sigmag- 0 45 2 a^3Piu 0 46 2 88DaAbSa.157
5210.7335 0.0055 b^3Sigmag- 0 45 2 a^3Piu 0 46 2 85RoWaMiVe.40
5210.7359 0.0045 b^3Sigmag- 0 45 2 a^3Piu 0 46 2 79AmChMa.49
5211.6585 0.0055 b^3Sigmag- 1 42 3 a^3Piu 1 42 3 85RoWaMiVe.364
5211.6587 0.00535608 b^3Sigmag- 1 42 3 a^3Piu 1 42 3 79AmChMa.514
5211.8824 0.002 b^3Sigmag- 0 46 1 a^3Piu 0 47 1 88DaAbSa.22
5211.8835 0.0055 b^3Sigmag- 0 46 1 a^3Piu 0 47 1 85RoWaMiVe.16
5211.897 0.017593400000000002 b^3Sigmag- 0 46 1 a^3Piu 0 47 1 79AmChMa.21
5211.9328 0.007 b^3Sigmag- 2 15 2 a^3Piu 2 16 2 15ChKaBeTa.1797
5212.6378 0.0015 Bp^1Sigmag+ 0 22 1 A^1Piu 1 23 1 88DoNiBeb.615
5213.5551 0.0088649 b^3Sigmag- 1 43 2 a^3Piu 1 43 2 85RoWaMiVe.344
5213.567 0.010638596 b^3Sigmag- 1 43 2 a^3Piu 1 43 2 79AmChMa.500
5213.9291 0.006224986 b^3Sigmag- 1 44 1 a^3Piu 1 44 1 85RoWaMiVe.321
5213.9317 0.0045 b^3Sigmag- 1 44 1 a^3Piu 1 44 1 79AmChMa.488
5214.5109 0.0015 Bp^1Sigmag+ 1 24 1 A^1Piu 2 23 1 88DoNiBeb.560
5215.1378 0.004636049 Bp^1Sigmag+ 1 4 1 A^1Piu 2 3 1 88DoNiBeb.551
5215.3062 0.006 b^3Sigmag- 2 16 1 a^3Piu 2 17 1 15ChKaBeTa.1787
5218.5575 0.0015 Bp^1Sigmag+ 1 22 1 A^1Piu 2 21 1 88DoNiBeb.559
5219.0327 0.0015 Bp^1Sigmag+ 1 6 1 A^1Piu 2 5 1 88DoNiBeb.552
5219.4625 0.007137692 b^3Sigmag- 2 22 3 a^3Piu 2 22 3 15ChKaBeTa.1835
5221.6973 0.004895073 Bp^1Sigmag+ 1 20 1 A^1Piu 2 19 1 88DoNiBeb.558
5221.6982 0.0015 Bp^1Sigmag+ 0 32 1 A^1Piu 1 32 1 88DoNiBeb.635
5222.0487 0.0015 Bp^1Sigmag+ 1 8 1 A^1Piu 2 7 1 88DoNiBeb.553
5222.3131 0.008857083 b^3Sigmag- 2 23 2 a^3Piu 2 23 2 15ChKaBeTa.1824
5223.181 0.007 b^3Sigmag- 2 12 3 a^3Piu 2 13 3 15ChKaBeTa.1802
5223.9428 0.001 Bp^1Sigmag+ 1 18 1 A^1Piu 2 17 1 88DoNiBeb.557
5224.1884 0.0015 Bp^1Sigmag+ 1 10 1 A^1Piu 2 9 1 88DoNiBeb.554
5224.1899 0.009647966 b^3Sigmag- 0 54 3 a^3Piu 0 54 3 85RoWaMiVe.158
5224.1905 0.010277966 b^3Sigmag- 0 54 3 a^3Piu 0 54 3 88DaAbSa.245
5224.1906 0.010382966 b^3Sigmag- 0 54 3 a^3Piu 0 54 3 79AmChMa.228
5225.4466 0.0015 Bp^1Sigmag+ 1 12 1 A^1Piu 2 11 1 88DoNiBeb.555
5225.8178 0.0055 b^3Sigmag- 0 55 2 a^3Piu 0 55 2 85RoWaMiVe.130
5225.8219 0.002 b^3Sigmag- 0 55 2 a^3Piu 0 55 2 88DaAbSa.129
5225.8225 0.0045 b^3Sigmag- 0 55 2 a^3Piu 0 55 2 79AmChMa.202
5225.8244 0.005383394 Bp^1Sigmag+ 1 14 1 A^1Piu 2 13 1 88DoNiBeb.556
5225.9037 0.002898199 b^3Sigmag- 0 56 1 a^3Piu 0 56 1 88DaAbSa.217
5225.9038 0.0055 b^3Sigmag- 0 56 1 a^3Piu 0 56 1 85RoWaMiVe.107
5225.9072 0.0045 b^3Sigmag- 0 56 1 a^3Piu 0 56 1 79AmChMa.176
5225.9101 0.007 b^3Sigmag- 2 13 2 a^3Piu 2 14 2 15ChKaBeTa.1796
5226.685 0.045 b^3Sigmag- 1 54 3 a^3Piu 1 53 3 85RoWaMiVe.433
5228.2598 0.0055 b^3Sigmag- 1 30 3 a^3Piu 1 31 3 85RoWaMiVe.297
5228.8811 0.0015 Bp^1Sigmag+ 0 20 1 A^1Piu 1 21 1 88DoNiBeb.614
5229.3973 0.0055 b^3Sigmag- 1 31 2 a^3Piu 1 32 2 85RoWaMiVe.276
5229.7393 0.007298262 b^3Sigmag- 2 14 1 a^3Piu 2 15 1 15ChKaBeTa.1786
5231.0836 0.0055 b^3Sigmag- 1 32 1 a^3Piu 1 33 1 85RoWaMiVe.257
5231.1633 0.008866313 b^3Sigmag- 2 20 3 a^3Piu 2 20 3 15ChKaBeTa.1834
5234.0578 0.020740396 b^3Sigmag- 1 40 3 a^3Piu 1 40 3 85RoWaMiVe.363
5234.1961 0.007 b^3Sigmag- 2 21 2 a^3Piu 2 21 2 15ChKaBeTa.1823
5235.2164 0.004097723 B^1Deltag 6 26 1 A^1Piu 4 26 1 16ChKaBeTa.318
5235.6764 0.007732449 b^3Sigmag- 2 10 3 a^3Piu 2 11 3 15ChKaBeTa.1801
5236.0213 0.0055 b^3Sigmag- 1 41 2 a^3Piu 1 41 2 85RoWaMiVe.343
5236.0247 0.008618032 b^3Sigmag- 1 41 2 a^3Piu 1 41 2 79AmChMa.499
5236.0476 0.011 b^3Sigmag- 2 22 1 a^3Piu 2 22 1 15ChKaBeTa.1815
5236.2766 0.002 Bp^1Sigmag+ 0 30 1 A^1Piu 1 30 1 88DoNiBeb.634
5236.3747 0.006199384 b^3Sigmag- 1 42 1 a^3Piu 1 42 1 85RoWaMiVe.320
5236.3909 0.023209384 b^3Sigmag- 1 42 1 a^3Piu 1 42 1 79AmChMa.487
5238.4484 0.006579683 b^3Sigmag- 0 66 3 a^3Piu 0 65 3 85RoWaMiVe.245
5238.7959 0.007 b^3Sigmag- 2 11 2 a^3Piu 2 12 2 15ChKaBeTa.1795
5239.841 0.007419181 b^3Sigmag- 0 42 3 a^3Piu 0 43 3 85RoWaMiVe.72
5239.8481 0.0091476 b^3Sigmag- 0 42 3 a^3Piu 0 43 3 79AmChMa.73
5240.5622 0.002 b^3Sigmag- 0 43 2 a^3Piu 0 44 2 88DaAbSa.156
5240.5629 0.0055 b^3Sigmag- 0 43 2 a^3Piu 0 44 2 85RoWaMiVe.39
5240.5643 0.0045 b^3Sigmag- 0 43 2 a^3Piu 0 44 2 79AmChMa.48
5241.7639 0.0055 b^3Sigmag- 0 44 1 a^3Piu 0 45 1 85RoWaMiVe.15
5241.7648 0.002 b^3Sigmag- 0 44 1 a^3Piu 0 45 1 88DaAbSa.21
5241.7661 0.0045 b^3Sigmag- 0 44 1 a^3Piu 0 45 1 79AmChMa.20
5241.7663 0.008462209 b^3Sigmag- 2 18 3 a^3Piu 2 18 3 15ChKaBeTa.1833
5243.2242 0.007 b^3Sigmag- 2 12 1 a^3Piu 2 13 1 15ChKaBeTa.1785
5244.2132 0.0015 Bp^1Sigmag+ 0 18 1 A^1Piu 1 19 1 88DoNiBeb.613
5244.962 0.017759184 B^1Deltag 6 25 1 A^1Piu 4 25 1 16ChKaBeTa.319
5245.0106 0.007 b^3Sigmag- 2 19 2 a^3Piu 2 19 2 15ChKaBeTa.1822
5246.9572 0.007927791 b^3Sigmag- 2 8 3 a^3Piu 2 9 3 15ChKaBeTa.1800
5247.1414 0.007 b^3Sigmag- 2 20 1 a^3Piu 2 20 1 15ChKaBeTa.1814
5249.943 0.0015 Bp^1Sigmag+ 0 28 1 A^1Piu 1 28 1 88DoNiBeb.633
5250.1104 0.011166016 b^3Sigmag- 1 53 2 a^3Piu 1 52 2 85RoWaMiVe.410
5250.5767 0.007 b^3Sigmag- 2 9 2 a^3Piu 2 10 2 15ChKaBeTa.1794
5250.6696 0.0093203 b^3Sigmag- 1 28 3 a^3Piu 1 29 3 85RoWaMiVe.296
5251.0734 0.066 b^3Sigmag- 1 54 1 a^3Piu 1 53 1 85RoWaMiVe.391
5251.2696 0.008149267 b^3Sigmag- 2 16 3 a^3Piu 2 16 3 15ChKaBeTa.1832
5251.9033 0.0055 b^3Sigmag- 1 29 2 a^3Piu 1 30 2 85RoWaMiVe.275
5252.9225 0.0045 b^3Sigmag- 0 52 3 a^3Piu 0 52 3 79AmChMa.227
5252.9233 0.0055 b^3Sigmag- 0 52 3 a^3Piu 0 52 3 85RoWaMiVe.157
5252.9239 0.002 b^3Sigmag- 0 52 3 a^3Piu 0 52 3 88DaAbSa.244
5253.7026 0.0090761 b^3Sigmag- 1 30 1 a^3Piu 1 31 1 85RoWaMiVe.256
5254.1273 0.005 B^1Deltag 6 24 1 A^1Piu 4 24 1 16ChKaBeTa.320
5254.5905 0.004545266 b^3Sigmag- 0 53 2 a^3Piu 0 53 2 88DaAbSa.128
5254.5918 0.0055 b^3Sigmag- 0 53 2 a^3Piu 0 53 2 85RoWaMiVe.129
5254.697 0.003363353 b^3Sigmag- 0 54 1 a^3Piu 0 54 1 88DaAbSa.216
5254.6983 0.0055 b^3Sigmag- 0 54 1 a^3Piu 0 54 1 85RoWaMiVe.106
5255.4114 0.007107429 b^3Sigmag- 1 38 3 a^3Piu 1 38 3 85RoWaMiVe.362
5255.418 0.0045 b^3Sigmag- 1 38 3 a^3Piu 1 38 3 79AmChMa.513
5255.8044 0.007167791 b^3Sigmag- 2 10 1 a^3Piu 2 11 1 15ChKaBeTa.1784
5256.9383 0.007108222 b^3Sigmag- 2 6 3 a^3Piu 2 7 3 15ChKaBeTa.1799
5257.2219 0.007 b^3Sigmag- 2 18 1 a^3Piu 2 18 1 15ChKaBeTa.1813
5257.4287 0.010472074 b^3Sigmag- 1 39 2 a^3Piu 1 39 2 79AmChMa.498
5257.4368 0.0055 b^3Sigmag- 1 39 2 a^3Piu 1 39 2 85RoWaMiVe.342
5258.2536 0.009 b^3Sigmag- 1 40 1 a^3Piu 1 40 1 15ChKaBeTa.1749
5258.2618 0.006048900000000001 b^3Sigmag- 1 40 1 a^3Piu 1 40 1 79AmChMa.486
5258.6305 0.0015 Bp^1Sigmag+ 0 16 1 A^1Piu 1 17 1 88DoNiBeb.612
5259.6407 0.007 b^3Sigmag- 2 14 3 a^3Piu 2 14 3 15ChKaBeTa.1831
5261.227 0.007 b^3Sigmag- 2 7 2 a^3Piu 2 8 2 15ChKaBeTa.1793
5262.6878 0.0015 Bp^1Sigmag+ 0 26 1 A^1Piu 1 26 1 88DoNiBeb.632
5263.1381 0.005 B^1Deltag 6 23 1 A^1Piu 4 23 1 16ChKaBeTa.321
5263.4156 0.007 b^3Sigmag- 2 15 2 a^3Piu 2 15 2 15ChKaBeTa.1821
5265.4281 0.007 b^3Sigmag- 2 4 3 a^3Piu 2 5 3 15ChKaBeTa.1798
5266.3165 0.007832317 b^3Sigmag- 2 16 1 a^3Piu 2 16 1 15ChKaBeTa.1812
5266.8512 0.007 b^3Sigmag- 2 12 3 a^3Piu 2 12 3 15ChKaBeTa.1830
5267.0674 0.0055 b^3Sigmag- 0 65 2 a^3Piu 0 64 2 85RoWaMiVe.215
5267.5703 0.007 b^3Sigmag- 2 8 1 a^3Piu 2 9 1 15ChKaBeTa.1783
5267.5865 0.008582173 b^3Sigmag- 0 64 3 a^3Piu 0 63 3 85RoWaMiVe.244
5268.5926 0.002 b^3Sigmag- 0 40 3 a^3Piu 0 41 3 88DaAbSa.74
5268.5931 0.0055 b^3Sigmag- 0 40 3 a^3Piu 0 41 3 85RoWaMiVe.71
5268.5951 0.0045 b^3Sigmag- 0 40 3 a^3Piu 0 41 3 79AmChMa.72
5269.3692 0.002 b^3Sigmag- 0 41 2 a^3Piu 0 42 2 88DaAbSa.155
5269.3695 0.0055 b^3Sigmag- 0 41 2 a^3Piu 0 42 2 85RoWaMiVe.38
5269.3818 0.014838393 b^3Sigmag- 0 41 2 a^3Piu 0 42 2 79AmChMa.47
5270.6277 0.0055 b^3Sigmag- 0 42 1 a^3Piu 0 43 1 85RoWaMiVe.14
5270.6287 0.002 b^3Sigmag- 0 42 1 a^3Piu 0 43 1 88DaAbSa.20
5270.6291 0.0045 b^3Sigmag- 0 42 1 a^3Piu 0 43 1 79AmChMa.19
5270.9912 0.007 b^3Sigmag- 2 13 2 a^3Piu 2 13 2 15ChKaBeTa.1820
5271.3616 0.0055 b^3Sigmag- 1 50 3 a^3Piu 1 49 3 85RoWaMiVe.432
5271.8679 0.0055 b^3Sigmag- 1 51 2 a^3Piu 1 50 2 85RoWaMiVe.409
5272.0208 0.0045 b^3Sigmag- 1 26 3 a^3Piu 1 27 3 79AmChMa.480
5272.022 0.0055 b^3Sigmag- 1 26 3 a^3Piu 1 27 3 85RoWaMiVe.295
5272.1321 0.0015 Bp^1Sigmag+ 0 14 1 A^1Piu 1 15 1 88DoNiBeb.611
5272.858 0.007 b^3Sigmag- 2 10 3 a^3Piu 2 10 3 15ChKaBeTa.1829
5272.8656 0.010039871 b^3Sigmag- 1 52 1 a^3Piu 1 51 1 85RoWaMiVe.390
5273.3616 0.01144973 b^3Sigmag- 1 27 2 a^3Piu 1 28 2 79AmChMa.478
5273.3663 0.00651473 b^3Sigmag- 1 27 2 a^3Piu 1 28 2 85RoWaMiVe.274
5274.4504 0.007 b^3Sigmag- 2 14 1 a^3Piu 2 14 1 15ChKaBeTa.1811
5274.5115 0.0015 Bp^1Sigmag+ 0 24 1 A^1Piu 1 24 1 88DoNiBeb.631
5275.2941 0.005760921 b^3Sigmag- 1 28 1 a^3Piu 1 29 1 85RoWaMiVe.255
5275.3001 0.0075295000000000015 b^3Sigmag- 1 28 1 a^3Piu 1 29 1 79AmChMa.476
5275.7105 0.0055 b^3Sigmag- 1 36 3 a^3Piu 1 36 3 85RoWaMiVe.361
5275.7181 0.009771300000000002 b^3Sigmag- 1 36 3 a^3Piu 1 36 3 79AmChMa.512
5277.4679 0.007 b^3Sigmag- 2 11 2 a^3Piu 2 11 2 15ChKaBeTa.1819
5277.593 0.007 b^3Sigmag- 2 8 3 a^3Piu 2 8 3 15ChKaBeTa.1828
5277.7981 0.0045 b^3Sigmag- 1 37 2 a^3Piu 1 37 2 79AmChMa.497
5277.8034 0.005966599 b^3Sigmag- 1 37 2 a^3Piu 1 37 2 85RoWaMiVe.341
5278.5094 0.009603781 b^3Sigmag- 1 38 1 a^3Piu 1 38 1 85RoWaMiVe.319
5278.5129 0.013278781 b^3Sigmag- 1 38 1 a^3Piu 1 38 1 79AmChMa.485
5279.8274 0.003 B^1Deltag 6 21 1 A^1Piu 4 21 1 16ChKaBeTa.322
5280.4659 0.003 B^1Deltag 6 14 1 A^1Piu 4 15 1 16ChKaBeTa.323
5280.6172 0.0055 b^3Sigmag- 0 50 3 a^3Piu 0 50 3 85RoWaMiVe.156
5280.6177 0.002 b^3Sigmag- 0 50 3 a^3Piu 0 50 3 88DaAbSa.243
5280.6183 0.0045 b^3Sigmag- 0 50 3 a^3Piu 0 50 3 79AmChMa.226
5280.9221 0.007 b^3Sigmag- 2 6 3 a^3Piu 2 6 3 15ChKaBeTa.1827
5281.6449 0.007288 b^3Sigmag- 2 12 1 a^3Piu 2 12 1 15ChKaBeTa.1810
5282.1864 0.007 b^3Sigmag- 2 2 3 a^3Piu 2 2 3 15ChKaBeTa.1826
5282.325 0.004352336 b^3Sigmag- 0 51 2 a^3Piu 0 51 2 88DaAbSa.127
5282.3316 0.0055 b^3Sigmag- 0 51 2 a^3Piu 0 51 2 85RoWaMiVe.128
5282.3555 0.0249194 b^3Sigmag- 0 52 1 a^3Piu 0 52 1 79AmChMa.175
5282.357 0.0231044 b^3Sigmag- 0 52 1 a^3Piu 0 52 1 85RoWaMiVe.105
5282.3611 0.018143400000000004 b^3Sigmag- 0 52 1 a^3Piu 0 52 1 88DaAbSa.215
5282.8164 0.007 b^3Sigmag- 2 9 2 a^3Piu 2 9 2 15ChKaBeTa.1818
5284.7175 0.0015 Bp^1Sigmag+ 0 12 1 A^1Piu 1 13 1 88DoNiBeb.610
5285.4087 0.001 Bp^1Sigmag+ 0 22 1 A^1Piu 1 22 1 88DoNiBeb.630
5286.9827 0.007 b^3Sigmag- 2 7 2 a^3Piu 2 7 2 15ChKaBeTa.1817
5287.5392 0.003636438 B^1Deltag 6 20 1 A^1Piu 4 20 1 16ChKaBeTa.324
5287.9807 0.007 b^3Sigmag- 2 10 1 a^3Piu 2 10 1 15ChKaBeTa.1809
5289.2082 0.010789900000000002 b^3Sigmag- 2 4 1 a^3Piu 2 5 1 15ChKaBeTa.1782
5291.6136 0.007 b^3Sigmag- 2 3 2 a^3Piu 2 3 2 15ChKaBeTa.1816
5291.9481 0.0055 b^3Sigmag- 1 48 3 a^3Piu 1 47 3 85RoWaMiVe.431
5292.3272 0.0055 b^3Sigmag- 1 24 3 a^3Piu 1 25 3 85RoWaMiVe.294
5292.5442 0.009750400000000001 b^3Sigmag- 1 49 2 a^3Piu 1 48 2 15ChKaBeTa.1775
5293.55 0.007 b^3Sigmag- 2 8 1 a^3Piu 2 8 1 15ChKaBeTa.1808
5293.5902 0.013335034 b^3Sigmag- 1 50 1 a^3Piu 1 49 1 85RoWaMiVe.389
5293.7742 0.0094336 b^3Sigmag- 1 25 2 a^3Piu 1 26 2 79AmChMa.477
5293.7844 0.00612637 b^3Sigmag- 1 25 2 a^3Piu 1 26 2 85RoWaMiVe.273
5294.9415 0.008789000000000002 b^3Sigmag- 1 34 3 a^3Piu 1 34 3 79AmChMa.511
5294.9506 0.0055 b^3Sigmag- 1 34 3 a^3Piu 1 34 3 85RoWaMiVe.360
5295.3797 0.0015 Bp^1Sigmag+ 0 20 1 A^1Piu 1 20 1 88DoNiBeb.629
5295.8576 0.0045 b^3Sigmag- 1 26 1 a^3Piu 1 27 1 79AmChMa.475
5295.8609 0.0055 b^3Sigmag- 1 26 1 a^3Piu 1 27 1 85RoWaMiVe.254
5296.1399 0.082159454 b^3Sigmag- 0 62 3 a^3Piu 0 61 3 85RoWaMiVe.243
5296.1879 0.01536562 b^3Sigmag- 0 63 2 a^3Piu 0 62 2 85RoWaMiVe.214
5296.3148 0.0055 b^3Sigmag- 0 38 3 a^3Piu 0 39 3 85RoWaMiVe.70
5296.3154 0.002 b^3Sigmag- 0 38 3 a^3Piu 0 39 3 88DaAbSa.73
5296.3157 0.0045 b^3Sigmag- 0 38 3 a^3Piu 0 39 3 79AmChMa.71
5296.3818 0.0015 Bp^1Sigmag+ 0 10 1 A^1Piu 1 11 1 88DoNiBeb.609
5296.967 0.0055 b^3Sigmag- 0 64 1 a^3Piu 0 63 1 85RoWaMiVe.187
5297.1166 0.0055 b^3Sigmag- 1 35 2 a^3Piu 1 35 2 85RoWaMiVe.340
5297.1454 0.0045 b^3Sigmag- 0 39 2 a^3Piu 0 40 2 79AmChMa.46
5297.1487 0.0055 b^3Sigmag- 0 39 2 a^3Piu 0 40 2 85RoWaMiVe.37
5297.1509 0.0048902 b^3Sigmag- 0 39 2 a^3Piu 0 40 2 88DaAbSa.154
5297.8876 0.0055 b^3Sigmag- 1 36 1 a^3Piu 1 36 1 85RoWaMiVe.318
5297.8925 0.009 b^3Sigmag- 1 36 1 a^3Piu 1 36 1 79AmChMa.484
5297.9447 0.008102123 b^3Sigmag- 2 20 3 a^3Piu 2 19 3 15ChKaBeTa.1849
5298.4727 0.0045 b^3Sigmag- 0 40 1 a^3Piu 0 41 1 79AmChMa.18
5298.4737 0.002 b^3Sigmag- 0 40 1 a^3Piu 0 41 1 88DaAbSa.19
5298.4747 0.0055 b^3Sigmag- 0 40 1 a^3Piu 0 41 1 85RoWaMiVe.13
5298.5192 0.008510700000000001 b^3Sigmag- 2 6 1 a^3Piu 2 6 1 15ChKaBeTa.1807
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5305.5176 0.019841164 b^3Sigmag- 2 16 3 a^3Piu 2 15 3 15ChKaBeTa.1848
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5307.27 0.0055 b^3Sigmag- 0 48 3 a^3Piu 0 48 3 85RoWaMiVe.155
5307.2704 0.002 b^3Sigmag- 0 48 3 a^3Piu 0 48 3 88DaAbSa.242
5307.9304 0.007 b^3Sigmag- 2 17 2 a^3Piu 2 16 2 15ChKaBeTa.1845
5308.1394 0.007 b^3Sigmag- 2 10 3 a^3Piu 2 9 3 15ChKaBeTa.1846
5308.4777 0.008718721 b^3Sigmag- 2 12 3 a^3Piu 2 11 3 15ChKaBeTa.1847
5308.5909 0.007 b^3Sigmag- 2 7 2 a^3Piu 2 6 2 15ChKaBeTa.1841
5308.7474 0.003 B^1Deltag 6 17 1 A^1Piu 4 17 1 16ChKaBeTa.326
5309.0222 0.0055 b^3Sigmag- 0 49 2 a^3Piu 0 49 2 85RoWaMiVe.127
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5309.0229 0.0045 b^3Sigmag- 0 49 2 a^3Piu 0 49 2 79AmChMa.201
5309.3609 0.011127600000000001 b^3Sigmag- 0 50 1 a^3Piu 0 50 1 88DaAbSa.214
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5309.3717 0.008571200000000001 b^3Sigmag- 0 50 1 a^3Piu 0 50 1 79AmChMa.174
5310.311 0.007 b^3Sigmag- 2 15 2 a^3Piu 2 14 2 15ChKaBeTa.1844
5310.7625 0.007 b^3Sigmag- 2 9 2 a^3Piu 2 8 2 15ChKaBeTa.1842
5311.4907 0.0055 b^3Sigmag- 1 46 3 a^3Piu 1 45 3 85RoWaMiVe.430
5311.5637 0.0055 b^3Sigmag- 1 22 3 a^3Piu 1 23 3 85RoWaMiVe.293
5311.7423 0.009942900000000001 b^3Sigmag- 2 11 2 a^3Piu 2 10 2 15ChKaBeTa.1843
5312.14 0.007 b^3Sigmag- 1 47 2 a^3Piu 1 46 2 15ChKaBeTa.1774
5312.5438 0.003404081 Bp^1Sigmag+ 0 16 1 A^1Piu 1 16 1 88DoNiBeb.627
5313.1322 0.0045 b^3Sigmag- 1 32 3 a^3Piu 1 32 3 79AmChMa.510
5313.1388 0.006705452 b^3Sigmag- 1 32 3 a^3Piu 1 32 3 85RoWaMiVe.359
5313.2443 0.005709709 b^3Sigmag- 1 48 1 a^3Piu 1 47 1 85RoWaMiVe.388
5314.1438 0.007 b^3Sigmag- 2 16 1 a^3Piu 2 15 1 15ChKaBeTa.1839
5315.3846 0.0045 b^3Sigmag- 1 33 2 a^3Piu 1 33 2 79AmChMa.496
5315.3846 0.017418316 b^3Sigmag- 1 24 1 a^3Piu 1 25 1 79AmChMa.474
5315.3914 0.009604099999999999 b^3Sigmag- 1 33 2 a^3Piu 1 33 2 85RoWaMiVe.339
5315.3996 0.007 b^3Sigmag- 1 24 1 a^3Piu 1 25 1 15ChKaBeTa.1729
5316.0226 0.007 b^3Sigmag- 2 14 1 a^3Piu 2 13 1 15ChKaBeTa.1838
5316.2428 0.0055 b^3Sigmag- 1 34 1 a^3Piu 1 34 1 85RoWaMiVe.317
5316.5076 0.007 b^3Sigmag- 2 8 1 a^3Piu 2 7 1 15ChKaBeTa.1836
5316.9542 0.001 Bp^1Sigmag+ 0 6 1 A^1Piu 1 7 1 88DoNiBeb.607
5317.0895 0.014090737 b^3Sigmag- 2 10 1 a^3Piu 2 9 1 15ChKaBeTa.1837
5319.7336 0.0015 Bp^1Sigmag+ 0 14 1 A^1Piu 1 14 1 88DoNiBeb.626
5320.991 0.003 B^1Deltag 6 15 1 A^1Piu 4 15 1 16ChKaBeTa.327
5322.9341 0.0055 b^3Sigmag- 0 60 3 a^3Piu 0 59 3 85RoWaMiVe.242
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5323.0024 0.002 b^3Sigmag- 0 36 3 a^3Piu 0 37 3 88DaAbSa.72
5323.0026 0.0055 b^3Sigmag- 0 36 3 a^3Piu 0 37 3 85RoWaMiVe.69
5323.2811 0.0055 b^3Sigmag- 0 61 2 a^3Piu 0 60 2 85RoWaMiVe.213
5323.9013 0.005076207 b^3Sigmag- 0 37 2 a^3Piu 0 38 2 88DaAbSa.153
5323.9017 0.0055 b^3Sigmag- 0 37 2 a^3Piu 0 38 2 85RoWaMiVe.36
5324.0912 0.025655300000000002 b^3Sigmag- 0 62 1 a^3Piu 0 61 1 85RoWaMiVe.186
5325.299 0.002126652 b^3Sigmag- 0 38 1 a^3Piu 0 39 1 88DaAbSa.18
5325.2998 0.0055 b^3Sigmag- 0 38 1 a^3Piu 0 39 1 85RoWaMiVe.12
5325.3012 0.0045 b^3Sigmag- 0 38 1 a^3Piu 0 39 1 79AmChMa.17
5325.8562 0.0015 Bp^1Sigmag+ 0 4 1 A^1Piu 1 5 1 88DoNiBeb.606
5325.9949 0.0015 Bp^1Sigmag+ 0 12 1 A^1Piu 1 12 1 88DoNiBeb.625
5326.5176 0.003 B^1Deltag 6 14 1 A^1Piu 4 14 1 16ChKaBeTa.328
5329.72 0.0045 b^3Sigmag- 1 20 3 a^3Piu 1 21 3 79AmChMa.479
5329.7255 0.0093775 b^3Sigmag- 1 20 3 a^3Piu 1 21 3 85RoWaMiVe.292
5329.9678 0.007329806 b^3Sigmag- 1 44 3 a^3Piu 1 43 3 85RoWaMiVe.429
5330.2405 0.010234177 b^3Sigmag- 1 30 3 a^3Piu 1 30 3 79AmChMa.509
5330.248 0.007 b^3Sigmag- 1 30 3 a^3Piu 1 30 3 15ChKaBeTa.1762
5330.6758 0.007 b^3Sigmag- 1 45 2 a^3Piu 1 44 2 15ChKaBeTa.1773
5331.3291 0.0015 Bp^1Sigmag+ 0 10 1 A^1Piu 1 10 1 88DoNiBeb.624
5331.4724 0.0055 b^3Sigmag- 1 21 2 a^3Piu 1 22 2 85RoWaMiVe.272
5331.8252 0.011177629 b^3Sigmag- 1 46 1 a^3Piu 1 45 1 85RoWaMiVe.387
5332.5965 0.0055 b^3Sigmag- 1 31 2 a^3Piu 1 31 2 85RoWaMiVe.338
5332.6034 0.009347800000000002 b^3Sigmag- 1 31 2 a^3Piu 1 31 2 79AmChMa.495
5332.8771 0.0055 b^3Sigmag- 0 46 3 a^3Piu 0 46 3 85RoWaMiVe.154
5332.8772 0.002415203 b^3Sigmag- 0 46 3 a^3Piu 0 46 3 88DaAbSa.241
5332.8797 0.0045 b^3Sigmag- 0 46 3 a^3Piu 0 46 3 79AmChMa.225
5333.5562 0.0055 b^3Sigmag- 1 32 1 a^3Piu 1 32 1 85RoWaMiVe.316
5333.5584 0.0045 b^3Sigmag- 1 32 1 a^3Piu 1 32 1 79AmChMa.483
5333.8347 0.0015 Bp^1Sigmag+ 0 2 1 A^1Piu 1 3 1 88DoNiBeb.605
5333.9249 0.007 b^3Sigmag- 1 22 1 a^3Piu 1 23 1 15ChKaBeTa.1728
5334.6767 0.0055 b^3Sigmag- 0 47 2 a^3Piu 0 47 2 85RoWaMiVe.126
5334.6773 0.002 b^3Sigmag- 0 47 2 a^3Piu 0 47 2 88DaAbSa.125
5334.6783 0.00131 b^3Sigmag- 0 47 2 a^3Piu 0 47 2 79AmChMa.200
5335.009 0.0055 b^3Sigmag- 0 48 1 a^3Piu 0 48 1 85RoWaMiVe.103
5335.0097 0.002214982 b^3Sigmag- 0 48 1 a^3Piu 0 48 1 88DaAbSa.213
5335.0118 0.0045 b^3Sigmag- 0 48 1 a^3Piu 0 48 1 79AmChMa.173
5335.7322 0.0015 Bp^1Sigmag+ 0 8 1 A^1Piu 1 8 1 88DoNiBeb.623
5336.543 0.004977195 B^1Deltag 6 12 1 A^1Piu 4 12 1 16ChKaBeTa.329
5339.2097 0.0015 Bp^1Sigmag+ 0 6 1 A^1Piu 1 6 1 88DoNiBeb.622
5340.8905 0.00355178 Bp^1Sigmag+ 0 0 1 A^1Piu 1 1 1 88DoNiBeb.604
5341.0138 0.006641012 B^1Deltag 6 11 1 A^1Piu 4 11 1 16ChKaBeTa.330
5341.758 0.0015 Bp^1Sigmag+ 0 4 1 A^1Piu 1 4 1 88DoNiBeb.621
5343.3805 0.0015 Bp^1Sigmag+ 0 2 1 A^1Piu 1 2 1 88DoNiBeb.620
5345.0915 0.006812131 B^1Deltag 6 10 1 A^1Piu 4 10 1 16ChKaBeTa.331
5345.0974 0.00341 Bp^1Sigmag+ 0 26 1 A^1Piu 1 25 1 88DoNiBeb.603
5346.3007 0.007 b^3Sigmag- 1 28 3 a^3Piu 1 28 3 15ChKaBeTa.1761
5346.3102 0.015653 b^3Sigmag- 1 28 3 a^3Piu 1 28 3 79AmChMa.508
5346.807 0.0055 b^3Sigmag- 1 18 3 a^3Piu 1 19 3 85RoWaMiVe.291
5347.3714 0.0055 b^3Sigmag- 1 42 3 a^3Piu 1 41 3 85RoWaMiVe.428
5348.1455 0.0105622 b^3Sigmag- 1 43 2 a^3Piu 1 42 2 85RoWaMiVe.408
5348.6519 0.0055 b^3Sigmag- 0 34 3 a^3Piu 0 35 3 85RoWaMiVe.68
5348.6529 0.002653019 b^3Sigmag- 0 34 3 a^3Piu 0 35 3 88DaAbSa.71
5348.7477 0.010564192 b^3Sigmag- 1 29 2 a^3Piu 1 29 2 85RoWaMiVe.337
5348.8992 0.037 b^3Sigmag- 0 58 3 a^3Piu 0 57 3 85RoWaMiVe.241
5349.3094 0.010371911 b^3Sigmag- 0 59 2 a^3Piu 0 58 2 85RoWaMiVe.212
5349.6211 0.0055 b^3Sigmag- 0 35 2 a^3Piu 0 36 2 85RoWaMiVe.35
5349.6213 0.003716887 b^3Sigmag- 0 35 2 a^3Piu 0 36 2 88DaAbSa.152
5349.6251 0.0045 b^3Sigmag- 0 35 2 a^3Piu 0 36 2 79AmChMa.45
5349.8353 0.0101904 b^3Sigmag- 1 30 1 a^3Piu 1 30 1 85RoWaMiVe.315
5349.8449 0.019003600000000002 b^3Sigmag- 1 30 1 a^3Piu 1 30 1 79AmChMa.482
5350.147 0.0071566 b^3Sigmag- 0 60 1 a^3Piu 0 59 1 85RoWaMiVe.185
5350.1516 0.002 b^3Sigmag- 0 60 1 a^3Piu 0 59 1 88DaAbSa.55
5350.6314 0.0015 Bp^1Sigmag+ 0 24 1 A^1Piu 1 23 1 88DoNiBeb.602
5351.0999 0.007437502 b^3Sigmag- 0 36 1 a^3Piu 0 37 1 88DaAbSa.17
5351.1001 0.007227502 b^3Sigmag- 0 36 1 a^3Piu 0 37 1 85RoWaMiVe.11
5351.1073 0.0045 b^3Sigmag- 0 36 1 a^3Piu 0 37 1 79AmChMa.16
5351.4343 0.0055 b^3Sigmag- 1 20 1 a^3Piu 1 21 1 85RoWaMiVe.253
5352.1454 0.005744514 B^1Deltag 6 8 1 A^1Piu 4 8 1 16ChKaBeTa.332
5354.4885 0.0015 Bp^1Sigmag+ 0 4 1 A^1Piu 1 3 1 88DoNiBeb.592
5355.1249 0.003 B^1Deltag 6 7 1 A^1Piu 4 7 1 16ChKaBeTa.333
5355.2292 0.00112 Bp^1Sigmag+ 0 22 1 A^1Piu 1 21 1 88DoNiBeb.601
5357.4374 0.0055 b^3Sigmag- 0 44 3 a^3Piu 0 44 3 85RoWaMiVe.153
5357.4384 0.002 b^3Sigmag- 0 44 3 a^3Piu 0 44 3 88DaAbSa.240
5357.439 0.0045 b^3Sigmag- 0 44 3 a^3Piu 0 44 3 79AmChMa.224
5357.7117 0.003 B^1Deltag 6 6 1 A^1Piu 4 6 1 16ChKaBeTa.334
5358.3045 0.0015 Bp^1Sigmag+ 0 6 1 A^1Piu 1 5 1 88DoNiBeb.593
5358.8915 0.0015 Bp^1Sigmag+ 0 20 1 A^1Piu 1 19 1 88DoNiBeb.600
5359.2869 0.0055 b^3Sigmag- 0 45 2 a^3Piu 0 45 2 85RoWaMiVe.125
5359.287 0.0045 b^3Sigmag- 0 45 2 a^3Piu 0 45 2 79AmChMa.199
5359.2874 0.002 b^3Sigmag- 0 45 2 a^3Piu 0 45 2 88DaAbSa.124
5359.6577 0.002178699 b^3Sigmag- 0 46 1 a^3Piu 0 46 1 88DaAbSa.212
5359.6584 0.0055 b^3Sigmag- 0 46 1 a^3Piu 0 46 1 85RoWaMiVe.102
5359.6622 0.006299700000000001 b^3Sigmag- 0 46 1 a^3Piu 0 46 1 79AmChMa.172
5359.9451 0.003 B^1Deltag 6 5 1 A^1Piu 4 5 1 16ChKaBeTa.335
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5361.2759 0.0045 b^3Sigmag- 1 26 3 a^3Piu 1 26 3 79AmChMa.507
5361.2842 0.008834357 b^3Sigmag- 1 26 3 a^3Piu 1 26 3 85RoWaMiVe.358
5361.6154 0.0015 Bp^1Sigmag+ 0 18 1 A^1Piu 1 17 1 88DoNiBeb.599
5361.7978 0.003 B^1Deltag 6 4 1 A^1Piu 4 4 1 16ChKaBeTa.336
5362.7951 0.0055 b^3Sigmag- 1 16 3 a^3Piu 1 17 3 85RoWaMiVe.290
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5363.2867 0.011037796 B^1Deltag 6 3 1 A^1Piu 4 3 1 16ChKaBeTa.337
5363.4009 0.002412038 Bp^1Sigmag+ 0 16 1 A^1Piu 1 15 1 88DoNiBeb.598
5363.6976 0.022622835 b^3Sigmag- 1 40 3 a^3Piu 1 39 3 85RoWaMiVe.427
5363.8496 0.0090442 b^3Sigmag- 1 27 2 a^3Piu 1 27 2 85RoWaMiVe.336
5364.1631 0.0015 Bp^1Sigmag+ 0 12 1 A^1Piu 1 11 1 88DoNiBeb.596
5364.2515 0.0015 Bp^1Sigmag+ 0 14 1 A^1Piu 1 13 1 88DoNiBeb.597
5364.391 0.022339503 B^1Deltag 6 2 1 A^1Piu 4 2 1 16ChKaBeTa.338
5364.5304 0.008025693 b^3Sigmag- 1 41 2 a^3Piu 1 40 2 85RoWaMiVe.407
5364.9358 0.0055 b^3Sigmag- 1 17 2 a^3Piu 1 18 2 85RoWaMiVe.271
5365.0747 0.019802200000000002 b^3Sigmag- 1 28 1 a^3Piu 1 28 1 85RoWaMiVe.314
5365.0825 0.012 b^3Sigmag- 1 28 1 a^3Piu 1 28 1 79AmChMa.481
5365.7093 0.005523126 b^3Sigmag- 1 42 1 a^3Piu 1 41 1 85RoWaMiVe.386
5367.0457 0.003 B^1Deltag 6 15 1 A^1Piu 4 14 1 16ChKaBeTa.339
5367.9294 0.019615708 b^3Sigmag- 1 18 1 a^3Piu 1 19 1 85RoWaMiVe.252
5369.5796 0.003324232 B^1Deltag 6 14 1 A^1Piu 4 13 1 16ChKaBeTa.340
5371.6865 0.006232669 B^1Deltag 6 13 1 A^1Piu 4 12 1 16ChKaBeTa.341
5372.5102 0.021482539 B^1Deltag 6 3 1 A^1Piu 4 2 1 16ChKaBeTa.342
5373.2572 0.0045 b^3Sigmag- 0 32 3 a^3Piu 0 33 3 79AmChMa.69
5373.2608 0.003554416 b^3Sigmag- 0 32 3 a^3Piu 0 33 3 88DaAbSa.70
5373.2611 0.0055 b^3Sigmag- 0 32 3 a^3Piu 0 33 3 85RoWaMiVe.67
5373.8115 0.0055 b^3Sigmag- 0 56 3 a^3Piu 0 55 3 85RoWaMiVe.240
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5373.9936 0.007 b^3Sigmag- 0 25 2 a^3Piu 0 26 3 15ChKaBeTa.1678
5374.1167 0.003874496 B^1Deltag 6 4 1 A^1Piu 4 3 1 16ChKaBeTa.343
5374.2577 0.0055 b^3Sigmag- 0 57 2 a^3Piu 0 56 2 85RoWaMiVe.211
5374.3053 0.0055 b^3Sigmag- 0 33 2 a^3Piu 0 34 2 85RoWaMiVe.34
5374.3062 0.002 b^3Sigmag- 0 33 2 a^3Piu 0 34 2 88DaAbSa.151
5374.8346 0.003523018 B^1Deltag 6 11 1 A^1Piu 4 10 1 16ChKaBeTa.344
5375.1373 0.015725792 b^3Sigmag- 0 58 1 a^3Piu 0 57 1 85RoWaMiVe.184
5375.1924 0.0055 b^3Sigmag- 1 24 3 a^3Piu 1 24 3 85RoWaMiVe.357
5375.334 0.003 B^1Deltag 6 5 1 A^1Piu 4 4 1 16ChKaBeTa.345
5375.8719 0.007125838 B^1Deltag 6 10 1 A^1Piu 4 9 1 16ChKaBeTa.346
5375.8749 0.002 b^3Sigmag- 0 34 1 a^3Piu 0 35 1 88DaAbSa.16
5375.8754 0.0045 b^3Sigmag- 0 34 1 a^3Piu 0 35 1 79AmChMa.15
5375.8754 0.0055 b^3Sigmag- 0 34 1 a^3Piu 0 35 1 85RoWaMiVe.10
5376.2489 0.00977851 b^3Sigmag- 0 26 1 a^3Piu 0 27 2 15ChKaBeTa.1671
5376.4908 0.003 B^1Deltag 6 9 1 A^1Piu 4 8 1 16ChKaBeTa.347
5376.6647 0.008279061 B^1Deltag 6 7 1 A^1Piu 4 6 1 16ChKaBeTa.348
5376.7696 0.003 B^1Deltag 6 8 1 A^1Piu 4 7 1 16ChKaBeTa.349
5377.6737 0.0324115 b^3Sigmag- 1 14 3 a^3Piu 1 15 3 85RoWaMiVe.289
5377.8879 0.0055 b^3Sigmag- 1 25 2 a^3Piu 1 25 2 85RoWaMiVe.335
5378.9437 0.0055 b^3Sigmag- 1 38 3 a^3Piu 1 37 3 85RoWaMiVe.426
5379.2791 0.0055 b^3Sigmag- 1 26 1 a^3Piu 1 26 1 85RoWaMiVe.313
5379.8463 0.0055 b^3Sigmag- 1 39 2 a^3Piu 1 38 2 85RoWaMiVe.406
5380.0691 0.0055 b^3Sigmag- 1 15 2 a^3Piu 1 16 2 85RoWaMiVe.270
5380.945 0.002 b^3Sigmag- 0 42 3 a^3Piu 0 42 3 79AmChMa.223
5380.948 0.002 b^3Sigmag- 0 42 3 a^3Piu 0 42 3 88DaAbSa.239
5380.9486 0.0055 b^3Sigmag- 0 42 3 a^3Piu 0 42 3 85RoWaMiVe.152
5381.487 0.009604099999999999 b^3Sigmag- 1 40 1 a^3Piu 1 39 1 85RoWaMiVe.385
5382.8504 0.0055 b^3Sigmag- 0 43 2 a^3Piu 0 43 2 85RoWaMiVe.124
5382.8513 0.002 b^3Sigmag- 0 43 2 a^3Piu 0 43 2 88DaAbSa.123
5382.8525 0.0045 b^3Sigmag- 0 43 2 a^3Piu 0 43 2 79AmChMa.198
5383.2689 0.0087054 b^3Sigmag- 0 44 1 a^3Piu 0 44 1 79AmChMa.171
5383.2752 0.002 b^3Sigmag- 0 44 1 a^3Piu 0 44 1 88DaAbSa.211
5383.2765 0.0055 b^3Sigmag- 0 44 1 a^3Piu 0 44 1 85RoWaMiVe.101
5383.4238 0.0055 b^3Sigmag- 1 16 1 a^3Piu 1 17 1 85RoWaMiVe.251
5388.0164 0.007013698 b^3Sigmag- 1 22 3 a^3Piu 1 22 3 85RoWaMiVe.356
5390.8636 0.005860079 b^3Sigmag- 1 23 2 a^3Piu 1 23 2 85RoWaMiVe.334
5391.4236 0.007144500000000001 b^3Sigmag- 1 12 3 a^3Piu 1 13 3 85RoWaMiVe.288
5392.4501 0.0055 b^3Sigmag- 1 24 1 a^3Piu 1 24 1 85RoWaMiVe.312
5393.1146 0.0055 b^3Sigmag- 1 36 3 a^3Piu 1 35 3 85RoWaMiVe.425
5394.0853 0.009277391 b^3Sigmag- 1 37 2 a^3Piu 1 36 2 85RoWaMiVe.405
5394.1261 0.005750459 b^3Sigmag- 1 13 2 a^3Piu 1 14 2 85RoWaMiVe.269
5395.6207 0.0055 b^3Sigmag- 1 38 1 a^3Piu 1 37 1 85RoWaMiVe.384
5396.823 0.0055 b^3Sigmag- 0 30 3 a^3Piu 0 31 3 85RoWaMiVe.66
5396.8234 0.002 b^3Sigmag- 0 30 3 a^3Piu 0 31 3 88DaAbSa.69
5397.649 0.0045 b^3Sigmag- 0 54 3 a^3Piu 0 53 3 79AmChMa.151
5397.655 0.006082942 b^3Sigmag- 0 54 3 a^3Piu 0 53 3 85RoWaMiVe.239
5397.6574 0.008602942 b^3Sigmag- 0 54 3 a^3Piu 0 53 3 88DaAbSa.101
5397.9506 0.002 b^3Sigmag- 0 31 2 a^3Piu 0 32 2 88DaAbSa.150
5397.9513 0.0055 b^3Sigmag- 0 31 2 a^3Piu 0 32 2 85RoWaMiVe.33
5397.9513 0.008206948 b^3Sigmag- 1 14 1 a^3Piu 1 15 1 85RoWaMiVe.250
5397.9521 0.0045 b^3Sigmag- 0 31 2 a^3Piu 0 32 2 79AmChMa.44
5398.147 0.0056705 b^3Sigmag- 0 55 2 a^3Piu 0 54 2 79AmChMa.131
5398.1476 0.0055 b^3Sigmag- 0 55 2 a^3Piu 0 54 2 85RoWaMiVe.210
5399.0554 0.0055 b^3Sigmag- 0 56 1 a^3Piu 0 55 1 85RoWaMiVe.183
5399.0561 0.0045 b^3Sigmag- 0 56 1 a^3Piu 0 55 1 79AmChMa.108
5399.0566 0.002 b^3Sigmag- 0 56 1 a^3Piu 0 55 1 88DaAbSa.54
5399.6234 0.0055 b^3Sigmag- 0 32 1 a^3Piu 0 33 1 85RoWaMiVe.9
5399.6238 0.002 b^3Sigmag- 0 32 1 a^3Piu 0 33 1 88DaAbSa.15
5399.624 0.0045 b^3Sigmag- 0 32 1 a^3Piu 0 33 1 79AmChMa.14
5399.6708 0.009096076 b^3Sigmag- 0 23 2 a^3Piu 0 24 3 15ChKaBeTa.1677
5399.7549 0.0055 b^3Sigmag- 1 20 3 a^3Piu 1 20 3 85RoWaMiVe.355
5402.0508 0.012687658 b^3Sigmag- 0 24 1 a^3Piu 0 25 2 15ChKaBeTa.1670
5402.7758 0.0055 b^3Sigmag- 1 21 2 a^3Piu 1 21 2 85RoWaMiVe.333
5403.4081 0.002 b^3Sigmag- 0 40 3 a^3Piu 0 40 3 88DaAbSa.238
5403.4083 0.0045 b^3Sigmag- 0 40 3 a^3Piu 0 40 3 79AmChMa.222
5403.4085 0.0055 b^3Sigmag- 0 40 3 a^3Piu 0 40 3 85RoWaMiVe.151
5404.0038 0.0055 b^3Sigmag- 1 10 3 a^3Piu 1 11 3 85RoWaMiVe.287
5404.5935 0.0055 b^3Sigmag- 1 22 1 a^3Piu 1 22 1 85RoWaMiVe.311
5405.3647 0.0045 b^3Sigmag- 0 41 2 a^3Piu 0 41 2 79AmChMa.197
5405.3673 0.002 b^3Sigmag- 0 41 2 a^3Piu 0 41 2 88DaAbSa.122
5405.3679 0.0055 b^3Sigmag- 0 41 2 a^3Piu 0 41 2 85RoWaMiVe.123
5405.8539 0.002 b^3Sigmag- 0 42 1 a^3Piu 0 42 1 88DaAbSa.210
5405.8549 0.00111 b^3Sigmag- 0 42 1 a^3Piu 0 42 1 79AmChMa.170
5406.1999 0.0055 b^3Sigmag- 1 34 3 a^3Piu 1 33 3 85RoWaMiVe.424
5407.0945 0.007 b^3Sigmag- 1 11 2 a^3Piu 1 12 2 15ChKaBeTa.1736
5407.25 0.010229128 b^3Sigmag- 1 35 2 a^3Piu 1 34 2 85RoWaMiVe.404
5408.8477 0.0071225 b^3Sigmag- 1 36 1 a^3Piu 1 35 1 85RoWaMiVe.383
5410.3937 0.006947600000000001 b^3Sigmag- 1 18 3 a^3Piu 1 18 3 85RoWaMiVe.354
5411.5106 0.0055 b^3Sigmag- 1 12 1 a^3Piu 1 13 1 85RoWaMiVe.249
5413.6191 0.0055 b^3Sigmag- 1 19 2 a^3Piu 1 19 2 85RoWaMiVe.332
5415.3648 0.007 b^3Sigmag- 1 8 3 a^3Piu 1 9 3 15ChKaBeTa.1739
5415.7167 0.0055 b^3Sigmag- 1 20 1 a^3Piu 1 20 1 85RoWaMiVe.310
5418.2006 0.0055 b^3Sigmag- 1 32 3 a^3Piu 1 31 3 85RoWaMiVe.423
5418.9574 0.007 b^3Sigmag- 1 9 2 a^3Piu 1 10 2 15ChKaBeTa.1735
5419.334 0.002 b^3Sigmag- 0 28 3 a^3Piu 0 29 3 88DaAbSa.68
5419.3342 0.0055 b^3Sigmag- 1 33 2 a^3Piu 1 32 2 85RoWaMiVe.403
5419.3343 0.0055 b^3Sigmag- 0 28 3 a^3Piu 0 29 3 85RoWaMiVe.65
5419.3352 0.0045 b^3Sigmag- 0 28 3 a^3Piu 0 29 3 79AmChMa.68
5419.9198 0.0055 b^3Sigmag- 1 16 3 a^3Piu 1 16 3 85RoWaMiVe.353
5420.3668 0.007876586 b^3Sigmag- 0 30 1 a^3Piu 0 30 2 15ChKaBeTa.1682
5420.425 0.0045 b^3Sigmag- 0 52 3 a^3Piu 0 51 3 79AmChMa.150
5420.4252 0.0026004000000000005 b^3Sigmag- 0 52 3 a^3Piu 0 51 3 88DaAbSa.100
5420.4294 0.0055 b^3Sigmag- 0 52 3 a^3Piu 0 51 3 85RoWaMiVe.238
5420.5572 0.002423254 b^3Sigmag- 0 29 2 a^3Piu 0 30 2 88DaAbSa.149
5420.5575 0.0055 b^3Sigmag- 0 29 2 a^3Piu 0 30 2 85RoWaMiVe.32
5420.5623 0.0056562 b^3Sigmag- 0 29 2 a^3Piu 0 30 2 79AmChMa.43
5420.9599 0.002891756 b^3Sigmag- 0 53 2 a^3Piu 0 52 2 88DaAbSa.189
5420.9626 0.0055 b^3Sigmag- 0 53 2 a^3Piu 0 52 2 85RoWaMiVe.209
5420.9635 0.0045 b^3Sigmag- 0 53 2 a^3Piu 0 52 2 79AmChMa.130
5421.0247 0.0055 b^3Sigmag- 1 34 1 a^3Piu 1 33 1 85RoWaMiVe.382
5421.68 0.003 B^1Deltag 5 31 1 A^1Piu 3 31 1 16ChKaBeTa.350
5421.8933 0.0045 b^3Sigmag- 0 54 1 a^3Piu 0 53 1 79AmChMa.107
5421.8933 0.0055 b^3Sigmag- 0 54 1 a^3Piu 0 53 1 85RoWaMiVe.182
5422.3438 0.006388125 b^3Sigmag- 0 30 1 a^3Piu 0 31 1 85RoWaMiVe.8
5422.3441 0.006 b^3Sigmag- 0 30 1 a^3Piu 0 31 1 88DaAbSa.14
5422.3503 0.0118976 b^3Sigmag- 0 30 1 a^3Piu 0 31 1 79AmChMa.13
5423.3903 0.00702923 b^3Sigmag- 1 17 2 a^3Piu 1 17 2 85RoWaMiVe.331
5424.178 0.009849400000000001 b^3Sigmag- 1 10 1 a^3Piu 1 11 1 85RoWaMiVe.248
5424.8127 0.0055 b^3Sigmag- 0 38 3 a^3Piu 0 38 3 85RoWaMiVe.150
5424.8128 0.002 b^3Sigmag- 0 38 3 a^3Piu 0 38 3 88DaAbSa.237
5424.814 0.0045 b^3Sigmag- 0 38 3 a^3Piu 0 38 3 79AmChMa.221
5425.4172 0.007 b^3Sigmag- 1 6 3 a^3Piu 1 7 3 15ChKaBeTa.1738
5425.8274 0.025441102 b^3Sigmag- 1 18 1 a^3Piu 1 18 1 15ChKaBeTa.1748
5426.8282 0.007 b^3Sigmag- 0 22 1 a^3Piu 0 23 2 15ChKaBeTa.1669
5426.8325 0.0045 b^3Sigmag- 0 39 2 a^3Piu 0 39 2 79AmChMa.196
5426.8349 0.002313758 b^3Sigmag- 0 39 2 a^3Piu 0 39 2 88DaAbSa.121
5426.8352 0.0055 b^3Sigmag- 0 39 2 a^3Piu 0 39 2 85RoWaMiVe.122
5427.39 0.0055 b^3Sigmag- 0 40 1 a^3Piu 0 40 1 85RoWaMiVe.100
5427.3905 0.002 b^3Sigmag- 0 40 1 a^3Piu 0 40 1 88DaAbSa.209
5427.3913 0.0045 b^3Sigmag- 0 40 1 a^3Piu 0 40 1 79AmChMa.169
5428.3149 0.0055 b^3Sigmag- 1 14 3 a^3Piu 1 14 3 85RoWaMiVe.352
5429.1132 0.0098571 b^3Sigmag- 1 30 3 a^3Piu 1 29 3 85RoWaMiVe.422
5429.6844 0.007 b^3Sigmag- 1 7 2 a^3Piu 1 8 2 15ChKaBeTa.1734
5430.3399 0.0055 b^3Sigmag- 1 31 2 a^3Piu 1 30 2 85RoWaMiVe.402
5432.0801 0.0055 b^3Sigmag- 1 15 2 a^3Piu 1 15 2 85RoWaMiVe.330
5432.1407 0.0086493 b^3Sigmag- 1 32 1 a^3Piu 1 31 1 85RoWaMiVe.381
5433.0144 0.009783058 B^1Deltag 5 30 1 A^1Piu 3 30 1 16ChKaBeTa.351
5433.9933 0.0100056 b^3Sigmag- 1 4 3 a^3Piu 1 5 3 15ChKaBeTa.1737
5434.9507 0.007 b^3Sigmag- 1 16 1 a^3Piu 1 16 1 15ChKaBeTa.1747
5435.5472 0.007 b^3Sigmag- 1 12 3 a^3Piu 1 12 3 15ChKaBeTa.1760
5436.003 0.007 b^3Sigmag- 1 8 1 a^3Piu 1 9 1 15ChKaBeTa.1727
5438.936 0.0055 b^3Sigmag- 1 28 3 a^3Piu 1 27 3 85RoWaMiVe.421
5439.2352 0.007 b^3Sigmag- 1 5 2 a^3Piu 1 6 2 15ChKaBeTa.1733
5439.6812 0.0055 b^3Sigmag- 1 13 2 a^3Piu 1 13 2 85RoWaMiVe.329
5440.2712 0.0055 b^3Sigmag- 1 29 2 a^3Piu 1 28 2 85RoWaMiVe.401
5440.7907 0.0055 b^3Sigmag- 0 26 3 a^3Piu 0 27 3 85RoWaMiVe.64
5440.7911 0.002 b^3Sigmag- 0 26 3 a^3Piu 0 27 3 88DaAbSa.67
5441.5767 0.044251900000000004 b^3Sigmag- 1 10 3 a^3Piu 1 10 3 15ChKaBeTa.1759
5441.9314 0.007 b^3Sigmag- 0 28 1 a^3Piu 0 28 2 15ChKaBeTa.1681
5442.1159 0.007 b^3Sigmag- 0 27 2 a^3Piu 0 28 2 15ChKaBeTa.1632
5442.1195 0.002 b^3Sigmag- 0 27 2 a^3Piu 0 28 2 88DaAbSa.148
5442.1195 0.012960292 b^3Sigmag- 0 50 3 a^3Piu 0 49 3 88DaAbSa.99
5442.2004 0.0055 b^3Sigmag- 1 30 1 a^3Piu 1 29 1 85RoWaMiVe.380
5442.7054 0.0045 b^3Sigmag- 0 51 2 a^3Piu 0 50 2 79AmChMa.129
5442.7056 0.002 b^3Sigmag- 0 51 2 a^3Piu 0 50 2 88DaAbSa.188
5442.7063 0.0055 b^3Sigmag- 0 51 2 a^3Piu 0 50 2 85RoWaMiVe.208
5443.0977 0.007 b^3Sigmag- 1 14 1 a^3Piu 1 14 1 15ChKaBeTa.1746
5443.687 0.0055 b^3Sigmag- 0 52 1 a^3Piu 0 51 1 85RoWaMiVe.181
5443.6871 0.0045 b^3Sigmag- 0 52 1 a^3Piu 0 51 1 79AmChMa.106
5444.0352 0.0055 b^3Sigmag- 0 28 1 a^3Piu 0 29 1 85RoWaMiVe.7
5444.0355 0.003706664 b^3Sigmag- 0 28 1 a^3Piu 0 29 1 88DaAbSa.13
5444.0395 0.005881700000000001 b^3Sigmag- 0 28 1 a^3Piu 0 29 1 79AmChMa.12
5445.1608 0.0055 b^3Sigmag- 0 36 3 a^3Piu 0 36 3 85RoWaMiVe.149
5445.161 0.002 b^3Sigmag- 0 36 3 a^3Piu 0 36 3 88DaAbSa.236
5446.1726 0.007 b^3Sigmag- 1 11 2 a^3Piu 1 11 2 15ChKaBeTa.1754
5446.3264 0.007 b^3Sigmag- 1 8 3 a^3Piu 1 8 3 15ChKaBeTa.1758
5447.1366 0.007 b^3Sigmag- 1 6 1 a^3Piu 1 7 1 15ChKaBeTa.1726
5447.2516 0.0055 b^3Sigmag- 0 37 2 a^3Piu 0 37 2 85RoWaMiVe.121
5447.2519 0.003633689 b^3Sigmag- 0 37 2 a^3Piu 0 37 2 88DaAbSa.120
5447.2552 0.0045 b^3Sigmag- 0 37 2 a^3Piu 0 37 2 79AmChMa.195
5447.5677 0.010327900000000001 b^3Sigmag- 1 3 2 a^3Piu 1 4 2 15ChKaBeTa.1732
5447.6688 0.008067577 b^3Sigmag- 1 26 3 a^3Piu 1 25 3 85RoWaMiVe.420
5447.8404 0.007 b^3Sigmag- 0 19 2 a^3Piu 0 20 3 15ChKaBeTa.1676
5447.8835 0.002 b^3Sigmag- 0 38 1 a^3Piu 0 38 1 88DaAbSa.208
5447.8839 0.0055 b^3Sigmag- 0 38 1 a^3Piu 0 38 1 85RoWaMiVe.99
5447.8864 0.00221 b^3Sigmag- 0 38 1 a^3Piu 0 38 1 79AmChMa.168
5449.1213 0.006010948 b^3Sigmag- 1 27 2 a^3Piu 1 26 2 85RoWaMiVe.400
5449.6683 0.007 b^3Sigmag- 1 6 3 a^3Piu 1 6 3 15ChKaBeTa.1757
5450.3169 0.007 b^3Sigmag- 1 12 1 a^3Piu 1 12 1 15ChKaBeTa.1745
5450.5476 0.014651758 b^3Sigmag- 0 20 1 a^3Piu 0 21 2 15ChKaBeTa.1668
5450.9414 0.007 b^3Sigmag- 1 2 3 a^3Piu 1 2 3 15ChKaBeTa.1755
5451.1967 0.0055 b^3Sigmag- 1 28 1 a^3Piu 1 27 1 85RoWaMiVe.379
5451.3686 0.015516600000000002 b^3Sigmag- 1 4 3 a^3Piu 1 4 3 15ChKaBeTa.1756
5451.5303 0.007 b^3Sigmag- 1 9 2 a^3Piu 1 9 2 15ChKaBeTa.1753
5454.732 0.0101464 b^3Sigmag- 1 1 2 a^3Piu 1 2 2 15ChKaBeTa.1731
5454.9292 0.003 B^1Deltag 5 28 1 A^1Piu 3 28 1 16ChKaBeTa.352
5455.3039 0.0055 b^3Sigmag- 1 24 3 a^3Piu 1 23 3 85RoWaMiVe.419
5455.7164 0.007 b^3Sigmag- 1 7 2 a^3Piu 1 7 2 15ChKaBeTa.1752
5456.6654 0.007 b^3Sigmag- 1 10 1 a^3Piu 1 10 1 15ChKaBeTa.1744
5456.8922 0.0055 b^3Sigmag- 1 25 2 a^3Piu 1 24 2 85RoWaMiVe.399
5457.7904 0.007 b^3Sigmag- 1 4 1 a^3Piu 1 5 1 15ChKaBeTa.1725
5458.667 0.007 b^3Sigmag- 1 5 2 a^3Piu 1 5 2 15ChKaBeTa.1751
5459.1412 0.0055 b^3Sigmag- 1 26 1 a^3Piu 1 25 1 85RoWaMiVe.378
5459.8543 0.010337800000000001 b^3Sigmag- 1 2 3 a^3Piu 1 1 3 15ChKaBeTa.1776
5460.3522 0.025484800000000002 b^3Sigmag- 1 3 2 a^3Piu 1 3 2 15ChKaBeTa.1750
5461.1869 0.002 b^3Sigmag- 0 24 3 a^3Piu 0 25 3 88DaAbSa.66
5461.187 0.0055 b^3Sigmag- 0 24 3 a^3Piu 0 25 3 85RoWaMiVe.63
5461.1931 0.0082313 b^3Sigmag- 0 24 3 a^3Piu 0 25 3 79AmChMa.67
5461.84 0.0095678 b^3Sigmag- 1 22 3 a^3Piu 1 21 3 85RoWaMiVe.418
5462.2439 0.007 b^3Sigmag- 1 8 1 a^3Piu 1 8 1 15ChKaBeTa.1743
5462.4459 0.009306055 b^3Sigmag- 0 26 1 a^3Piu 0 26 2 88DaAbSa.344
5462.6327 0.002 b^3Sigmag- 0 25 2 a^3Piu 0 26 2 88DaAbSa.147
5462.6327 0.0055 b^3Sigmag- 0 25 2 a^3Piu 0 26 2 85RoWaMiVe.31
5462.7556 0.004 b^3Sigmag- 0 48 3 a^3Piu 0 47 3 88DaAbSa.98
5462.7564 0.0055 b^3Sigmag- 0 48 3 a^3Piu 0 47 3 85RoWaMiVe.237
5462.7596 0.0045 b^3Sigmag- 0 48 3 a^3Piu 0 47 3 79AmChMa.149
5463.3743 0.0045 b^3Sigmag- 0 49 2 a^3Piu 0 48 2 79AmChMa.128
5463.3763 0.0055 b^3Sigmag- 0 49 2 a^3Piu 0 48 2 85RoWaMiVe.207
5463.3782 0.003891809 b^3Sigmag- 0 49 2 a^3Piu 0 48 2 88DaAbSa.187
5463.578 0.0055 b^3Sigmag- 1 23 2 a^3Piu 1 22 2 85RoWaMiVe.398
5464.4496 0.004422657 b^3Sigmag- 0 34 3 a^3Piu 0 34 3 88DaAbSa.235
5464.4506 0.0055 b^3Sigmag- 0 34 3 a^3Piu 0 34 3 85RoWaMiVe.148
5464.4547 0.0045 b^3Sigmag- 0 34 3 a^3Piu 0 34 3 79AmChMa.220
5464.5488 0.0045 b^3Sigmag- 0 50 1 a^3Piu 0 49 1 79AmChMa.105
5464.5519 0.0055 b^3Sigmag- 0 50 1 a^3Piu 0 49 1 85RoWaMiVe.180
5464.5524 0.002925016 b^3Sigmag- 0 50 1 a^3Piu 0 49 1 88DaAbSa.53
5464.6988 0.0055 b^3Sigmag- 0 26 1 a^3Piu 0 27 1 85RoWaMiVe.6
5464.6989 0.00447 b^3Sigmag- 0 26 1 a^3Piu 0 27 1 88DaAbSa.12
5464.7035 0.0045 b^3Sigmag- 0 26 1 a^3Piu 0 27 1 79AmChMa.11
5465.4821 0.003 B^1Deltag 5 27 1 A^1Piu 3 27 1 16ChKaBeTa.353
5466.0335 0.007552994 b^3Sigmag- 1 24 1 a^3Piu 1 23 1 85RoWaMiVe.377
5466.6148 0.002 b^3Sigmag- 0 35 2 a^3Piu 0 35 2 88DaAbSa.119
5466.6149 0.0055 b^3Sigmag- 0 35 2 a^3Piu 0 35 2 85RoWaMiVe.120
5466.6156 0.0045 b^3Sigmag- 0 35 2 a^3Piu 0 35 2 79AmChMa.194
5467.2195 0.007 b^3Sigmag- 1 6 1 a^3Piu 1 6 1 15ChKaBeTa.1742
5467.2632 0.0055 b^3Sigmag- 1 20 3 a^3Piu 1 19 3 85RoWaMiVe.417
5467.3338 0.0045 b^3Sigmag- 0 36 1 a^3Piu 0 36 1 79AmChMa.167
5467.334 0.002 b^3Sigmag- 0 36 1 a^3Piu 0 36 1 88DaAbSa.207
5467.3345 0.0055 b^3Sigmag- 0 36 1 a^3Piu 0 36 1 85RoWaMiVe.98
5468.3215 0.007 b^3Sigmag- 1 2 1 a^3Piu 1 3 1 15ChKaBeTa.1724
5469.188 0.0055 b^3Sigmag- 1 21 2 a^3Piu 1 20 2 85RoWaMiVe.397
5469.463 0.009210300000000001 b^3Sigmag- 1 3 2 a^3Piu 1 2 2 15ChKaBeTa.1768
5470.3224 0.0027643000000000004 b^3Sigmag- 0 17 2 a^3Piu 0 18 3 88DaAbSa.377
5471.5735 0.0055 b^3Sigmag- 1 18 3 a^3Piu 1 17 3 85RoWaMiVe.416
5471.8775 0.0087703 b^3Sigmag- 1 4 1 a^3Piu 1 4 1 15ChKaBeTa.1741
5471.8823 0.0055 b^3Sigmag- 1 22 1 a^3Piu 1 21 1 85RoWaMiVe.376
5472.3161 0.0135487 b^3Sigmag- 1 6 3 a^3Piu 1 5 3 15ChKaBeTa.1777
5473.2349 0.004 b^3Sigmag- 0 18 1 a^3Piu 0 19 2 15ChKaBeTa.1667
5473.7092 0.0055 b^3Sigmag- 1 19 2 a^3Piu 1 18 2 85RoWaMiVe.396
5474.0949 0.0165627 b^3Sigmag- 1 5 2 a^3Piu 1 4 2 15ChKaBeTa.1769
5474.7529 0.0271084 b^3Sigmag- 1 16 3 a^3Piu 1 15 3 85RoWaMiVe.415
5475.3773 0.01063859 B^1Deltag 5 26 1 A^1Piu 3 26 1 16ChKaBeTa.354
5475.5117 0.008714200000000002 b^3Sigmag- 1 8 3 a^3Piu 1 7 3 15ChKaBeTa.1778
5476.63 0.0129283 b^3Sigmag- 1 2 1 a^3Piu 1 2 1 15ChKaBeTa.1740
5476.7014 0.0055 b^3Sigmag- 1 20 1 a^3Piu 1 19 1 85RoWaMiVe.375
5476.7674 0.009 b^3Sigmag- 1 14 3 a^3Piu 1 13 3 15ChKaBeTa.1781
5477.1421 0.0055 b^3Sigmag- 1 17 2 a^3Piu 1 16 2 85RoWaMiVe.395
5477.2288 0.007 b^3Sigmag- 1 10 3 a^3Piu 1 9 3 15ChKaBeTa.1779
5477.5517 0.007 b^3Sigmag- 1 7 2 a^3Piu 1 6 2 15ChKaBeTa.1770
5477.6184 0.007 b^3Sigmag- 1 12 3 a^3Piu 1 11 3 15ChKaBeTa.1780
5479.4774 0.0055 b^3Sigmag- 1 15 2 a^3Piu 1 14 2 85RoWaMiVe.394
5479.7779 0.007 b^3Sigmag- 1 9 2 a^3Piu 1 8 2 15ChKaBeTa.1771
5480.5147 0.0055 b^3Sigmag- 0 22 3 a^3Piu 0 23 3 85RoWaMiVe.62
5480.5149 0.002 b^3Sigmag- 0 22 3 a^3Piu 0 23 3 88DaAbSa.65
5480.5158 0.0045 b^3Sigmag- 0 22 3 a^3Piu 0 23 3 79AmChMa.66
5480.6345 0.002 b^3Sigmag- 0 23 2 a^3Piu 0 23 3 88DaAbSa.310
5480.7072 0.0055 b^3Sigmag- 1 13 2 a^3Piu 1 12 2 85RoWaMiVe.393
5480.8148 0.007 b^3Sigmag- 1 11 2 a^3Piu 1 10 2 15ChKaBeTa.1772
5481.9187 0.0048433 b^3Sigmag- 0 24 1 a^3Piu 0 24 2 88DaAbSa.343
5482.096 0.003212172 b^3Sigmag- 0 23 2 a^3Piu 0 24 2 88DaAbSa.146
5482.0961 0.0055 b^3Sigmag- 0 23 2 a^3Piu 0 24 2 85RoWaMiVe.30
5482.0995 0.0045 b^3Sigmag- 0 23 2 a^3Piu 0 24 2 79AmChMa.42
5482.3057 0.00725091 b^3Sigmag- 0 46 3 a^3Piu 0 45 3 85RoWaMiVe.236
5482.306 0.00693591 b^3Sigmag- 0 46 3 a^3Piu 0 45 3 88DaAbSa.97
5482.3127 0.0045 b^3Sigmag- 0 46 3 a^3Piu 0 45 3 79AmChMa.148
5482.6758 0.002 b^3Sigmag- 0 32 3 a^3Piu 0 32 3 88DaAbSa.234
5482.6758 0.0055 b^3Sigmag- 0 32 3 a^3Piu 0 32 3 85RoWaMiVe.147
5482.6767 0.0045 b^3Sigmag- 0 32 3 a^3Piu 0 32 3 79AmChMa.219
5482.9681 0.002 b^3Sigmag- 0 47 2 a^3Piu 0 46 2 88DaAbSa.186
5482.9684 0.0045 b^3Sigmag- 0 47 2 a^3Piu 0 46 2 79AmChMa.127
5482.9723 0.0055 b^3Sigmag- 0 47 2 a^3Piu 0 46 2 85RoWaMiVe.206
5483.0495 0.007 b^3Sigmag- 1 4 1 a^3Piu 1 3 1 15ChKaBeTa.1763
5483.294 0.0055 b^3Sigmag- 1 16 1 a^3Piu 1 15 1 85RoWaMiVe.374
5483.3904 0.003548174 B^1Deltag 5 18 1 A^1Piu 3 19 1 16ChKaBeTa.355
5484.1353 0.0055 b^3Sigmag- 0 48 1 a^3Piu 0 47 1 85RoWaMiVe.179
5484.1375 0.0045 b^3Sigmag- 0 48 1 a^3Piu 0 47 1 79AmChMa.104
5484.138 0.002 b^3Sigmag- 0 48 1 a^3Piu 0 47 1 88DaAbSa.52
5484.3351 0.0045 b^3Sigmag- 0 24 1 a^3Piu 0 25 1 79AmChMa.10
5484.3358 0.002 b^3Sigmag- 0 24 1 a^3Piu 0 25 1 88DaAbSa.11
5484.3359 0.0055 b^3Sigmag- 0 24 1 a^3Piu 0 25 1 85RoWaMiVe.5
5484.9237 0.003622843 b^3Sigmag- 0 33 2 a^3Piu 0 33 2 88DaAbSa.118
5484.9239 0.0055 b^3Sigmag- 0 33 2 a^3Piu 0 33 2 85RoWaMiVe.119
5484.9269 0.0045 b^3Sigmag- 0 33 2 a^3Piu 0 33 2 79AmChMa.193
5485.1219 0.00339 b^3Sigmag- 1 14 1 a^3Piu 1 13 1 15ChKaBeTa.1767
5485.167 0.003954799 B^1Deltag 5 25 1 A^1Piu 3 25 1 16ChKaBeTa.356
5485.4459 0.007 b^3Sigmag- 1 8 1 a^3Piu 1 7 1 15ChKaBeTa.1764
5485.7398 0.0045 b^3Sigmag- 0 34 1 a^3Piu 0 34 1 79AmChMa.166
5485.7405 0.002 b^3Sigmag- 0 34 1 a^3Piu 0 34 1 88DaAbSa.206
5485.7406 0.0055 b^3Sigmag- 0 34 1 a^3Piu 0 34 1 85RoWaMiVe.97
5486.0254 0.007 b^3Sigmag- 1 12 1 a^3Piu 1 11 1 15ChKaBeTa.1766
5486.0996 0.016267900000000002 b^3Sigmag- 1 10 1 a^3Piu 1 9 1 15ChKaBeTa.1765
5491.7085 0.002059312 b^3Sigmag- 0 15 2 a^3Piu 0 16 3 88DaAbSa.376
5493.1028 0.003 B^1Deltag 5 17 1 A^1Piu 3 18 1 16ChKaBeTa.357
5494.3303 0.006098884 B^1Deltag 5 24 1 A^1Piu 3 24 1 16ChKaBeTa.358
5494.8652 0.003648287 b^3Sigmag- 0 16 1 a^3Piu 0 17 2 88DaAbSa.262
5498.7708 0.0055 b^3Sigmag- 0 20 3 a^3Piu 0 21 3 85RoWaMiVe.61
5498.7709 0.002 b^3Sigmag- 0 20 3 a^3Piu 0 21 3 88DaAbSa.64
5498.7711 0.0045 b^3Sigmag- 0 20 3 a^3Piu 0 21 3 79AmChMa.65
5498.8988 0.005322522 b^3Sigmag- 0 21 2 a^3Piu 0 21 3 88DaAbSa.309
5499.8361 0.0055 b^3Sigmag- 0 30 3 a^3Piu 0 30 3 85RoWaMiVe.146
5499.8366 0.002 b^3Sigmag- 0 30 3 a^3Piu 0 30 3 88DaAbSa.233
5499.8461 0.011575569 b^3Sigmag- 0 30 3 a^3Piu 0 30 3 79AmChMa.218
5500.326 0.003153676 b^3Sigmag- 0 22 1 a^3Piu 0 22 2 88DaAbSa.342
5500.5052 0.002 b^3Sigmag- 0 21 2 a^3Piu 0 22 2 88DaAbSa.145
5500.5057 0.0045 b^3Sigmag- 0 21 2 a^3Piu 0 22 2 79AmChMa.41
5500.5058 0.0055 b^3Sigmag- 0 21 2 a^3Piu 0 22 2 85RoWaMiVe.29
5500.7767 0.0055 b^3Sigmag- 0 44 3 a^3Piu 0 43 3 85RoWaMiVe.235
5500.7769 0.00229 b^3Sigmag- 0 44 3 a^3Piu 0 43 3 88DaAbSa.96
5500.7797 0.0045 b^3Sigmag- 0 44 3 a^3Piu 0 43 3 79AmChMa.147
5501.4924 0.002 b^3Sigmag- 0 45 2 a^3Piu 0 44 2 88DaAbSa.185
5501.4941 0.0055 b^3Sigmag- 0 45 2 a^3Piu 0 44 2 85RoWaMiVe.205
5502.176 0.002 b^3Sigmag- 0 31 2 a^3Piu 0 31 2 88DaAbSa.117
5502.1761 0.0055 b^3Sigmag- 0 31 2 a^3Piu 0 31 2 85RoWaMiVe.118
5502.177 0.0045 b^3Sigmag- 0 31 2 a^3Piu 0 31 2 79AmChMa.192
5502.5751 0.005419749 B^1Deltag 5 16 1 A^1Piu 3 17 1 16ChKaBeTa.359
5502.6998 0.0055 b^3Sigmag- 0 46 1 a^3Piu 0 45 1 85RoWaMiVe.178
5502.7011 0.0045 b^3Sigmag- 0 46 1 a^3Piu 0 45 1 79AmChMa.103
5502.7033 0.002 b^3Sigmag- 0 46 1 a^3Piu 0 45 1 88DaAbSa.51
5502.9493 0.0055 b^3Sigmag- 0 22 1 a^3Piu 0 23 1 85RoWaMiVe.4
5502.9495 0.002 b^3Sigmag- 0 22 1 a^3Piu 0 23 1 88DaAbSa.10
5502.9542 0.0058124 b^3Sigmag- 0 22 1 a^3Piu 0 23 1 79AmChMa.9
5503.1035 0.002 b^3Sigmag- 0 32 1 a^3Piu 0 32 1 88DaAbSa.205
5503.1035 0.0055 b^3Sigmag- 0 32 1 a^3Piu 0 32 1 85RoWaMiVe.96
5503.1049 0.0045 b^3Sigmag- 0 32 1 a^3Piu 0 32 1 79AmChMa.165
5503.3585 0.004578374 B^1Deltag 5 23 1 A^1Piu 3 23 1 16ChKaBeTa.360
5511.8055 0.005 B^1Deltag 5 22 1 A^1Piu 3 22 1 16ChKaBeTa.361
5511.9821 0.002 b^3Sigmag- 0 13 2 a^3Piu 0 14 3 88DaAbSa.375
5515.4335 0.002419476 b^3Sigmag- 0 14 1 a^3Piu 0 15 2 88DaAbSa.261
5515.9331 0.006340095 b^3Sigmag- 0 28 3 a^3Piu 0 28 3 85RoWaMiVe.145
5515.9349 0.008 b^3Sigmag- 0 28 3 a^3Piu 0 28 3 88DaAbSa.232
5515.9378 0.0045 b^3Sigmag- 0 18 3 a^3Piu 0 19 3 79AmChMa.64
5515.9378 0.011 b^3Sigmag- 0 28 3 a^3Piu 0 28 3 79AmChMa.217
5515.9381 0.0055 b^3Sigmag- 0 18 3 a^3Piu 0 19 3 85RoWaMiVe.60
5516.0646 0.007282 b^3Sigmag- 0 19 2 a^3Piu 0 19 3 88DaAbSa.308
5517.6821 0.004831157 b^3Sigmag- 0 20 1 a^3Piu 0 20 2 88DaAbSa.341
5517.856 0.0055 b^3Sigmag- 0 19 2 a^3Piu 0 20 2 85RoWaMiVe.28
5517.8563 0.002820082 b^3Sigmag- 0 19 2 a^3Piu 0 20 2 88DaAbSa.144
5517.8608 0.005549500000000001 b^3Sigmag- 0 19 2 a^3Piu 0 20 2 79AmChMa.40
5518.1676 0.0055 b^3Sigmag- 0 42 3 a^3Piu 0 41 3 85RoWaMiVe.234
5518.1686 0.002 b^3Sigmag- 0 42 3 a^3Piu 0 41 3 88DaAbSa.95
5518.1706 0.018856447 b^3Sigmag- 0 30 1 a^3Piu 0 29 2 15ChKaBeTa.1704
5518.1707 0.0045 b^3Sigmag- 0 42 3 a^3Piu 0 41 3 79AmChMa.146
5518.3703 0.0055 b^3Sigmag- 0 29 2 a^3Piu 0 29 2 85RoWaMiVe.117
5518.3705 0.003428115 b^3Sigmag- 0 29 2 a^3Piu 0 29 2 88DaAbSa.116
5518.3741 0.0045 b^3Sigmag- 0 29 2 a^3Piu 0 29 2 79AmChMa.191
5518.9391 0.004 b^3Sigmag- 0 43 2 a^3Piu 0 42 2 88DaAbSa.184
5518.9391 0.0055 b^3Sigmag- 0 43 2 a^3Piu 0 42 2 85RoWaMiVe.204
5518.9433 0.0045 b^3Sigmag- 0 43 2 a^3Piu 0 42 2 79AmChMa.126
5519.423 0.0045 b^3Sigmag- 0 30 1 a^3Piu 0 30 1 79AmChMa.164
5519.4232 0.002 b^3Sigmag- 0 30 1 a^3Piu 0 30 1 88DaAbSa.204
5519.4233 0.0055 b^3Sigmag- 0 30 1 a^3Piu 0 30 1 85RoWaMiVe.95
5520.0703 0.0036366000000000002 B^1Deltag 5 21 1 A^1Piu 3 21 1 16ChKaBeTa.362
5520.2005 0.010283595 b^3Sigmag- 0 44 1 a^3Piu 0 43 1 88DaAbSa.50
5520.201 0.009758595 b^3Sigmag- 0 44 1 a^3Piu 0 43 1 85RoWaMiVe.177
5520.2127 0.010507200000000001 b^3Sigmag- 0 44 1 a^3Piu 0 43 1 79AmChMa.102
5520.5432 0.00258461 b^3Sigmag- 0 20 1 a^3Piu 0 21 1 88DaAbSa.9
5520.5432 0.0055 b^3Sigmag- 0 20 1 a^3Piu 0 21 1 85RoWaMiVe.3
5520.5465 0.0045 b^3Sigmag- 0 20 1 a^3Piu 0 21 1 79AmChMa.8
5527.7963 0.003 B^1Deltag 5 20 1 A^1Piu 3 20 1 16ChKaBeTa.363
5528.5413 0.003 B^1Deltag 5 13 1 A^1Piu 3 14 1 16ChKaBeTa.364
5530.9449 0.007 b^3Sigmag- 0 12 1 a^3Piu 0 12 3 15ChKaBeTa.1684
5530.9475 0.002 b^3Sigmag- 0 26 3 a^3Piu 0 26 3 88DaAbSa.231
5530.9476 0.0055 b^3Sigmag- 0 26 3 a^3Piu 0 26 3 85RoWaMiVe.144
5530.9479 0.0045 b^3Sigmag- 0 26 3 a^3Piu 0 26 3 79AmChMa.216
5531.1101 0.002 b^3Sigmag- 0 11 2 a^3Piu 0 12 3 88DaAbSa.374
5532.0187 0.002 b^3Sigmag- 0 16 3 a^3Piu 0 17 3 88DaAbSa.63
5532.0188 0.0055 b^3Sigmag- 0 16 3 a^3Piu 0 17 3 85RoWaMiVe.59
5532.1485 0.002 b^3Sigmag- 0 17 2 a^3Piu 0 17 3 88DaAbSa.307
5533.3169 0.007 b^3Sigmag- 0 28 1 a^3Piu 0 27 2 15ChKaBeTa.1703
5533.5047 0.002 b^3Sigmag- 0 27 2 a^3Piu 0 27 2 88DaAbSa.115
5533.5047 0.0055 b^3Sigmag- 0 27 2 a^3Piu 0 27 2 85RoWaMiVe.116
5533.5051 0.0045 b^3Sigmag- 0 27 2 a^3Piu 0 27 2 79AmChMa.190
5533.9702 0.002 b^3Sigmag- 0 18 1 a^3Piu 0 18 2 88DaAbSa.340
5534.1435 0.0045 b^3Sigmag- 0 17 2 a^3Piu 0 18 2 79AmChMa.39
5534.1435 0.0055 b^3Sigmag- 0 17 2 a^3Piu 0 18 2 85RoWaMiVe.27
5534.1437 0.002 b^3Sigmag- 0 17 2 a^3Piu 0 18 2 88DaAbSa.143
5534.4782 0.002 b^3Sigmag- 0 40 3 a^3Piu 0 39 3 88DaAbSa.94
5534.479 0.0045 b^3Sigmag- 0 40 3 a^3Piu 0 39 3 79AmChMa.145
5534.4806 0.0055 b^3Sigmag- 0 40 3 a^3Piu 0 39 3 85RoWaMiVe.233
5534.7013 0.0045 b^3Sigmag- 0 28 1 a^3Piu 0 28 1 79AmChMa.163
5534.7013 0.0055 b^3Sigmag- 0 28 1 a^3Piu 0 28 1 85RoWaMiVe.94
5534.7019 0.002 b^3Sigmag- 0 28 1 a^3Piu 0 28 1 88DaAbSa.203
5534.8796 0.012592800000000001 b^3Sigmag- 0 27 2 a^3Piu 0 28 1 15ChKaBeTa.1675
5534.9298 0.004095276 b^3Sigmag- 0 12 1 a^3Piu 0 13 2 88DaAbSa.260
5535.3073 0.003 B^1Deltag 5 19 1 A^1Piu 3 19 1 16ChKaBeTa.365
5535.3096 0.0055 b^3Sigmag- 0 41 2 a^3Piu 0 40 2 85RoWaMiVe.203
5535.3101 0.003774137 b^3Sigmag- 0 41 2 a^3Piu 0 40 2 88DaAbSa.183
5535.3137 0.0045 b^3Sigmag- 0 41 2 a^3Piu 0 40 2 79AmChMa.125
5536.5135 0.003 B^1Deltag 5 12 1 A^1Piu 3 13 1 16ChKaBeTa.366
5536.6346 0.0025234000000000003 b^3Sigmag- 0 42 1 a^3Piu 0 41 1 88DaAbSa.49
5536.6351 0.0055 b^3Sigmag- 0 42 1 a^3Piu 0 41 1 85RoWaMiVe.176
5536.6359 0.0045 b^3Sigmag- 0 42 1 a^3Piu 0 41 1 79AmChMa.101
5537.1248 0.0055 b^3Sigmag- 0 18 1 a^3Piu 0 19 1 85RoWaMiVe.2
5537.1258 0.0045 b^3Sigmag- 0 18 1 a^3Piu 0 19 1 79AmChMa.7
5542.2961 0.005 B^1Deltag 5 18 1 A^1Piu 3 18 1 16ChKaBeTa.367
5544.0438 0.003 B^1Deltag 5 11 1 A^1Piu 3 12 1 16ChKaBeTa.368
5544.8887 0.003461774 b^3Sigmag- 0 24 3 a^3Piu 0 24 3 88DaAbSa.230
5544.8887 0.0055 b^3Sigmag- 0 24 3 a^3Piu 0 24 3 85RoWaMiVe.143
5544.8901 0.004931774 b^3Sigmag- 0 24 3 a^3Piu 0 24 3 79AmChMa.215
5546.9838 0.002604998 b^3Sigmag- 0 14 3 a^3Piu 0 15 3 88DaAbSa.62
5546.9838 0.0055 b^3Sigmag- 0 14 3 a^3Piu 0 15 3 85RoWaMiVe.58
5546.9863 0.0045 b^3Sigmag- 0 14 3 a^3Piu 0 15 3 79AmChMa.63
5547.1176 0.002 b^3Sigmag- 0 15 2 a^3Piu 0 15 3 88DaAbSa.306
5547.3895 0.009115121 b^3Sigmag- 0 26 1 a^3Piu 0 25 2 15ChKaBeTa.1702
5547.5768 0.002 b^3Sigmag- 0 25 2 a^3Piu 0 25 2 88DaAbSa.114
5547.5768 0.0055 b^3Sigmag- 0 25 2 a^3Piu 0 25 2 85RoWaMiVe.115
5547.5783 0.0045 b^3Sigmag- 0 25 2 a^3Piu 0 25 2 79AmChMa.189
5548.8768 0.009668219 b^3Sigmag- 0 10 1 a^3Piu 0 10 3 88DaAbSa.382
5548.9409 0.0055 b^3Sigmag- 0 26 1 a^3Piu 0 26 1 85RoWaMiVe.93
5548.941 0.002 b^3Sigmag- 0 26 1 a^3Piu 0 26 1 88DaAbSa.202
5548.9416 0.0045 b^3Sigmag- 0 26 1 a^3Piu 0 26 1 79AmChMa.162
5549.0512 0.0035761000000000005 b^3Sigmag- 0 9 2 a^3Piu 0 10 3 88DaAbSa.373
5549.1283 0.008760969 b^3Sigmag- 0 25 2 a^3Piu 0 26 1 15ChKaBeTa.1674
5549.192 0.003891348 b^3Sigmag- 0 16 1 a^3Piu 0 16 2 88DaAbSa.339
5549.3576 0.0045 b^3Sigmag- 0 15 2 a^3Piu 0 16 2 79AmChMa.38
5549.3615 0.002 b^3Sigmag- 0 15 2 a^3Piu 0 16 2 88DaAbSa.142
5549.3616 0.0055 b^3Sigmag- 0 15 2 a^3Piu 0 16 2 85RoWaMiVe.26
5549.7061 0.005982711 b^3Sigmag- 0 38 3 a^3Piu 0 37 3 88DaAbSa.93
5549.7086 0.008607711 b^3Sigmag- 0 38 3 a^3Piu 0 37 3 79AmChMa.144
5549.7089 0.008922711 b^3Sigmag- 0 38 3 a^3Piu 0 37 3 85RoWaMiVe.232
5550.5996 0.003371086 b^3Sigmag- 0 39 2 a^3Piu 0 38 2 88DaAbSa.182
5550.6022 0.0055 b^3Sigmag- 0 39 2 a^3Piu 0 38 2 85RoWaMiVe.202
5550.6031 0.0045 b^3Sigmag- 0 39 2 a^3Piu 0 38 2 79AmChMa.124
5551.2654 0.003419691 B^1Deltag 5 10 1 A^1Piu 3 11 1 16ChKaBeTa.369
5551.9993 0.011233098 b^3Sigmag- 0 40 1 a^3Piu 0 39 1 88DaAbSa.48
5551.9994 0.011128098 b^3Sigmag- 0 40 1 a^3Piu 0 39 1 85RoWaMiVe.175
5552.0099 0.0127039 b^3Sigmag- 0 40 1 a^3Piu 0 39 1 79AmChMa.100
5552.7064 0.002 b^3Sigmag- 0 16 1 a^3Piu 0 17 1 88DaAbSa.8
5552.7068 0.0055 b^3Sigmag- 0 16 1 a^3Piu 0 17 1 85RoWaMiVe.1
5552.7072 0.0045 b^3Sigmag- 0 16 1 a^3Piu 0 17 1 79AmChMa.6
5553.3266 0.002 b^3Sigmag- 0 10 1 a^3Piu 0 11 2 88DaAbSa.259
5555.3193 0.003 B^1Deltag 5 16 1 A^1Piu 3 16 1 16ChKaBeTa.370
5557.7463 0.0055 b^3Sigmag- 0 22 3 a^3Piu 0 22 3 85RoWaMiVe.142
5557.7465 0.002 b^3Sigmag- 0 22 3 a^3Piu 0 22 3 88DaAbSa.229
5557.7472 0.0045 b^3Sigmag- 0 22 3 a^3Piu 0 22 3 79AmChMa.214
5557.8694 0.002 b^3Sigmag- 0 23 2 a^3Piu 0 22 3 88DaAbSa.368
5560.3964 0.008291438 b^3Sigmag- 0 24 1 a^3Piu 0 23 2 15ChKaBeTa.1701
5560.5849 0.002 b^3Sigmag- 0 23 2 a^3Piu 0 23 2 88DaAbSa.113
5560.5853 0.0055 b^3Sigmag- 0 23 2 a^3Piu 0 23 2 85RoWaMiVe.114
5560.5855 0.0045 b^3Sigmag- 0 23 2 a^3Piu 0 23 2 79AmChMa.188
5560.815 0.0055 b^3Sigmag- 0 12 3 a^3Piu 0 13 3 85RoWaMiVe.57
5560.8154 0.002 b^3Sigmag- 0 12 3 a^3Piu 0 13 3 88DaAbSa.61
5560.8171 0.0045 b^3Sigmag- 0 12 3 a^3Piu 0 13 3 79AmChMa.62
5560.9565 0.0028699000000000003 b^3Sigmag- 0 13 2 a^3Piu 0 13 3 88DaAbSa.305
5561.3119 0.007778336 B^1Deltag 5 15 1 A^1Piu 3 15 1 16ChKaBeTa.371
5562.1442 0.0055 b^3Sigmag- 0 24 1 a^3Piu 0 24 1 85RoWaMiVe.92
5562.1443 0.002 b^3Sigmag- 0 24 1 a^3Piu 0 24 1 88DaAbSa.201
5562.145 0.0045 b^3Sigmag- 0 24 1 a^3Piu 0 24 1 79AmChMa.161
5562.3199 0.0094655 b^3Sigmag- 0 23 2 a^3Piu 0 24 1 88DaAbSa.356
5562.3257 0.007 b^3Sigmag- 0 23 2 a^3Piu 0 24 1 15ChKaBeTa.1673
5563.3329 0.002 b^3Sigmag- 0 14 1 a^3Piu 0 14 2 88DaAbSa.338
5563.5016 0.002 b^3Sigmag- 0 13 2 a^3Piu 0 14 2 88DaAbSa.141
5563.5016 0.0055 b^3Sigmag- 0 13 2 a^3Piu 0 14 2 85RoWaMiVe.25
5563.5029 0.0045 b^3Sigmag- 0 13 2 a^3Piu 0 14 2 79AmChMa.37
5563.8516 0.0055 b^3Sigmag- 0 36 3 a^3Piu 0 35 3 85RoWaMiVe.231
5563.8523 0.002 b^3Sigmag- 0 36 3 a^3Piu 0 35 3 88DaAbSa.92
5563.8533 0.0045 b^3Sigmag- 0 36 3 a^3Piu 0 35 3 79AmChMa.143
5564.5321 0.012260051 B^1Deltag 5 8 1 A^1Piu 3 9 1 16ChKaBeTa.372
5564.8168 0.006482515 b^3Sigmag- 0 37 2 a^3Piu 0 36 2 85RoWaMiVe.201
5564.8177 0.005537515 b^3Sigmag- 0 37 2 a^3Piu 0 36 2 88DaAbSa.181
5564.8236 0.007781400000000001 b^3Sigmag- 0 37 2 a^3Piu 0 36 2 79AmChMa.123
5565.5589 0.002 b^3Sigmag- 0 8 1 a^3Piu 0 8 3 88DaAbSa.381
5565.7149 0.002 b^3Sigmag- 0 7 2 a^3Piu 0 8 3 88DaAbSa.372
5566.2942 0.004 b^3Sigmag- 0 38 1 a^3Piu 0 37 1 88DaAbSa.47
5566.2948 0.0055 b^3Sigmag- 0 38 1 a^3Piu 0 37 1 85RoWaMiVe.174
5566.2979 0.0045 b^3Sigmag- 0 38 1 a^3Piu 0 37 1 79AmChMa.99
5566.8543 0.003 B^1Deltag 5 14 1 A^1Piu 3 14 1 16ChKaBeTa.373
5567.3022 0.007 b^3Sigmag- 0 14 1 a^3Piu 0 15 1 15ChKaBeTa.1623
5567.3054 0.002 b^3Sigmag- 0 14 1 a^3Piu 0 15 1 88DaAbSa.7
5567.3077 0.0045 b^3Sigmag- 0 14 1 a^3Piu 0 15 1 79AmChMa.5
5569.5127 0.002 b^3Sigmag- 0 20 3 a^3Piu 0 20 3 88DaAbSa.228
5569.5127 0.0055 b^3Sigmag- 0 20 3 a^3Piu 0 20 3 85RoWaMiVe.141
5569.5129 0.0045 b^3Sigmag- 0 20 3 a^3Piu 0 20 3 79AmChMa.213
5569.6387 0.002945626 b^3Sigmag- 0 21 2 a^3Piu 0 20 3 88DaAbSa.367
5570.6 0.011894043 B^1Deltag 5 7 1 A^1Piu 3 8 1 16ChKaBeTa.374
5570.6023 0.002 b^3Sigmag- 0 8 1 a^3Piu 0 9 2 88DaAbSa.258
5572.0912 0.006609192 B^1Deltag 5 13 1 A^1Piu 3 13 1 16ChKaBeTa.375
5572.3439 0.005321696 b^3Sigmag- 0 22 1 a^3Piu 0 21 2 88DaAbSa.299
5572.5253 0.002 b^3Sigmag- 0 21 2 a^3Piu 0 21 2 88DaAbSa.112
5572.5253 0.0055 b^3Sigmag- 0 21 2 a^3Piu 0 21 2 85RoWaMiVe.113
5572.5275 0.0045 b^3Sigmag- 0 21 2 a^3Piu 0 21 2 79AmChMa.187
5573.4786 0.0055 b^3Sigmag- 0 10 3 a^3Piu 0 11 3 85RoWaMiVe.56
5573.4789 0.0045 b^3Sigmag- 0 10 3 a^3Piu 0 11 3 79AmChMa.61
5573.479 0.002 b^3Sigmag- 0 10 3 a^3Piu 0 11 3 88DaAbSa.60
5573.6202 0.002 b^3Sigmag- 0 11 2 a^3Piu 0 11 3 88DaAbSa.304
5574.3167 0.0055 b^3Sigmag- 0 22 1 a^3Piu 0 22 1 85RoWaMiVe.91
5574.3168 0.002 b^3Sigmag- 0 22 1 a^3Piu 0 22 1 88DaAbSa.200
5574.3192 0.0045 b^3Sigmag- 0 22 1 a^3Piu 0 22 1 79AmChMa.160
5574.4984 0.007 b^3Sigmag- 0 21 2 a^3Piu 0 22 1 15ChKaBeTa.1672
5574.5085 0.016183816 b^3Sigmag- 0 21 2 a^3Piu 0 22 1 88DaAbSa.355
5576.3266 0.008813232 B^1Deltag 5 6 1 A^1Piu 3 7 1 16ChKaBeTa.376
5576.3869 0.002 b^3Sigmag- 0 12 1 a^3Piu 0 12 2 88DaAbSa.337
5576.5496 0.007 b^3Sigmag- 0 11 2 a^3Piu 0 12 2 15ChKaBeTa.1631
5576.552 0.002 b^3Sigmag- 0 11 2 a^3Piu 0 12 2 88DaAbSa.140
5576.5557 0.0045 b^3Sigmag- 0 11 2 a^3Piu 0 12 2 79AmChMa.36
5576.9055 0.0077869 B^1Deltag 5 12 1 A^1Piu 3 12 1 16ChKaBeTa.377
5576.9109 0.002 b^3Sigmag- 0 34 3 a^3Piu 0 33 3 88DaAbSa.91
5576.9111 0.0055 b^3Sigmag- 0 34 3 a^3Piu 0 33 3 85RoWaMiVe.230
5576.9134 0.0045 b^3Sigmag- 0 34 3 a^3Piu 0 33 3 79AmChMa.142
5577.9523 0.004966187 b^3Sigmag- 0 35 2 a^3Piu 0 34 2 88DaAbSa.180
5577.9531 0.005806187 b^3Sigmag- 0 35 2 a^3Piu 0 34 2 85RoWaMiVe.200
5577.9617 0.014836187 b^3Sigmag- 0 35 2 a^3Piu 0 34 2 79AmChMa.122
5578.2587 0.003 B^1Deltag 4 30 1 A^1Piu 2 31 1 16ChKaBeTa.378
5579.5188 0.00246 b^3Sigmag- 0 36 1 a^3Piu 0 35 1 79AmChMa.98
5579.5213 0.0055 b^3Sigmag- 0 36 1 a^3Piu 0 35 1 85RoWaMiVe.173
5579.5214 0.002 b^3Sigmag- 0 36 1 a^3Piu 0 35 1 88DaAbSa.46
5580.1781 0.0055 b^3Sigmag- 0 18 3 a^3Piu 0 18 3 85RoWaMiVe.140
5580.1784 0.002 b^3Sigmag- 0 18 3 a^3Piu 0 18 3 88DaAbSa.227
5580.1789 0.0045 b^3Sigmag- 0 18 3 a^3Piu 0 18 3 79AmChMa.212
5580.3094 0.002 b^3Sigmag- 0 19 2 a^3Piu 0 18 3 88DaAbSa.366
5580.8058 0.025344508 b^3Sigmag- 0 6 1 a^3Piu 0 6 3 88DaAbSa.380
5580.8272 0.007 b^3Sigmag- 0 6 1 a^3Piu 0 6 3 15ChKaBeTa.1683
5580.948 0.007 b^3Sigmag- 0 12 1 a^3Piu 0 13 1 15ChKaBeTa.1622
5580.9504 0.002 b^3Sigmag- 0 12 1 a^3Piu 0 13 1 88DaAbSa.6
5580.9507 0.026992457 b^3Sigmag- 0 5 2 a^3Piu 0 6 3 88DaAbSa.371
5580.9516 0.0045 b^3Sigmag- 0 12 1 a^3Piu 0 13 1 79AmChMa.4
5581.3883 0.003 B^1Deltag 5 11 1 A^1Piu 3 11 1 16ChKaBeTa.379
5581.6614 0.005794163 B^1Deltag 5 5 1 A^1Piu 3 6 1 16ChKaBeTa.380
5583.213 0.011 b^3Sigmag- 0 20 1 a^3Piu 0 19 2 88DaAbSa.298
5583.3959 0.002 b^3Sigmag- 0 19 2 a^3Piu 0 19 2 88DaAbSa.111
5583.396 0.0055 b^3Sigmag- 0 19 2 a^3Piu 0 19 2 85RoWaMiVe.112
5583.401 0.006751764 b^3Sigmag- 0 19 2 a^3Piu 0 19 2 79AmChMa.186
5584.1613 0.005 A^1Piu 0 59 1 X^1Sigmag+ 1 60 1 77ChMaMa.153
5584.9187 0.0045 b^3Sigmag- 0 8 3 a^3Piu 0 9 3 79AmChMa.60
5584.9208 0.0055 b^3Sigmag- 0 8 3 a^3Piu 0 9 3 85RoWaMiVe.55
5584.9212 0.002 b^3Sigmag- 0 8 3 a^3Piu 0 9 3 88DaAbSa.59
5585.0682 0.002 b^3Sigmag- 0 9 2 a^3Piu 0 9 3 88DaAbSa.303
5585.4632 0.006722523 B^1Deltag 5 10 1 A^1Piu 3 10 1 16ChKaBeTa.381
5585.465 0.0055 b^3Sigmag- 0 20 1 a^3Piu 0 20 1 85RoWaMiVe.90
5585.466 0.002 b^3Sigmag- 0 20 1 a^3Piu 0 20 1 88DaAbSa.199
5585.4683 0.0045 b^3Sigmag- 0 20 1 a^3Piu 0 20 1 79AmChMa.159
5585.6375 0.0041811 b^3Sigmag- 0 19 2 a^3Piu 0 20 1 88DaAbSa.354
5586.6507 0.006084546 B^1Deltag 5 4 1 A^1Piu 3 5 1 16ChKaBeTa.382
5586.7112 0.00220978 b^3Sigmag- 0 6 1 a^3Piu 0 7 2 88DaAbSa.257
5588.3319 0.002819432 b^3Sigmag- 0 10 1 a^3Piu 0 10 2 88DaAbSa.336
5588.4895 0.004 b^3Sigmag- 0 9 2 a^3Piu 0 10 2 15ChKaBeTa.1630
5588.4906 0.003 b^3Sigmag- 0 9 2 a^3Piu 0 10 2 88DaAbSa.139
5588.4935 0.0045 b^3Sigmag- 0 9 2 a^3Piu 0 10 2 79AmChMa.35
5588.8842 0.002 b^3Sigmag- 0 32 3 a^3Piu 0 31 3 88DaAbSa.90
5588.8844 0.0055 b^3Sigmag- 0 32 3 a^3Piu 0 31 3 85RoWaMiVe.229
5588.8865 0.0045 b^3Sigmag- 0 32 3 a^3Piu 0 31 3 79AmChMa.141
5589.1961 0.003 B^1Deltag 5 9 1 A^1Piu 3 9 1 16ChKaBeTa.383
5589.729 0.002 b^3Sigmag- 0 16 3 a^3Piu 0 16 3 88DaAbSa.226
5589.7292 0.0055 b^3Sigmag- 0 16 3 a^3Piu 0 16 3 85RoWaMiVe.139
5589.7312 0.00197 b^3Sigmag- 0 16 3 a^3Piu 0 16 3 79AmChMa.211
5589.86 0.002 b^3Sigmag- 0 17 2 a^3Piu 0 16 3 88DaAbSa.365
5590.0099 0.00229 b^3Sigmag- 0 33 2 a^3Piu 0 32 2 88DaAbSa.179
5590.0108 0.0055 b^3Sigmag- 0 33 2 a^3Piu 0 32 2 85RoWaMiVe.199
5590.0123 0.0045 b^3Sigmag- 0 33 2 a^3Piu 0 32 2 79AmChMa.121
5591.2379 0.003 B^1Deltag 5 3 1 A^1Piu 3 4 1 16ChKaBeTa.384
5591.6799 0.0055 b^3Sigmag- 0 34 1 a^3Piu 0 33 1 85RoWaMiVe.172
5591.68 0.002 b^3Sigmag- 0 34 1 a^3Piu 0 33 1 88DaAbSa.45
5591.6819 0.0045 b^3Sigmag- 0 34 1 a^3Piu 0 33 1 79AmChMa.97
5592.5269 0.004146956 B^1Deltag 5 8 1 A^1Piu 3 8 1 16ChKaBeTa.385
5593.0153 0.002 b^3Sigmag- 0 18 1 a^3Piu 0 17 2 88DaAbSa.297
5593.0577 0.002 b^3Sigmag- 0 16 3 a^3Piu 0 17 2 88DaAbSa.288
5593.1897 0.0055 b^3Sigmag- 0 17 2 a^3Piu 0 17 2 85RoWaMiVe.111
5593.1901 0.002 b^3Sigmag- 0 17 2 a^3Piu 0 17 2 88DaAbSa.110
5593.191 0.0045 b^3Sigmag- 0 17 2 a^3Piu 0 17 2 79AmChMa.185
5593.6844 0.0037356000000000004 b^3Sigmag- 0 10 1 a^3Piu 0 11 1 15ChKaBeTa.1621
5593.6871 0.002 b^3Sigmag- 0 10 1 a^3Piu 0 11 1 88DaAbSa.5
5593.6974 0.011628907 b^3Sigmag- 0 10 1 a^3Piu 0 11 1 79AmChMa.3
5594.461 0.006867300000000001 b^3Sigmag- 0 4 1 a^3Piu 0 4 3 88DaAbSa.379
5594.5998 0.003056834 b^3Sigmag- 0 3 2 a^3Piu 0 4 3 88DaAbSa.370
5595.0478 0.007 b^3Sigmag- 0 6 3 a^3Piu 0 7 3 15ChKaBeTa.1636
5595.0478 0.007 b^3Sigmag- 0 8 1 a^3Piu 0 7 3 15ChKaBeTa.1706
5595.0509 0.002 b^3Sigmag- 0 6 3 a^3Piu 0 7 3 88DaAbSa.58
5595.0527 0.0045 b^3Sigmag- 0 6 3 a^3Piu 0 7 3 79AmChMa.59
5595.205 0.002 b^3Sigmag- 0 7 2 a^3Piu 0 7 3 88DaAbSa.302
5595.5046 0.012848981 B^1Deltag 5 7 1 A^1Piu 3 7 1 16ChKaBeTa.386
5595.5954 0.0079398 b^3Sigmag- 0 18 1 a^3Piu 0 18 1 79AmChMa.158
5595.6028 0.0055 b^3Sigmag- 0 18 1 a^3Piu 0 18 1 85RoWaMiVe.89
5595.603 0.005069053 b^3Sigmag- 0 18 1 a^3Piu 0 18 1 88DaAbSa.198
5595.7744 0.003483346 b^3Sigmag- 0 17 2 a^3Piu 0 18 1 88DaAbSa.353
5598.1462 0.0045 b^3Sigmag- 0 14 3 a^3Piu 0 14 3 79AmChMa.210
5598.1462 0.0055 b^3Sigmag- 0 14 3 a^3Piu 0 14 3 85RoWaMiVe.138
5598.1463 0.002 b^3Sigmag- 0 14 3 a^3Piu 0 14 3 88DaAbSa.225
5598.2774 0.002 b^3Sigmag- 0 15 2 a^3Piu 0 14 3 88DaAbSa.364
5599.14 0.002 b^3Sigmag- 0 8 1 a^3Piu 0 8 2 88DaAbSa.335
5599.2918 0.007 b^3Sigmag- 0 7 2 a^3Piu 0 8 2 15ChKaBeTa.1629
5599.2939 0.0045 b^3Sigmag- 0 7 2 a^3Piu 0 8 2 79AmChMa.34
5599.2953 0.002 b^3Sigmag- 0 7 2 a^3Piu 0 8 2 88DaAbSa.138
5599.7656 0.0045 b^3Sigmag- 0 30 3 a^3Piu 0 29 3 79AmChMa.140
5599.7676 0.002 b^3Sigmag- 0 30 3 a^3Piu 0 29 3 88DaAbSa.89
5599.7679 0.0055 b^3Sigmag- 0 30 3 a^3Piu 0 29 3 85RoWaMiVe.228
5600.1285 0.003 B^1Deltag 4 36 1 A^1Piu 2 36 1 16ChKaBeTa.387
5600.3489 0.003 B^1Deltag 5 5 1 A^1Piu 3 5 1 16ChKaBeTa.388
5600.8862 0.009246557 b^3Sigmag- 0 30 3 a^3Piu 0 30 2 15ChKaBeTa.1700
5600.9874 0.007846011 b^3Sigmag- 0 31 2 a^3Piu 0 30 2 85RoWaMiVe.198
5600.9874 0.007846011 b^3Sigmag- 0 31 2 a^3Piu 0 30 2 88DaAbSa.178
5600.9906 0.011206011 b^3Sigmag- 0 31 2 a^3Piu 0 30 2 79AmChMa.120
5601.5852 0.002577032 b^3Sigmag- 0 4 1 a^3Piu 0 5 2 88DaAbSa.256
5601.7332 0.003134208 b^3Sigmag- 0 16 1 a^3Piu 0 15 2 88DaAbSa.296
5601.7711 0.00282115 b^3Sigmag- 0 14 3 a^3Piu 0 15 2 88DaAbSa.287
5601.8019 0.003 B^1Deltag 5 17 1 A^1Piu 3 16 1 16ChKaBeTa.389
5601.9017 0.0055 b^3Sigmag- 0 15 2 a^3Piu 0 15 2 85RoWaMiVe.110
5601.902 0.002 b^3Sigmag- 0 15 2 a^3Piu 0 15 2 88DaAbSa.109
5601.9027 0.0045 b^3Sigmag- 0 15 2 a^3Piu 0 15 2 79AmChMa.184
5602.2037 0.003 B^1Deltag 5 4 1 A^1Piu 3 4 1 16ChKaBeTa.390
5602.7718 0.0055 b^3Sigmag- 0 32 1 a^3Piu 0 31 1 85RoWaMiVe.171
5602.7722 0.002 b^3Sigmag- 0 32 1 a^3Piu 0 31 1 88DaAbSa.44
5602.7723 0.0045 b^3Sigmag- 0 32 1 a^3Piu 0 31 1 79AmChMa.96
5603.6985 0.007 b^3Sigmag- 0 4 3 a^3Piu 0 5 3 15ChKaBeTa.1635
5603.7019 0.002511763 b^3Sigmag- 0 4 3 a^3Piu 0 5 3 88DaAbSa.57
5603.708 0.0080762 b^3Sigmag- 0 4 3 a^3Piu 0 5 3 79AmChMa.58
5603.8635 0.004424044 b^3Sigmag- 0 5 2 a^3Piu 0 5 3 88DaAbSa.301
5604.7431 0.0055 b^3Sigmag- 0 16 1 a^3Piu 0 16 1 85RoWaMiVe.88
5604.7434 0.002 b^3Sigmag- 0 16 1 a^3Piu 0 16 1 88DaAbSa.197
5604.7435 0.0045 b^3Sigmag- 0 16 1 a^3Piu 0 16 1 79AmChMa.157
5604.915 0.002 b^3Sigmag- 0 15 2 a^3Piu 0 16 1 88DaAbSa.352
5605.4008 0.002 b^3Sigmag- 0 12 3 a^3Piu 0 12 3 88DaAbSa.224
5605.4008 0.0055 b^3Sigmag- 0 12 3 a^3Piu 0 12 3 85RoWaMiVe.137
5605.4035 0.003662037 b^3Sigmag- 0 12 3 a^3Piu 0 12 3 79AmChMa.209
5605.539 0.002 b^3Sigmag- 0 13 2 a^3Piu 0 12 3 88DaAbSa.363
5605.5897 0.007 b^3Sigmag- 0 8 1 a^3Piu 0 9 1 15ChKaBeTa.1620
5605.5933 0.002 b^3Sigmag- 0 8 1 a^3Piu 0 9 1 88DaAbSa.4
5605.5945 0.0045 b^3Sigmag- 0 8 1 a^3Piu 0 9 1 79AmChMa.2
5605.9906 0.00266038 b^3Sigmag- 0 2 1 a^3Piu 0 2 3 88DaAbSa.378
5606.1099 0.006740302 b^3Sigmag- 0 1 2 a^3Piu 0 2 3 88DaAbSa.369
5606.3432 0.006515605 B^1Deltag 4 28 1 A^1Piu 2 29 1 16ChKaBeTa.391
5607.888 0.003 B^1Deltag 5 15 1 A^1Piu 3 14 1 16ChKaBeTa.392
5608.7682 0.002 b^3Sigmag- 0 6 1 a^3Piu 0 6 2 88DaAbSa.334
5608.8838 0.032231933 b^3Sigmag- 0 5 2 a^3Piu 0 6 2 88DaAbSa.137
5608.9141 0.007 b^3Sigmag- 0 5 2 a^3Piu 0 6 2 15ChKaBeTa.1628
5609.3551 0.007491895 b^3Sigmag- 0 14 1 a^3Piu 0 13 2 88DaAbSa.295
5609.3551 0.027171656 b^3Sigmag- 0 12 3 a^3Piu 0 13 2 88DaAbSa.286
5609.3756 0.007 b^3Sigmag- 0 12 3 a^3Piu 0 13 2 15ChKaBeTa.1680
5609.518 0.007 b^3Sigmag- 0 13 2 a^3Piu 0 13 2 15ChKaBeTa.1646
5609.5207 0.002 b^3Sigmag- 0 13 2 a^3Piu 0 13 2 88DaAbSa.108
5609.5606 0.0088099 b^3Sigmag- 0 28 3 a^3Piu 0 27 3 88DaAbSa.88
5610.4012 0.00883461 B^1Deltag 5 14 1 A^1Piu 3 13 1 16ChKaBeTa.393
5610.5386 0.007 b^3Sigmag- 0 2 3 a^3Piu 0 3 3 15ChKaBeTa.1634
5610.5421 0.002 b^3Sigmag- 0 2 3 a^3Piu 0 3 3 88DaAbSa.56
5610.5827 0.007 b^3Sigmag- 0 4 1 a^3Piu 0 3 3 15ChKaBeTa.1705
5610.7163 0.007 b^3Sigmag- 0 3 2 a^3Piu 0 3 3 15ChKaBeTa.1689
5610.7718 0.016267285 b^3Sigmag- 0 28 3 a^3Piu 0 28 2 15ChKaBeTa.1699
5610.8845 0.0055 b^3Sigmag- 0 29 2 a^3Piu 0 28 2 85RoWaMiVe.197
5610.8849 0.002 b^3Sigmag- 0 29 2 a^3Piu 0 28 2 88DaAbSa.177
5610.8851 0.0045 b^3Sigmag- 0 29 2 a^3Piu 0 28 2 79AmChMa.119
5611.4476 0.002 b^3Sigmag- 0 10 3 a^3Piu 0 10 3 88DaAbSa.223
5611.4477 0.0055 b^3Sigmag- 0 10 3 a^3Piu 0 10 3 85RoWaMiVe.136
5611.4483 0.0045 b^3Sigmag- 0 10 3 a^3Piu 0 10 3 79AmChMa.208
5611.5905 0.002 b^3Sigmag- 0 11 2 a^3Piu 0 10 3 88DaAbSa.362
5612.4735 0.009 B^1Deltag 5 13 1 A^1Piu 3 12 1 16ChKaBeTa.394
5612.7985 0.0055 b^3Sigmag- 0 30 1 a^3Piu 0 29 1 85RoWaMiVe.170
5612.7988 0.003530192 b^3Sigmag- 0 30 1 a^3Piu 0 29 1 88DaAbSa.43
5612.8026 0.0045 b^3Sigmag- 0 30 1 a^3Piu 0 29 1 79AmChMa.95
5612.9114 0.0055 b^3Sigmag- 0 14 1 a^3Piu 0 14 1 85RoWaMiVe.87
5612.9115 0.002 b^3Sigmag- 0 14 1 a^3Piu 0 14 1 88DaAbSa.196
5612.9124 0.0045 b^3Sigmag- 0 14 1 a^3Piu 0 14 1 79AmChMa.156
5613.0801 0.002969982 b^3Sigmag- 0 13 2 a^3Piu 0 14 1 88DaAbSa.351
5613.7468 0.003918915 B^1Deltag 4 35 1 A^1Piu 2 35 1 16ChKaBeTa.395
5614.2426 0.003 B^1Deltag 5 12 1 A^1Piu 3 11 1 16ChKaBeTa.396
5614.8124 0.009542077 b^3Sigmag- 0 0 3 a^3Piu 0 1 3 15ChKaBeTa.1633
5615.1268 0.004100343 b^3Sigmag- 0 1 2 a^3Piu 0 1 3 88DaAbSa.300
5615.2015 0.002 b^3Sigmag- 0 2 1 a^3Piu 0 3 2 88DaAbSa.255
5615.5785 0.003 B^1Deltag 5 11 1 A^1Piu 3 10 1 16ChKaBeTa.397
5615.8735 0.0085162 b^3Sigmag- 0 12 1 a^3Piu 0 11 2 88DaAbSa.294
5615.8735 0.017139044 b^3Sigmag- 0 10 3 a^3Piu 0 11 2 88DaAbSa.285
5615.8811 0.009159044 b^3Sigmag- 0 10 3 a^3Piu 0 11 2 15ChKaBeTa.1679
5616.0279 0.007 b^3Sigmag- 0 11 2 a^3Piu 0 11 2 15ChKaBeTa.1645
5616.0307 0.00221855 b^3Sigmag- 0 11 2 a^3Piu 0 11 2 88DaAbSa.107
5616.0335 0.0045 b^3Sigmag- 0 11 2 a^3Piu 0 11 2 79AmChMa.183
5616.2126 0.0011 b^3Sigmag- 0 8 3 a^3Piu 0 8 3 88DaAbSa.222
5616.2127 0.0055 b^3Sigmag- 0 8 3 a^3Piu 0 8 3 85RoWaMiVe.135
5616.2144 0.0045 b^3Sigmag- 0 8 3 a^3Piu 0 8 3 79AmChMa.207
5616.3612 0.002 b^3Sigmag- 0 9 2 a^3Piu 0 8 3 88DaAbSa.361
5616.7954 0.007 b^3Sigmag- 0 6 1 a^3Piu 0 7 1 15ChKaBeTa.1619
5616.7976 0.002 b^3Sigmag- 0 6 1 a^3Piu 0 7 1 88DaAbSa.3
5616.8001 0.0045 b^3Sigmag- 0 6 1 a^3Piu 0 7 1 79AmChMa.1
5617.1755 0.002 b^3Sigmag- 0 4 1 a^3Piu 0 4 2 88DaAbSa.333
5617.3137 0.007 b^3Sigmag- 0 3 2 a^3Piu 0 4 2 15ChKaBeTa.1627
5617.3183 0.003460372 b^3Sigmag- 0 3 2 a^3Piu 0 4 2 88DaAbSa.136
5618.2572 0.002 b^3Sigmag- 0 26 3 a^3Piu 0 25 3 88DaAbSa.87
5618.2578 0.0055 b^3Sigmag- 0 26 3 a^3Piu 0 25 3 85RoWaMiVe.227
5618.2586 0.0045 b^3Sigmag- 0 26 3 a^3Piu 0 25 3 79AmChMa.139
5619.5628 0.007 b^3Sigmag- 0 6 3 a^3Piu 0 6 3 15ChKaBeTa.1649
5619.565 0.0045 b^3Sigmag- 0 6 3 a^3Piu 0 6 3 79AmChMa.206
5619.5659 0.002 b^3Sigmag- 0 6 3 a^3Piu 0 6 3 88DaAbSa.221
5619.7015 0.0055 b^3Sigmag- 0 27 2 a^3Piu 0 26 2 85RoWaMiVe.196
5619.7018 0.002 b^3Sigmag- 0 27 2 a^3Piu 0 26 2 88DaAbSa.176
5619.7026 0.016582664 b^3Sigmag- 0 7 2 a^3Piu 0 6 3 88DaAbSa.360
5619.7038 0.0045 b^3Sigmag- 0 27 2 a^3Piu 0 26 2 79AmChMa.118
5619.7121 0.007 b^3Sigmag- 0 7 2 a^3Piu 0 6 3 15ChKaBeTa.1717
5620.1453 0.002 b^3Sigmag- 0 12 1 a^3Piu 0 12 1 88DaAbSa.195
5620.1454 0.0055 b^3Sigmag- 0 12 1 a^3Piu 0 12 1 85RoWaMiVe.86
5620.1473 0.0045 b^3Sigmag- 0 12 1 a^3Piu 0 12 1 79AmChMa.155
5620.3117 0.002273174 b^3Sigmag- 0 11 2 a^3Piu 0 12 1 88DaAbSa.350
5620.8385 0.007 b^3Sigmag- 0 2 3 a^3Piu 0 2 3 15ChKaBeTa.1647
5620.8427 0.002 b^3Sigmag- 0 2 3 a^3Piu 0 2 3 88DaAbSa.219
5621.0175 0.002 b^3Sigmag- 0 3 2 a^3Piu 0 2 3 88DaAbSa.358
5621.2584 0.007 b^3Sigmag- 0 4 3 a^3Piu 0 4 3 15ChKaBeTa.1648
5621.2591 0.02 b^3Sigmag- 0 10 1 a^3Piu 0 9 2 88DaAbSa.293
5621.2607 0.003971139 b^3Sigmag- 0 4 3 a^3Piu 0 4 3 88DaAbSa.220
5621.2624 0.006897581 b^3Sigmag- 0 8 3 a^3Piu 0 9 2 88DaAbSa.284
5621.2735 0.0135971 b^3Sigmag- 0 4 3 a^3Piu 0 4 3 79AmChMa.205
5621.4031 0.007 b^3Sigmag- 0 9 2 a^3Piu 0 9 2 15ChKaBeTa.1644
5621.4049 0.002 b^3Sigmag- 0 9 2 a^3Piu 0 9 2 88DaAbSa.106
5621.4054 0.0205766 b^3Sigmag- 0 5 2 a^3Piu 0 4 3 88DaAbSa.359
5621.4058 0.0045 b^3Sigmag- 0 9 2 a^3Piu 0 9 2 79AmChMa.182
5621.7634 0.00369 b^3Sigmag- 0 28 1 a^3Piu 0 27 1 88DaAbSa.42
5621.7641 0.0055 b^3Sigmag- 0 28 1 a^3Piu 0 27 1 85RoWaMiVe.169
5621.7673 0.0045 b^3Sigmag- 0 28 1 a^3Piu 0 27 1 79AmChMa.94
5621.9435 0.009065100000000001 b^3Sigmag- 0 27 2 a^3Piu 0 27 1 88DaAbSa.279
5621.9461 0.007 b^3Sigmag- 0 27 2 a^3Piu 0 27 1 15ChKaBeTa.1688
5624.4065 0.002 b^3Sigmag- 0 2 1 a^3Piu 0 2 2 88DaAbSa.332
5624.5349 0.002 b^3Sigmag- 0 1 2 a^3Piu 0 2 2 88DaAbSa.135
5624.5354 0.007 b^3Sigmag- 0 1 2 a^3Piu 0 2 2 15ChKaBeTa.1626
5625.4452 0.002 b^3Sigmag- 0 6 3 a^3Piu 0 7 2 88DaAbSa.283
5625.4452 0.002 b^3Sigmag- 0 8 1 a^3Piu 0 7 2 88DaAbSa.292
5625.5957 0.007 b^3Sigmag- 0 7 2 a^3Piu 0 7 2 15ChKaBeTa.1643
5625.599 0.002 b^3Sigmag- 0 7 2 a^3Piu 0 7 2 88DaAbSa.105
5625.6017 0.0045 b^3Sigmag- 0 7 2 a^3Piu 0 7 2 79AmChMa.181
5625.8563 0.0055 b^3Sigmag- 0 24 3 a^3Piu 0 23 3 85RoWaMiVe.226
5625.8572 0.002 b^3Sigmag- 0 24 3 a^3Piu 0 23 3 88DaAbSa.86
5625.859 0.0045 b^3Sigmag- 0 24 3 a^3Piu 0 23 3 79AmChMa.138
5626.5061 0.002 b^3Sigmag- 0 10 1 a^3Piu 0 10 1 88DaAbSa.194
5626.5061 0.0055 b^3Sigmag- 0 10 1 a^3Piu 0 10 1 85RoWaMiVe.85
5626.507 0.0045 b^3Sigmag- 0 10 1 a^3Piu 0 10 1 79AmChMa.154
5626.6695 0.002 b^3Sigmag- 0 9 2 a^3Piu 0 10 1 88DaAbSa.349
5627.316 0.006641474 b^3Sigmag- 0 24 3 a^3Piu 0 24 2 88DaAbSa.331
5627.4337 0.002 b^3Sigmag- 0 25 2 a^3Piu 0 24 2 88DaAbSa.175
5627.4337 0.0055 b^3Sigmag- 0 25 2 a^3Piu 0 24 2 85RoWaMiVe.195
5627.4363 0.0045 b^3Sigmag- 0 25 2 a^3Piu 0 24 2 79AmChMa.117
5627.5233 0.007 b^3Sigmag- 0 4 1 a^3Piu 0 5 1 15ChKaBeTa.1618
5627.527 0.002 b^3Sigmag- 0 4 1 a^3Piu 0 5 1 88DaAbSa.2
5628.3981 0.007043300000000001 b^3Sigmag- 0 4 3 a^3Piu 0 5 2 88DaAbSa.282
5628.3981 0.007265683 b^3Sigmag- 0 6 1 a^3Piu 0 5 2 88DaAbSa.291
5628.5505 0.001 b^3Sigmag- 0 5 2 a^3Piu 0 5 2 15ChKaBeTa.1642
5628.5542 0.0045 b^3Sigmag- 0 5 2 a^3Piu 0 5 2 79AmChMa.180
5628.5553 0.004 b^3Sigmag- 0 5 2 a^3Piu 0 5 2 88DaAbSa.104
5629.6708 0.002 b^3Sigmag- 0 26 1 a^3Piu 0 25 1 88DaAbSa.41
5629.6712 0.0055 b^3Sigmag- 0 26 1 a^3Piu 0 25 1 85RoWaMiVe.168
5629.6717 0.0045 b^3Sigmag- 0 26 1 a^3Piu 0 25 1 79AmChMa.93
5629.8519 0.007 b^3Sigmag- 0 2 3 a^3Piu 0 1 3 15ChKaBeTa.1663
5629.8527 0.003119669 b^3Sigmag- 0 2 3 a^3Piu 0 1 3 88DaAbSa.75
5629.8544 0.004541788 b^3Sigmag- 0 25 2 a^3Piu 0 25 1 88DaAbSa.278
5630.0544 0.002 b^3Sigmag- 0 2 3 a^3Piu 0 3 2 88DaAbSa.281
5630.0951 0.005063472 b^3Sigmag- 0 4 1 a^3Piu 0 3 2 88DaAbSa.290
5630.2316 0.007 b^3Sigmag- 0 3 2 a^3Piu 0 3 2 15ChKaBeTa.1641
5630.2369 0.007033400000000001 b^3Sigmag- 0 3 2 a^3Piu 0 3 2 88DaAbSa.103
5630.5072 0.007 b^3Sigmag- 0 0 3 a^3Piu 0 1 2 15ChKaBeTa.1666
5630.5078 0.002 b^3Sigmag- 0 0 3 a^3Piu 0 1 2 88DaAbSa.280
5630.6882 0.002 b^3Sigmag- 0 2 1 a^3Piu 0 1 2 88DaAbSa.289
5630.8188 0.007 b^3Sigmag- 0 1 2 a^3Piu 0 1 2 15ChKaBeTa.1640
5632.0904 0.005810200000000001 b^3Sigmag- 0 8 1 a^3Piu 0 8 1 88DaAbSa.193
5632.094 0.0055 b^3Sigmag- 0 8 1 a^3Piu 0 8 1 85RoWaMiVe.84
5632.1 0.006158941 b^3Sigmag- 0 8 1 a^3Piu 0 8 1 79AmChMa.153
5632.251 0.003037737 b^3Sigmag- 0 7 2 a^3Piu 0 8 1 88DaAbSa.348
5632.352 0.0045 b^3Sigmag- 0 22 3 a^3Piu 0 21 3 79AmChMa.137
5632.3523 0.0055 b^3Sigmag- 0 22 3 a^3Piu 0 21 3 85RoWaMiVe.225
5632.3534 0.002 b^3Sigmag- 0 22 3 a^3Piu 0 21 3 88DaAbSa.85
5632.9805 0.013874136 B^1Deltag 4 26 1 A^1Piu 2 27 1 16ChKaBeTa.398
5633.1528 0.009939342 A^1Piu 0 57 1 X^1Sigmag+ 1 58 1 77ChMaMa.152
5633.9591 0.005912396 b^3Sigmag- 0 22 3 a^3Piu 0 22 2 88DaAbSa.330
5634.0837 0.002204499 b^3Sigmag- 0 23 2 a^3Piu 0 22 2 88DaAbSa.174
5634.0837 0.0055 b^3Sigmag- 0 23 2 a^3Piu 0 22 2 85RoWaMiVe.194
5634.0863 0.0045 b^3Sigmag- 0 23 2 a^3Piu 0 22 2 79AmChMa.116
5636.5251 0.0055 b^3Sigmag- 0 24 1 a^3Piu 0 23 1 85RoWaMiVe.167
5636.5257 0.002 b^3Sigmag- 0 24 1 a^3Piu 0 23 1 88DaAbSa.40
5636.5261 0.0045 b^3Sigmag- 0 24 1 a^3Piu 0 23 1 79AmChMa.92
5636.7105 0.004258202 b^3Sigmag- 0 23 2 a^3Piu 0 23 1 88DaAbSa.277
5637.0769 0.007 b^3Sigmag- 0 6 1 a^3Piu 0 6 1 15ChKaBeTa.1639
5637.0792 0.002 b^3Sigmag- 0 6 1 a^3Piu 0 6 1 88DaAbSa.192
5637.084 0.006482501 b^3Sigmag- 0 6 1 a^3Piu 0 6 1 79AmChMa.152
5637.2311 0.007144551 b^3Sigmag- 0 5 2 a^3Piu 0 6 1 88DaAbSa.347
5637.38 0.007 b^3Sigmag- 0 4 3 a^3Piu 0 3 3 15ChKaBeTa.1664
5637.3808 0.005085061 b^3Sigmag- 0 4 3 a^3Piu 0 3 3 88DaAbSa.76
5637.7384 0.0055 b^3Sigmag- 0 20 3 a^3Piu 0 19 3 85RoWaMiVe.224
5637.7392 0.002 b^3Sigmag- 0 20 3 a^3Piu 0 19 3 88DaAbSa.84
5637.7406 0.0045 b^3Sigmag- 0 20 3 a^3Piu 0 19 3 79AmChMa.136
5638.1343 0.007 b^3Sigmag- 0 2 1 a^3Piu 0 3 1 15ChKaBeTa.1617
5638.1376 0.002 b^3Sigmag- 0 2 1 a^3Piu 0 3 1 88DaAbSa.1
5639.2604 0.002 b^3Sigmag- 0 2 3 a^3Piu 0 2 2 88DaAbSa.320
5639.3844 0.003 B^1Deltag 4 33 1 A^1Piu 2 33 1 16ChKaBeTa.399
5639.4334 0.007 b^3Sigmag- 0 3 2 a^3Piu 0 2 2 15ChKaBeTa.1659
5639.4346 0.002261244 b^3Sigmag- 0 3 2 a^3Piu 0 2 2 88DaAbSa.164
5639.5313 0.006308373 b^3Sigmag- 0 20 3 a^3Piu 0 20 2 88DaAbSa.329
5639.6488 0.0055 b^3Sigmag- 0 21 2 a^3Piu 0 20 2 85RoWaMiVe.193
5639.6493 0.002 b^3Sigmag- 0 21 2 a^3Piu 0 20 2 88DaAbSa.173
5639.6511 0.0045 b^3Sigmag- 0 21 2 a^3Piu 0 20 2 79AmChMa.115
5641.7422 0.007 b^3Sigmag- 0 4 1 a^3Piu 0 4 1 15ChKaBeTa.1638
5641.745 0.003159803 b^3Sigmag- 0 4 1 a^3Piu 0 4 1 88DaAbSa.191
5641.8856 0.00259706 b^3Sigmag- 0 3 2 a^3Piu 0 4 1 88DaAbSa.346
5642.0044 0.0055 b^3Sigmag- 0 18 3 a^3Piu 0 17 3 85RoWaMiVe.223
5642.0046 0.002 b^3Sigmag- 0 18 3 a^3Piu 0 17 3 88DaAbSa.83
5642.3329 0.0055 b^3Sigmag- 0 22 1 a^3Piu 0 21 1 85RoWaMiVe.166
5642.333 0.002 b^3Sigmag- 0 22 1 a^3Piu 0 21 1 88DaAbSa.39
5642.3331 0.0045 b^3Sigmag- 0 22 1 a^3Piu 0 21 1 79AmChMa.91
5642.4481 0.002 b^3Sigmag- 0 6 3 a^3Piu 0 5 3 88DaAbSa.77
5642.4487 0.0055 b^3Sigmag- 0 6 3 a^3Piu 0 5 3 85RoWaMiVe.218
5642.5163 0.006917901 b^3Sigmag- 0 21 2 a^3Piu 0 21 1 88DaAbSa.276
5643.9829 0.002 b^3Sigmag- 0 4 3 a^3Piu 0 4 2 88DaAbSa.321
5643.9829 0.015374367 b^3Sigmag- 0 18 3 a^3Piu 0 18 2 88DaAbSa.328
5644.1258 0.016966400000000003 b^3Sigmag- 0 5 2 a^3Piu 0 4 2 15ChKaBeTa.1660
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5644.1272 0.002 b^3Sigmag- 0 19 2 a^3Piu 0 18 2 88DaAbSa.172
5644.1272 0.015272400000000002 b^3Sigmag- 0 5 2 a^3Piu 0 4 2 88DaAbSa.165
5644.1296 0.0045 b^3Sigmag- 0 19 2 a^3Piu 0 18 2 79AmChMa.114
5645.1373 0.0055 b^3Sigmag- 0 16 3 a^3Piu 0 15 3 85RoWaMiVe.222
5645.1377 0.002 b^3Sigmag- 0 16 3 a^3Piu 0 15 3 88DaAbSa.82
5645.1397 0.0045 b^3Sigmag- 0 16 3 a^3Piu 0 15 3 79AmChMa.135
5645.541 0.002 b^3Sigmag- 0 2 3 a^3Piu 0 1 2 88DaAbSa.263
5645.7028 0.0055 b^3Sigmag- 0 8 3 a^3Piu 0 7 3 85RoWaMiVe.219
5645.7034 0.002 b^3Sigmag- 0 8 3 a^3Piu 0 7 3 88DaAbSa.78
5645.7035 0.0045 b^3Sigmag- 0 8 3 a^3Piu 0 7 3 79AmChMa.132
5646.5112 0.007 b^3Sigmag- 0 2 1 a^3Piu 0 2 1 15ChKaBeTa.1637
5646.515 0.0027214 b^3Sigmag- 0 2 1 a^3Piu 0 2 1 88DaAbSa.190
5646.6422 0.002 b^3Sigmag- 0 1 2 a^3Piu 0 2 1 88DaAbSa.345
5647.1083 0.007 b^3Sigmag- 0 20 1 a^3Piu 0 19 1 15ChKaBeTa.1658
5647.1095 0.00871708 b^3Sigmag- 0 14 3 a^3Piu 0 13 3 85RoWaMiVe.221
5647.1099 0.002 b^3Sigmag- 0 20 1 a^3Piu 0 19 1 88DaAbSa.38
5647.1099 0.00829708 b^3Sigmag- 0 14 3 a^3Piu 0 13 3 88DaAbSa.81
5647.1108 0.00735208 b^3Sigmag- 0 14 3 a^3Piu 0 13 3 79AmChMa.134
5647.1109 0.0045 b^3Sigmag- 0 20 1 a^3Piu 0 19 1 79AmChMa.90
5647.2806 0.0037125 b^3Sigmag- 0 19 2 a^3Piu 0 19 1 88DaAbSa.275
5647.3811 0.002653732 b^3Sigmag- 0 16 3 a^3Piu 0 16 2 88DaAbSa.327
5647.4633 0.007 b^3Sigmag- 0 10 3 a^3Piu 0 9 3 15ChKaBeTa.1665
5647.4687 0.002 b^3Sigmag- 0 10 3 a^3Piu 0 9 3 88DaAbSa.79
5647.5015 0.009863751 b^3Sigmag- 0 17 2 a^3Piu 0 16 2 79AmChMa.113
5647.5083 0.007 b^3Sigmag- 0 6 3 a^3Piu 0 6 2 15ChKaBeTa.1697
5647.5088 0.0055 b^3Sigmag- 0 17 2 a^3Piu 0 16 2 85RoWaMiVe.191
5647.5105 0.002 b^3Sigmag- 0 17 2 a^3Piu 0 16 2 88DaAbSa.171
5647.5108 0.007899169 b^3Sigmag- 0 6 3 a^3Piu 0 6 2 88DaAbSa.322
5647.6525 0.007 b^3Sigmag- 0 7 2 a^3Piu 0 6 2 15ChKaBeTa.1661
5647.6552 0.0045 b^3Sigmag- 0 7 2 a^3Piu 0 6 2 79AmChMa.109
5647.6571 0.002 b^3Sigmag- 0 7 2 a^3Piu 0 6 2 88DaAbSa.166
5647.8401 0.018694119 A^1Piu 1 47 1 X^1Sigmag+ 2 48 1 77ChMaMa.70
5647.9112 0.002 b^3Sigmag- 0 12 3 a^3Piu 0 11 3 88DaAbSa.80
5647.9112 0.0055 b^3Sigmag- 0 12 3 a^3Piu 0 11 3 85RoWaMiVe.220
5647.9117 0.0045 b^3Sigmag- 0 12 3 a^3Piu 0 11 3 79AmChMa.133
5649.6664 0.002 b^3Sigmag- 0 14 3 a^3Piu 0 14 2 88DaAbSa.326
5649.798 0.0055 b^3Sigmag- 0 15 2 a^3Piu 0 14 2 85RoWaMiVe.190
5649.7981 0.002 b^3Sigmag- 0 15 2 a^3Piu 0 14 2 88DaAbSa.170
5649.7986 0.005648211 b^3Sigmag- 0 8 3 a^3Piu 0 8 2 88DaAbSa.323
5649.8007 0.0045 b^3Sigmag- 0 15 2 a^3Piu 0 14 2 79AmChMa.112
5649.9386 0.007 b^3Sigmag- 0 9 2 a^3Piu 0 8 2 15ChKaBeTa.1662
5649.9417 0.0045 b^3Sigmag- 0 9 2 a^3Piu 0 8 2 79AmChMa.110
5649.9431 0.0022123 b^3Sigmag- 0 9 2 a^3Piu 0 8 2 88DaAbSa.167
5650.8474 0.007 b^3Sigmag- 0 12 3 a^3Piu 0 12 2 15ChKaBeTa.1698
5650.8474 0.008537666 b^3Sigmag- 0 18 1 a^3Piu 0 17 1 15ChKaBeTa.1657
5650.8518 0.003917666 b^3Sigmag- 0 18 1 a^3Piu 0 17 1 88DaAbSa.37
5650.852 0.012174587 b^3Sigmag- 0 12 3 a^3Piu 0 12 2 88DaAbSa.325
5650.8563 0.0045 b^3Sigmag- 0 18 1 a^3Piu 0 17 1 79AmChMa.89
5650.8954 0.003319534 b^3Sigmag- 0 10 3 a^3Piu 0 10 2 88DaAbSa.324
5650.9798 0.0055 b^3Sigmag- 0 13 2 a^3Piu 0 12 2 85RoWaMiVe.189
5650.98 0.002 b^3Sigmag- 0 13 2 a^3Piu 0 12 2 88DaAbSa.169
5650.9907 0.013389200000000002 b^3Sigmag- 0 13 2 a^3Piu 0 12 2 79AmChMa.111
5651.0322 0.007 b^3Sigmag- 0 17 2 a^3Piu 0 17 1 15ChKaBeTa.1687
5651.0348 0.0055 b^3Sigmag- 0 11 2 a^3Piu 0 10 2 85RoWaMiVe.188
5651.035 0.002 b^3Sigmag- 0 11 2 a^3Piu 0 10 2 88DaAbSa.168
5651.0358 0.0115566 b^3Sigmag- 0 17 2 a^3Piu 0 17 1 88DaAbSa.274
5651.4404 0.004202711 B^1Deltag 4 32 1 A^1Piu 2 32 1 16ChKaBeTa.400
5653.0231 0.007 b^3Sigmag- 0 4 1 a^3Piu 0 3 1 15ChKaBeTa.1650
5653.028 0.002 b^3Sigmag- 0 4 1 a^3Piu 0 3 1 88DaAbSa.30
5653.1684 0.002 b^3Sigmag- 0 3 2 a^3Piu 0 3 1 88DaAbSa.267
5653.5966 0.007 b^3Sigmag- 0 16 1 a^3Piu 0 15 1 15ChKaBeTa.1656
5653.5995 0.002 b^3Sigmag- 0 16 1 a^3Piu 0 15 1 88DaAbSa.36
5653.602 0.0045 b^3Sigmag- 0 16 1 a^3Piu 0 15 1 79AmChMa.88
5653.7731 0.002 b^3Sigmag- 0 15 2 a^3Piu 0 15 1 88DaAbSa.273
5654.3131 0.033359767 b^3Sigmag- 0 6 1 a^3Piu 0 5 1 88DaAbSa.31
5654.3392 0.007 b^3Sigmag- 0 6 1 a^3Piu 0 5 1 15ChKaBeTa.1651
5654.4922 0.002 b^3Sigmag- 0 5 2 a^3Piu 0 5 1 88DaAbSa.268
5655.372 0.007 b^3Sigmag- 0 14 1 a^3Piu 0 13 1 15ChKaBeTa.1655
5655.3732 0.0045 b^3Sigmag- 0 14 1 a^3Piu 0 13 1 79AmChMa.87
5655.3744 0.002 b^3Sigmag- 0 14 1 a^3Piu 0 13 1 88DaAbSa.35
5655.5314 0.007 b^3Sigmag- 0 8 1 a^3Piu 0 7 1 15ChKaBeTa.1652
5655.5344 0.003245685 b^3Sigmag- 0 8 1 a^3Piu 0 7 1 88DaAbSa.32
5655.5351 0.009648555 b^3Sigmag- 0 13 2 a^3Piu 0 13 1 88DaAbSa.272
5655.689 0.003904481 b^3Sigmag- 0 7 2 a^3Piu 0 7 1 88DaAbSa.269
5656.228 0.007 b^3Sigmag- 0 10 1 a^3Piu 0 9 1 15ChKaBeTa.1653
5656.228 0.007 b^3Sigmag- 0 12 1 a^3Piu 0 11 1 15ChKaBeTa.1654
5656.2294 0.0045 b^3Sigmag- 0 10 1 a^3Piu 0 9 1 79AmChMa.85
5656.2308 0.002 b^3Sigmag- 0 10 1 a^3Piu 0 9 1 88DaAbSa.33
5656.2308 0.003834542 b^3Sigmag- 0 12 1 a^3Piu 0 11 1 88DaAbSa.34
5656.2346 0.007824542 b^3Sigmag- 0 12 1 a^3Piu 0 11 1 79AmChMa.86
5656.3915 0.007 b^3Sigmag- 0 11 2 a^3Piu 0 11 1 15ChKaBeTa.1686
5656.3915 0.007 b^3Sigmag- 0 9 2 a^3Piu 0 9 1 15ChKaBeTa.1685
5656.3955 0.002 b^3Sigmag- 0 9 2 a^3Piu 0 9 1 88DaAbSa.270
5656.3955 0.003319503 b^3Sigmag- 0 11 2 a^3Piu 0 11 1 88DaAbSa.271
5656.8974 0.002 b^3Sigmag- 0 4 3 a^3Piu 0 3 2 88DaAbSa.264
5658.1183 0.003569412 B^1Deltag 4 24 1 A^1Piu 2 25 1 16ChKaBeTa.401
5661.3655 0.007 b^3Sigmag- 0 2 3 a^3Piu 0 2 1 15ChKaBeTa.1690
5661.5439 0.007 b^3Sigmag- 0 3 2 a^3Piu 0 2 1 15ChKaBeTa.1707
5663.5341 0.0015 B^1Deltag 4 31 1 A^1Piu 2 31 1 88DoNiBeb.411
5667.1409 0.002 b^3Sigmag- 0 6 3 a^3Piu 0 5 2 88DaAbSa.265
5668.5498 0.007 b^3Sigmag- 0 4 3 a^3Piu 0 4 1 15ChKaBeTa.1691
5668.7071 0.007 b^3Sigmag- 0 5 2 a^3Piu 0 4 1 15ChKaBeTa.1708
5670.0354 0.006453255 B^1Deltag 4 23 1 A^1Piu 2 24 1 16ChKaBeTa.402
5674.2596 0.007 A^1Piu 3 19 1 X^1Sigmag+ 4 20 1 15ChKaBeTa.161
5674.8891 0.0015 B^1Deltag 4 30 1 A^1Piu 2 30 1 88DoNiBeb.350
5675.8177 0.007 b^3Sigmag- 0 6 3 a^3Piu 0 6 1 15ChKaBeTa.1692
5675.9665 0.007 b^3Sigmag- 0 7 2 a^3Piu 0 6 1 15ChKaBeTa.1709
5676.0979 0.002 b^3Sigmag- 0 8 3 a^3Piu 0 7 2 88DaAbSa.266
5680.7745 0.005 A^1Piu 0 55 1 X^1Sigmag+ 1 56 1 77ChMaMa.151
5681.8045 0.004297009 B^1Deltag 4 22 1 A^1Piu 2 23 1 16ChKaBeTa.403
5682.7549 0.008121129 b^3Sigmag- 0 8 3 a^3Piu 0 8 1 15ChKaBeTa.1693
5682.894 0.0033517 b^3Sigmag- 0 9 2 a^3Piu 0 8 1 15ChKaBeTa.1710
5683.8028 0.007 b^3Sigmag- 0 10 3 a^3Piu 0 9 2 15ChKaBeTa.1718
5686.2076 0.0015 B^1Deltag 4 29 1 A^1Piu 2 29 1 88DoNiBeb.410
5688.1927 0.025918341 A^1Piu 1 45 1 X^1Sigmag+ 2 46 1 77ChMaMa.69
5689.0648 0.007 b^3Sigmag- 0 10 3 a^3Piu 0 10 1 15ChKaBeTa.1694
5690.3174 0.007 b^3Sigmag- 0 12 3 a^3Piu 0 11 2 15ChKaBeTa.1719
5693.0024 0.005 B^1Deltag 4 21 1 A^1Piu 2 22 1 16ChKaBeTa.404
5694.3647 0.007 A^1Piu 3 17 1 X^1Sigmag+ 4 18 1 15ChKaBeTa.160
5694.4708 0.007 A^1Piu 2 33 1 X^1Sigmag+ 3 34 1 15ChKaBeTa.147
5694.5964 0.007 b^3Sigmag- 0 12 3 a^3Piu 0 12 1 15ChKaBeTa.1695
5694.7328 0.007 b^3Sigmag- 0 13 2 a^3Piu 0 12 1 15ChKaBeTa.1711
5695.6807 0.007 b^3Sigmag- 0 14 3 a^3Piu 0 13 2 15ChKaBeTa.1720
5696.8405 0.0015 B^1Deltag 4 28 1 A^1Piu 2 28 1 88DoNiBeb.349
5699.3746 0.007 b^3Sigmag- 0 15 2 a^3Piu 0 14 1 15ChKaBeTa.1712
5699.9201 0.007 b^3Sigmag- 0 16 3 a^3Piu 0 15 2 15ChKaBeTa.1721
5702.9313 0.007 b^3Sigmag- 0 16 3 a^3Piu 0 16 1 15ChKaBeTa.1696
5703.0559 0.012593900000000002 b^3Sigmag- 0 17 2 a^3Piu 0 16 1 15ChKaBeTa.1713
5705.0652 0.007 b^3Sigmag- 0 20 3 a^3Piu 0 19 2 15ChKaBeTa.1722
5705.7654 0.010753932 b^3Sigmag- 0 19 2 a^3Piu 0 18 1 15ChKaBeTa.1714
5705.9844 0.007 b^3Sigmag- 0 22 3 a^3Piu 0 21 2 15ChKaBeTa.1723
5706.1875 0.007 b^3Sigmag- 0 27 2 a^3Piu 0 26 1 15ChKaBeTa.1716
5707.3956 0.0015 B^1Deltag 4 27 1 A^1Piu 2 27 1 88DoNiBeb.409
5708.07 0.007 b^3Sigmag- 0 23 2 a^3Piu 0 22 1 15ChKaBeTa.1715
5713.0707 0.013168953 A^1Piu 3 15 1 X^1Sigmag+ 4 16 1 15ChKaBeTa.159
5714.4983 0.0015 B^1Deltag 4 19 1 A^1Piu 2 20 1 88DoNiBeb.356
5717.3095 0.0015 B^1Deltag 4 26 1 A^1Piu 2 26 1 88DoNiBeb.348
5721.0595 0.007 A^1Piu 3 22 1 X^1Sigmag+ 4 22 1 15ChKaBeTa.171
5724.7268 0.007 A^1Piu 2 31 1 X^1Sigmag+ 3 32 1 15ChKaBeTa.146
5724.7886 0.003341888 B^1Deltag 4 18 1 A^1Piu 2 19 1 88DoNiBeb.417
5727.0368 0.007921055 A^1Piu 0 53 1 X^1Sigmag+ 1 54 1 77ChMaMa.150
5727.1216 0.013313845 B^1Deltag 4 25 1 A^1Piu 2 25 1 88DoNiBeb.408
5727.1593 0.028856413 A^1Piu 1 43 1 X^1Sigmag+ 2 44 1 77ChMaMa.68
5727.1869 0.007 A^1Piu 1 43 1 X^1Sigmag+ 2 44 1 15ChKaBeTa.119
5727.6994 0.005 A^1Piu 0 62 1 X^1Sigmag+ 1 62 1 77ChMaMa.184
5734.5176 0.0015 B^1Deltag 4 17 1 A^1Piu 2 18 1 88DoNiBeb.355
5736.2905 0.0015 B^1Deltag 4 24 1 A^1Piu 2 24 1 88DoNiBeb.347
5736.3911 0.007766893 A^1Piu 3 20 1 X^1Sigmag+ 4 20 1 15ChKaBeTa.170
5744.0257 0.0015 B^1Deltag 4 16 1 A^1Piu 2 17 1 88DoNiBeb.416
5745.329 0.007474727 B^1Deltag 4 23 1 A^1Piu 2 23 1 88DoNiBeb.407
5746.2077 0.001 A^1Piu 3 11 1 X^1Sigmag+ 4 12 1 15ChKaBeTa.158
5750.3259 0.007 A^1Piu 3 18 1 X^1Sigmag+ 4 18 1 15ChKaBeTa.169
5753.0616 0.002938528 B^1Deltag 4 15 1 A^1Piu 2 16 1 88DoNiBeb.354
5753.5843 0.007 A^1Piu 2 29 1 X^1Sigmag+ 3 30 1 15ChKaBeTa.145
5753.7901 0.002 B^1Deltag 4 22 1 A^1Piu 2 22 1 88DoNiBeb.346
5760.1578 0.004359457 B^1Deltag 4 31 1 A^1Piu 2 30 1 16ChKaBeTa.405
5760.6509 0.002369607 A^1Piu 3 9 1 X^1Sigmag+ 4 10 1 15ChKaBeTa.157
5761.8273 0.0015 B^1Deltag 4 14 1 A^1Piu 2 15 1 88DoNiBeb.415
5762.0893 0.0015 B^1Deltag 4 21 1 A^1Piu 2 21 1 88DoNiBeb.406
5762.347 0.005 A^1Piu 1 50 1 X^1Sigmag+ 2 50 1 77ChMaMa.95
5762.8136 0.007 A^1Piu 3 16 1 X^1Sigmag+ 4 16 1 15ChKaBeTa.168
5764.7626 0.030492947 A^1Piu 1 41 1 X^1Sigmag+ 2 42 1 77ChMaMa.67
5764.7885 0.007 A^1Piu 1 41 1 X^1Sigmag+ 2 42 1 15ChKaBeTa.118
5768.7821 0.003308565 B^1Deltag 4 30 1 A^1Piu 2 29 1 16ChKaBeTa.406
5769.8014 0.0015 B^1Deltag 4 20 1 A^1Piu 2 20 1 88DoNiBeb.345
5770.13 0.0015 B^1Deltag 4 13 1 A^1Piu 2 14 1 88DoNiBeb.353
5771.9314 0.006661288 A^1Piu 0 51 1 X^1Sigmag+ 1 52 1 77ChMaMa.149
5772.1412 0.006978036 A^1Piu 0 60 1 X^1Sigmag+ 1 60 1 77ChMaMa.183
5773.6695 0.00610759 A^1Piu 3 7 1 X^1Sigmag+ 4 8 1 15ChKaBeTa.156
5773.8982 0.007 A^1Piu 3 14 1 X^1Sigmag+ 4 14 1 15ChKaBeTa.167
5775.1562 0.007 A^1Piu 2 36 1 X^1Sigmag+ 3 36 1 15ChKaBeTa.152
5776.7017 0.003044236 B^1Deltag 4 29 1 A^1Piu 2 28 1 16ChKaBeTa.407
5777.3397 0.004416242 B^1Deltag 4 19 1 A^1Piu 2 19 1 88DoNiBeb.405
5778.1382 0.0015 B^1Deltag 4 12 1 A^1Piu 2 13 1 88DoNiBeb.414
5781.0355 0.007 A^1Piu 2 27 1 X^1Sigmag+ 3 28 1 15ChKaBeTa.144
5784.3255 0.0015 B^1Deltag 4 18 1 A^1Piu 2 18 1 88DoNiBeb.344
5784.547 0.005855294 B^1Deltag 4 28 1 A^1Piu 2 27 1 16ChKaBeTa.408
5785.721 0.013866021 B^1Deltag 4 11 1 A^1Piu 2 12 1 88DoNiBeb.352
5791.0831 0.001533095 B^1Deltag 4 17 1 A^1Piu 2 17 1 88DoNiBeb.404
5791.7364 0.003 B^1Deltag 4 27 1 A^1Piu 2 26 1 16ChKaBeTa.409
5791.7805 0.007 A^1Piu 3 10 1 X^1Sigmag+ 4 10 1 15ChKaBeTa.166
5792.9763 0.003625117 B^1Deltag 4 10 1 A^1Piu 2 11 1 88DoNiBeb.413
5797.04 0.005 A^1Piu 1 48 1 X^1Sigmag+ 2 48 1 77ChMaMa.94
5797.3666 0.005326207 B^1Deltag 4 16 1 A^1Piu 2 16 1 88DoNiBeb.343
5798.5723 0.008898623 A^1Piu 3 8 1 X^1Sigmag+ 4 8 1 15ChKaBeTa.165
5798.8227 0.0015 B^1Deltag 4 26 1 A^1Piu 2 25 1 88DoNiBeb.396
5799.8115 0.0015 B^1Deltag 4 9 1 A^1Piu 2 10 1 88DoNiBeb.351
5800.6798 0.007 A^1Piu 2 34 1 X^1Sigmag+ 3 34 1 15ChKaBeTa.151
5801.0191 0.007 A^1Piu 1 39 1 X^1Sigmag+ 2 40 1 15ChKaBeTa.117
5801.0292 0.00985265 A^1Piu 1 39 1 X^1Sigmag+ 2 40 1 77ChMaMa.66
5801.4193 0.003 B^1Deltag 3 39 1 A^1Piu 1 39 1 16ChKaBeTa.410
5803.3697 0.0015 B^1Deltag 4 15 1 A^1Piu 2 15 1 88DoNiBeb.403
5803.9493 0.007 A^1Piu 3 6 1 X^1Sigmag+ 4 6 1 15ChKaBeTa.164
5805.2822 0.00259786 B^1Deltag 4 25 1 A^1Piu 2 24 1 88DoNiBeb.335
5806.3254 0.0015 B^1Deltag 4 8 1 A^1Piu 2 9 1 88DoNiBeb.412
5807.0761 0.001 A^1Piu 2 25 1 X^1Sigmag+ 3 26 1 15ChKaBeTa.143
5807.8839 0.007 A^1Piu 3 4 1 X^1Sigmag+ 4 4 1 15ChKaBeTa.163
5808.9148 0.0015 B^1Deltag 4 14 1 A^1Piu 2 14 1 88DoNiBeb.342
5810.391 0.007 A^1Piu 3 2 1 X^1Sigmag+ 4 2 1 15ChKaBeTa.162
5811.5938 0.008245291 B^1Deltag 4 24 1 A^1Piu 2 23 1 88DoNiBeb.395
5812.429 0.003 B^1Deltag 4 7 1 A^1Piu 2 8 1 16ChKaBeTa.411
5814.1678 0.002074202 B^1Deltag 4 13 1 A^1Piu 2 13 1 88DoNiBeb.402
5815.1883 0.005 A^1Piu 0 58 1 X^1Sigmag+ 1 58 1 77ChMaMa.182
5815.4577 0.005 A^1Piu 0 49 1 X^1Sigmag+ 1 50 1 77ChMaMa.148
5817.3188 0.005308159 B^1Deltag 4 23 1 A^1Piu 2 22 1 88DoNiBeb.334
5818.1924 0.003188776 B^1Deltag 4 6 1 A^1Piu 2 7 1 16ChKaBeTa.412
5818.9665 0.0015 B^1Deltag 4 12 1 A^1Piu 2 12 1 88DoNiBeb.341
5819.7363 0.007 A^1Piu 3 3 1 X^1Sigmag+ 4 2 1 15ChKaBeTa.172
5820.4691 0.007 A^1Piu 3 15 1 X^1Sigmag+ 4 14 1 15ChKaBeTa.175
5820.71 0.012736594 B^1Deltag 3 30 1 A^1Piu 1 31 1 16ChKaBeTa.413
5822.8808 0.004444079 B^1Deltag 4 22 1 A^1Piu 2 21 1 88DoNiBeb.394
5823.4719 0.002946155 B^1Deltag 4 11 1 A^1Piu 2 11 1 88DoNiBeb.401
5823.5621 0.003 B^1Deltag 4 5 1 A^1Piu 2 6 1 16ChKaBeTa.414
5824.7893 0.007 A^1Piu 2 32 1 X^1Sigmag+ 3 32 1 15ChKaBeTa.150
5825.7219 0.0055627 A^1Piu 3 7 1 X^1Sigmag+ 4 6 1 15ChKaBeTa.173
5825.968 0.003869351 A^1Piu 3 11 1 X^1Sigmag+ 4 10 1 15ChKaBeTa.174
5827.5433 0.001927299 B^1Deltag 4 10 1 A^1Piu 2 10 1 88DoNiBeb.340
5827.8506 0.001 B^1Deltag 4 21 1 A^1Piu 2 20 1 88DoNiBeb.333
5828.5751 0.003 B^1Deltag 4 4 1 A^1Piu 2 5 1 16ChKaBeTa.415
5830.0486 0.003 B^1Deltag 3 37 1 A^1Piu 1 37 1 16ChKaBeTa.416
5831.2855 0.0015 B^1Deltag 4 9 1 A^1Piu 2 9 1 88DoNiBeb.400
5831.7047 0.002 A^1Piu 2 23 1 X^1Sigmag+ 3 24 1 15ChKaBeTa.142
5832.4688 0.005 A^1Piu 1 46 1 X^1Sigmag+ 2 46 1 77ChMaMa.93
5832.6503 0.005201554 B^1Deltag 4 20 1 A^1Piu 2 19 1 88DoNiBeb.393
5833.2127 0.005131642 B^1Deltag 4 3 1 A^1Piu 2 4 1 16ChKaBeTa.417
5834.624 0.001721597 B^1Deltag 4 8 1 A^1Piu 2 8 1 88DoNiBeb.339
5834.8073 0.003 B^1Deltag 3 29 1 A^1Piu 1 30 1 16ChKaBeTa.418
5835.8186 0.003 A^1Piu 1 37 1 X^1Sigmag+ 2 38 1 77ChMaMa.65
5835.8208 0.007 A^1Piu 1 37 1 X^1Sigmag+ 2 38 1 15ChKaBeTa.116
5836.8849 0.0015 B^1Deltag 4 19 1 A^1Piu 2 18 1 88DoNiBeb.332
5837.4806 0.004149376 B^1Deltag 4 2 1 A^1Piu 2 3 1 16ChKaBeTa.419
5837.6125 0.0015 B^1Deltag 4 7 1 A^1Piu 2 7 1 88DoNiBeb.399
5840.214 0.0015 B^1Deltag 4 6 1 A^1Piu 2 6 1 88DoNiBeb.338
5840.9054 0.01351553 B^1Deltag 4 18 1 A^1Piu 2 17 1 88DoNiBeb.392
5842.4523 0.0015 B^1Deltag 4 5 1 A^1Piu 2 5 1 88DoNiBeb.398
5844.3126 0.005090621 B^1Deltag 4 4 1 A^1Piu 2 4 1 88DoNiBeb.337
5844.427 0.00791004 B^1Deltag 4 17 1 A^1Piu 2 16 1 88DoNiBeb.331
5845.8096 0.006632051 B^1Deltag 4 3 1 A^1Piu 2 3 1 88DoNiBeb.397
5846.9292 0.0046992 B^1Deltag 4 2 1 A^1Piu 2 2 1 88DoNiBeb.336
5847.4771 0.007 A^1Piu 2 30 1 X^1Sigmag+ 3 30 1 15ChKaBeTa.149
5847.4896 0.012817993 A^1Piu 2 30 1 X^1Sigmag+ 3 30 1 88DaAbPh.178
5847.6733 0.0015 B^1Deltag 4 16 1 A^1Piu 2 15 1 88DoNiBeb.391
5848.8929 0.003448788 B^1Deltag 3 28 1 A^1Piu 1 29 1 16ChKaBeTa.420
5850.467 0.009875978 B^1Deltag 4 15 1 A^1Piu 2 14 1 88DoNiBeb.330
5852.9471 0.003801334 B^1Deltag 4 14 1 A^1Piu 2 13 1 88DoNiBeb.390
5853.2165 0.0015 B^1Deltag 4 2 1 A^1Piu 2 1 1 88DoNiBeb.384
5854.8937 0.002 A^1Piu 2 21 1 X^1Sigmag+ 3 22 1 15ChKaBeTa.141
5854.9052 0.015517882 A^1Piu 2 21 1 X^1Sigmag+ 3 22 1 88DaAbPh.164
5854.9949 0.0015 B^1Deltag 4 13 1 A^1Piu 2 12 1 88DoNiBeb.329
5855.2433 0.003663727 B^1Deltag 4 3 1 A^1Piu 2 2 1 88DoNiBeb.324
5856.7317 0.004280451 B^1Deltag 4 12 1 A^1Piu 2 11 1 88DoNiBeb.389
5856.8557 0.009465912 A^1Piu 0 56 1 X^1Sigmag+ 1 56 1 77ChMaMa.181
5856.9146 0.012453283 B^1Deltag 4 4 1 A^1Piu 2 3 1 88DoNiBeb.385
5857.1888 0.003 B^1Deltag 3 35 1 A^1Piu 1 35 1 16ChKaBeTa.421
5857.5986 0.005 A^1Piu 0 47 1 X^1Sigmag+ 1 48 1 77ChMaMa.147
5858.0346 0.005708661 B^1Deltag 4 11 1 A^1Piu 2 10 1 88DoNiBeb.328
5858.1817 0.0015 B^1Deltag 4 5 1 A^1Piu 2 4 1 88DoNiBeb.325
5859.0138 0.0015 B^1Deltag 4 10 1 A^1Piu 2 9 1 88DoNiBeb.388
5859.1054 0.003442123 B^1Deltag 4 6 1 A^1Piu 2 5 1 88DoNiBeb.386
5859.5813 0.0015 B^1Deltag 4 9 1 A^1Piu 2 8 1 88DoNiBeb.327
5859.6359 0.007261943 B^1Deltag 4 7 1 A^1Piu 2 6 1 88DoNiBeb.326
5859.8097 0.006569379 B^1Deltag 4 8 1 A^1Piu 2 7 1 88DoNiBeb.387
5862.2796 0.003668685 B^1Deltag 3 27 1 A^1Piu 1 28 1 16ChKaBeTa.422
5865.3346 0.007 A^1Piu 1 44 1 X^1Sigmag+ 2 44 1 15ChKaBeTa.130
5865.3389 0.004 A^1Piu 1 44 1 X^1Sigmag+ 2 44 1 77ChMaMa.92
5868.7461 0.007 A^1Piu 2 28 1 X^1Sigmag+ 3 28 1 15ChKaBeTa.148
5868.7546 0.007 A^1Piu 2 28 1 X^1Sigmag+ 3 28 1 88DaAbPh.177
5869.2239 0.007 A^1Piu 1 35 1 X^1Sigmag+ 2 36 1 15ChKaBeTa.115
5869.2263 0.001 A^1Piu 1 35 1 X^1Sigmag+ 2 36 1 77ChMaMa.64
5869.9707 0.003 B^1Deltag 3 34 1 A^1Piu 1 34 1 16ChKaBeTa.423
5875.6048 0.003 B^1Deltag 3 26 1 A^1Piu 1 27 1 16ChKaBeTa.424
5876.6786 0.001 A^1Piu 2 19 1 X^1Sigmag+ 3 20 1 15ChKaBeTa.140
5876.6833 0.005939841 A^1Piu 2 19 1 X^1Sigmag+ 3 20 1 88DaAbPh.163
5882.858 0.003 B^1Deltag 3 33 1 A^1Piu 1 33 1 16ChKaBeTa.425
5888.2778 0.00635932 B^1Deltag 3 25 1 A^1Piu 1 26 1 16ChKaBeTa.426
5888.5927 0.00348 A^1Piu 2 26 1 X^1Sigmag+ 3 26 1 88DaAbPh.176
5894.9294 0.003 B^1Deltag 3 32 1 A^1Piu 1 32 1 16ChKaBeTa.427
5896.8166 0.011993559 A^1Piu 1 42 1 X^1Sigmag+ 2 42 1 77ChMaMa.91
5896.8262 0.007 A^1Piu 1 42 1 X^1Sigmag+ 2 42 1 15ChKaBeTa.129
5897.0714 0.007089584 A^1Piu 2 17 1 X^1Sigmag+ 3 18 1 88DaAbPh.162
5897.1331 0.007763303 A^1Piu 0 54 1 X^1Sigmag+ 1 54 1 77ChMaMa.180
5898.3383 0.018624635 A^1Piu 0 45 1 X^1Sigmag+ 1 46 1 77ChMaMa.146
5900.8517 0.0015 B^1Deltag 3 24 1 A^1Piu 1 25 1 88DoNiBeb.243
5901.2272 0.007 A^1Piu 1 33 1 X^1Sigmag+ 2 34 1 15ChKaBeTa.114
5901.2276 0.005 A^1Piu 1 33 1 X^1Sigmag+ 2 34 1 77ChMaMa.63
5901.2299 0.004758544 A^1Piu 1 33 1 X^1Sigmag+ 2 34 1 88DoNiBea.229
5906.9994 0.001 A^1Piu 2 24 1 X^1Sigmag+ 3 24 1 88DaAbPh.175
5907.0461 0.004272816 B^1Deltag 3 31 1 A^1Piu 1 31 1 16ChKaBeTa.428
5909.5021 0.007 A^1Piu 2 35 1 X^1Sigmag+ 3 34 1 15ChKaBeTa.155
5912.8084 0.0015 B^1Deltag 3 23 1 A^1Piu 1 24 1 88DoNiBeb.160
5918.4027 0.0015 B^1Deltag 3 30 1 A^1Piu 1 30 1 88DoNiBeb.150
5920.7418 0.005 A^1Piu 1 51 1 X^1Sigmag+ 2 50 1 77ChMaMa.122
5923.985 0.0059 A^1Piu 2 22 1 X^1Sigmag+ 3 22 1 88DaAbPh.174
5924.6233 0.0015 B^1Deltag 3 22 1 A^1Piu 1 23 1 88DoNiBeb.242
5926.8927 0.007 A^1Piu 1 40 1 X^1Sigmag+ 2 40 1 15ChKaBeTa.128
5926.8944 0.005 A^1Piu 1 40 1 X^1Sigmag+ 2 40 1 77ChMaMa.90
5927.5229 0.004 A^1Piu 2 33 1 X^1Sigmag+ 3 32 1 15ChKaBeTa.154
5929.7439 0.005 B^1Deltag 3 29 1 A^1Piu 1 29 1 88DoNiBeb.231
5931.8112 0.005 A^1Piu 1 31 1 X^1Sigmag+ 2 32 1 77ChMaMa.62
5931.8112 0.007 A^1Piu 1 31 1 X^1Sigmag+ 2 32 1 15ChKaBeTa.113
5931.8146 0.002556324 A^1Piu 1 31 1 X^1Sigmag+ 2 32 1 88DoNiBea.228
5933.4919 0.006122068 A^1Piu 2 13 1 X^1Sigmag+ 3 14 1 88DaAbPh.161
5935.864 0.005874665 B^1Deltag 3 21 1 A^1Piu 1 22 1 88DoNiBeb.159
5936.0087 0.003 A^1Piu 0 52 1 X^1Sigmag+ 1 52 1 77ChMaMa.179
5937.7098 0.005 A^1Piu 0 43 1 X^1Sigmag+ 1 44 1 77ChMaMa.145
5939.5306 0.009715936 A^1Piu 2 20 1 X^1Sigmag+ 3 20 1 88DaAbPh.173
5940.3745 0.003 B^1Deltag 3 28 1 A^1Piu 1 28 1 16ChKaBeTa.429
5946.9247 0.0015 B^1Deltag 3 20 1 A^1Piu 1 21 1 88DoNiBeb.241
5950.5079 0.005 A^1Piu 1 49 1 X^1Sigmag+ 2 48 1 77ChMaMa.121
5950.956 0.0015 B^1Deltag 3 27 1 A^1Piu 1 27 1 88DoNiBeb.230
5953.6388 0.006781132 A^1Piu 2 18 1 X^1Sigmag+ 3 18 1 88DaAbPh.172
5955.5389 0.007 A^1Piu 1 38 1 X^1Sigmag+ 2 38 1 15ChKaBeTa.127
5955.5408 0.005 A^1Piu 1 38 1 X^1Sigmag+ 2 38 1 77ChMaMa.89
5957.1505 0.003 B^1Deltag 3 36 1 A^1Piu 1 35 1 16ChKaBeTa.430
5957.4418 0.0015 B^1Deltag 3 19 1 A^1Piu 1 20 1 88DoNiBeb.158
5959.234 0.007357538 A^1Piu 2 29 1 X^1Sigmag+ 3 28 1 88DaAbPh.191
5960.8679 0.0015 B^1Deltag 3 26 1 A^1Piu 1 26 1 88DoNiBeb.149
5960.9739 0.009918942 A^1Piu 1 29 1 X^1Sigmag+ 2 30 1 77ChMaMa.61
5960.9806 0.007 A^1Piu 1 29 1 X^1Sigmag+ 2 30 1 15ChKaBeTa.112
5960.9839 0.0015 A^1Piu 1 29 1 X^1Sigmag+ 2 30 1 88DoNiBea.227
5961.7629 0.011 A^1Piu 0 61 1 X^1Sigmag+ 1 60 1 77ChMaMa.214
5964.164 0.005 A^1Piu 2 9 1 X^1Sigmag+ 3 10 1 88DaAbPh.160
5966.302 0.005 A^1Piu 2 16 1 X^1Sigmag+ 3 16 1 88DaAbPh.171
5967.7539 0.001875883 B^1Deltag 3 18 1 A^1Piu 1 19 1 88DoNiBeb.240
5970.6847 0.007770672 B^1Deltag 3 25 1 A^1Piu 1 25 1 88DoNiBeb.229
5972.8355 0.099019423 A^1Piu 2 27 1 X^1Sigmag+ 3 26 1 88DaAbPh.190
5973.4738 0.005 A^1Piu 0 50 1 X^1Sigmag+ 1 50 1 77ChMaMa.178
5975.668 0.005 A^1Piu 0 41 1 X^1Sigmag+ 1 42 1 77ChMaMa.144
5977.2648 0.079734903 A^1Piu 2 7 1 X^1Sigmag+ 3 8 1 88DaAbPh.159
5977.3835 0.018946028 B^1Deltag 3 34 1 A^1Piu 1 33 1 16ChKaBeTa.431
5977.5249 0.018 B^1Deltag 3 17 1 A^1Piu 1 18 1 88DoNiBeb.157
5977.5254 0.005 A^1Piu 2 14 1 X^1Sigmag+ 3 14 1 88DaAbPh.170
5978.8396 0.009007805 A^1Piu 1 47 1 X^1Sigmag+ 2 46 1 77ChMaMa.120
5979.8772 0.0026444 B^1Deltag 3 24 1 A^1Piu 1 24 1 88DoNiBeb.148
5982.4598 0.005 A^1Piu 1 36 1 X^1Sigmag+ 2 36 1 77ChMaMa.88
5982.4602 0.007 A^1Piu 1 36 1 X^1Sigmag+ 2 36 1 15ChKaBeTa.126
5985.0786 0.092642788 A^1Piu 2 25 1 X^1Sigmag+ 3 24 1 88DaAbPh.189
5986.7147 0.003 B^1Deltag 3 33 1 A^1Piu 1 32 1 16ChKaBeTa.432
5987.1028 0.001937151 B^1Deltag 3 16 1 A^1Piu 1 17 1 88DoNiBeb.239
5987.3145 0.008391777 A^1Piu 2 12 1 X^1Sigmag+ 3 12 1 88DaAbPh.169
5988.7246 0.00654246 A^1Piu 1 27 1 X^1Sigmag+ 2 28 1 77ChMaMa.60
5988.7292 0.007 A^1Piu 1 27 1 X^1Sigmag+ 2 28 1 15ChKaBeTa.111
5988.7322 0.002 A^1Piu 1 27 1 X^1Sigmag+ 2 28 1 88DoNiBea.226
5988.928 0.0015 B^1Deltag 3 23 1 A^1Piu 1 23 1 88DoNiBeb.228
5989.0876 0.019286902 A^1Piu 2 5 1 X^1Sigmag+ 3 6 1 88DaAbPh.158
5995.64 0.005 A^1Piu 2 10 1 X^1Sigmag+ 3 10 1 88DaAbPh.168
5995.9684 0.009347217 A^1Piu 2 23 1 X^1Sigmag+ 3 22 1 88DaAbPh.188
5996.1045 0.003 B^1Deltag 3 32 1 A^1Piu 1 31 1 16ChKaBeTa.433
5996.1709 0.0015 B^1Deltag 3 15 1 A^1Piu 1 16 1 88DoNiBeb.156
5997.3952 0.002297168 B^1Deltag 3 22 1 A^1Piu 1 22 1 88DoNiBeb.147
5998.9928 0.005 A^1Piu 0 59 1 X^1Sigmag+ 1 58 1 77ChMaMa.213
6000.3211 0.003 B^1Deltag 2 42 1 A^1Piu 0 42 1 16ChKaBeTa.434
6002.525 0.004028096 A^1Piu 2 8 1 X^1Sigmag+ 3 8 1 88DaAbPh.167
6003.7886 0.003 B^1Deltag 2 34 1 A^1Piu 0 35 1 16ChKaBeTa.435
6004.7138 0.009850754 B^1Deltag 3 31 1 A^1Piu 1 30 1 16ChKaBeTa.436
6004.9763 0.0015 B^1Deltag 3 14 1 A^1Piu 1 15 1 88DoNiBeb.238
6005.2818 0.005 A^1Piu 2 21 1 X^1Sigmag+ 3 20 1 88DaAbPh.187
6005.6818 0.0015 B^1Deltag 3 21 1 A^1Piu 1 21 1 88DoNiBeb.227
6005.7401 0.007674635 A^1Piu 1 45 1 X^1Sigmag+ 2 44 1 77ChMaMa.119
6007.9582 0.005 A^1Piu 2 6 1 X^1Sigmag+ 3 6 1 88DaAbPh.166
6008.2001 0.007 A^1Piu 2 1 1 X^1Sigmag+ 3 2 1 15ChKaBeTa.139
6008.6187 0.006197513 A^1Piu 1 34 1 X^1Sigmag+ 2 34 1 88DoNiBea.212
6008.6244 0.005309257 A^1Piu 1 34 1 X^1Sigmag+ 2 34 1 77ChMaMa.87
6008.6264 0.007409257 A^1Piu 1 34 1 X^1Sigmag+ 2 34 1 15ChKaBeTa.125
6009.5192 0.005 A^1Piu 0 48 1 X^1Sigmag+ 1 48 1 77ChMaMa.177
6011.95 0.005 A^1Piu 2 4 1 X^1Sigmag+ 3 4 1 88DaAbPh.165
6012.2178 0.0015 A^1Piu 0 39 1 X^1Sigmag+ 1 40 1 88DoNiBea.175
6012.2181 0.005 A^1Piu 0 39 1 X^1Sigmag+ 1 40 1 77ChMaMa.143
6013.1717 0.005 A^1Piu 2 19 1 X^1Sigmag+ 3 18 1 88DaAbPh.186
6013.3136 0.003 B^1Deltag 3 13 1 A^1Piu 1 14 1 88DoNiBeb.155
6013.4235 0.0015 B^1Deltag 3 20 1 A^1Piu 1 20 1 88DoNiBeb.146
6015.0496 0.006 A^1Piu 1 25 1 X^1Sigmag+ 2 26 1 77ChMaMa.59
6015.0558 0.0015 A^1Piu 1 25 1 X^1Sigmag+ 2 26 1 88DoNiBea.225
6016.2693 0.003 B^1Deltag 2 41 1 A^1Piu 0 41 1 16ChKaBeTa.437
6019.3275 0.019311821 B^1Deltag 2 33 1 A^1Piu 0 34 1 16ChKaBeTa.438
6019.6313 0.007 A^1Piu 2 17 1 X^1Sigmag+ 3 16 1 15ChKaBeTa.153
6019.6401 0.0033748 A^1Piu 2 17 1 X^1Sigmag+ 3 16 1 88DaAbPh.185
6020.954 0.0015 B^1Deltag 3 19 1 A^1Piu 1 19 1 88DoNiBeb.226
6021.2229 0.003 B^1Deltag 3 29 1 A^1Piu 1 28 1 16ChKaBeTa.439
6021.3679 0.0015 B^1Deltag 3 12 1 A^1Piu 1 13 1 88DoNiBeb.237
6024.6139 0.005 A^1Piu 2 15 1 X^1Sigmag+ 3 14 1 88DaAbPh.184
6027.6783 0.005 A^1Piu 2 5 1 X^1Sigmag+ 3 4 1 88DaAbPh.179
6027.9647 0.0015 B^1Deltag 3 18 1 A^1Piu 1 18 1 88DoNiBeb.145
6028.1427 0.007908257 A^1Piu 2 13 1 X^1Sigmag+ 3 12 1 88DaAbPh.183
6028.3038 0.008544022 b^3Sigmag- 3 58 1 a^3Piu 2 59 1 85RoWaMiVe.825
6028.979 0.0015 B^1Deltag 3 11 1 A^1Piu 1 12 1 88DoNiBeb.154
6029.0551 0.003 B^1Deltag 3 28 1 A^1Piu 1 27 1 16ChKaBeTa.440
6029.9885 0.013255042 A^1Piu 2 7 1 X^1Sigmag+ 3 6 1 88DaAbPh.180
6030.2069 0.005 A^1Piu 2 11 1 X^1Sigmag+ 3 10 1 88DaAbPh.182
6030.8316 0.014371996 A^1Piu 2 9 1 X^1Sigmag+ 3 8 1 88DaAbPh.181
6031.198 0.0456346 A^1Piu 1 43 1 X^1Sigmag+ 2 42 1 77ChMaMa.118
6032.9805 0.006400052 A^1Piu 1 32 1 X^1Sigmag+ 2 32 1 77ChMaMa.86
6032.9833 0.007 A^1Piu 1 32 1 X^1Sigmag+ 2 32 1 15ChKaBeTa.124
6032.9867 0.0015 A^1Piu 1 32 1 X^1Sigmag+ 2 32 1 88DoNiBea.211
6034.7426 0.011101534 B^1Deltag 3 17 1 A^1Piu 1 17 1 88DoNiBeb.225
6034.7887 0.01 A^1Piu 0 57 1 X^1Sigmag+ 1 56 1 77ChMaMa.212
6034.9766 0.007 B^1Deltag 2 32 1 A^1Piu 0 33 1 16ChKaBeTa.441
6036.2187 0.003 B^1Deltag 3 27 1 A^1Piu 1 26 1 16ChKaBeTa.442
6036.2802 0.0015 B^1Deltag 3 10 1 A^1Piu 1 11 1 88DoNiBeb.236
6039.9402 0.005 A^1Piu 1 23 1 X^1Sigmag+ 2 24 1 77ChMaMa.58
6039.9452 0.0016577 A^1Piu 1 23 1 X^1Sigmag+ 2 24 1 88DoNiBea.224
6041.0187 0.0015 B^1Deltag 3 16 1 A^1Piu 1 16 1 88DoNiBeb.144
6043.1577 0.0015 B^1Deltag 3 9 1 A^1Piu 1 10 1 88DoNiBeb.153
6043.273 0.003 B^1Deltag 3 26 1 A^1Piu 1 25 1 16ChKaBeTa.443
6044.1522 0.036692429 A^1Piu 0 46 1 X^1Sigmag+ 1 46 1 77ChMaMa.176
6046.3991 0.003 B^1Deltag 2 39 1 A^1Piu 0 39 1 16ChKaBeTa.444
6047.0309 0.004195298 B^1Deltag 3 15 1 A^1Piu 1 15 1 88DoNiBeb.224
6047.343 0.011 A^1Piu 0 37 1 X^1Sigmag+ 1 38 1 77ChMaMa.142
6047.354 0.0015 A^1Piu 0 37 1 X^1Sigmag+ 1 38 1 88DoNiBea.174
6049.7059 0.003 B^1Deltag 3 25 1 A^1Piu 1 24 1 16ChKaBeTa.445
6049.7095 0.002081298 B^1Deltag 3 8 1 A^1Piu 1 9 1 88DoNiBeb.235
6049.8349 0.003 B^1Deltag 2 31 1 A^1Piu 0 32 1 16ChKaBeTa.446
6052.5776 0.0015 B^1Deltag 3 14 1 A^1Piu 1 14 1 88DoNiBeb.143
6055.262 0.007 A^1Piu 1 41 1 X^1Sigmag+ 2 40 1 15ChKaBeTa.138
6055.2771 0.016001144 A^1Piu 1 41 1 X^1Sigmag+ 2 40 1 77ChMaMa.117
6055.8547 0.0015 B^1Deltag 3 7 1 A^1Piu 1 8 1 88DoNiBeb.152
6055.9125 0.005 A^1Piu 1 30 1 X^1Sigmag+ 2 30 1 77ChMaMa.85
6055.9132 0.007 A^1Piu 1 30 1 X^1Sigmag+ 2 30 1 15ChKaBeTa.123
6055.9171 0.0015 A^1Piu 1 30 1 X^1Sigmag+ 2 30 1 88DoNiBea.210
6056.0037 0.004494804 B^1Deltag 3 24 1 A^1Piu 1 23 1 88DoNiBeb.217
6057.8337 0.0015 B^1Deltag 3 13 1 A^1Piu 1 13 1 88DoNiBeb.223
6060.6275 0.003 B^1Deltag 2 38 1 A^1Piu 0 38 1 16ChKaBeTa.447
6061.6512 0.0015 B^1Deltag 3 6 1 A^1Piu 1 7 1 88DoNiBeb.234
6061.7003 0.002600964 B^1Deltag 3 23 1 A^1Piu 1 22 1 88DoNiBeb.136
6062.6462 0.0015 B^1Deltag 3 12 1 A^1Piu 1 12 1 88DoNiBeb.142
6063.3999 0.005 A^1Piu 1 21 1 X^1Sigmag+ 2 22 1 77ChMaMa.57
6063.4002 0.0015 A^1Piu 1 21 1 X^1Sigmag+ 2 22 1 88DoNiBea.223
6067.0568 0.0015 B^1Deltag 3 5 1 A^1Piu 1 6 1 88DoNiBeb.151
6067.1482 0.0015 B^1Deltag 3 11 1 A^1Piu 1 11 1 88DoNiBeb.222
6067.2138 0.001985183 B^1Deltag 3 22 1 A^1Piu 1 21 1 88DoNiBeb.216
6067.6702 0.0055 b^3Sigmag- 3 56 1 a^3Piu 2 57 1 85RoWaMiVe.824
6069.1518 0.01 A^1Piu 0 55 1 X^1Sigmag+ 1 54 1 77ChMaMa.211
6071.2262 0.0015 B^1Deltag 3 10 1 A^1Piu 1 10 1 88DoNiBeb.141
6072.1124 0.002903034 B^1Deltag 3 4 1 A^1Piu 1 5 1 88DoNiBeb.233
6072.1796 0.001874266 B^1Deltag 3 21 1 A^1Piu 1 20 1 88DoNiBeb.135
6073.8887 0.0605957 b^3Sigmag- 5 30 3 a^3Piu 4 31 3 15ChKaBeTa.2888
6074.9741 0.002218477 B^1Deltag 3 9 1 A^1Piu 1 9 1 88DoNiBeb.221
6075.0361 0.007687389 B^1Deltag 2 37 1 A^1Piu 0 37 1 16ChKaBeTa.448
6076.9356 0.0015 B^1Deltag 3 20 1 A^1Piu 1 19 1 88DoNiBeb.215
6077.3689 0.005 A^1Piu 0 44 1 X^1Sigmag+ 1 44 1 77ChMaMa.175
6077.4071 0.007 A^1Piu 1 28 1 X^1Sigmag+ 2 28 1 15ChKaBeTa.122
6077.4089 0.005 A^1Piu 1 28 1 X^1Sigmag+ 2 28 1 77ChMaMa.84
6077.41 0.0015 A^1Piu 1 28 1 X^1Sigmag+ 2 28 1 88DoNiBea.209
6077.8548 0.007 A^1Piu 1 39 1 X^1Sigmag+ 2 38 1 15ChKaBeTa.137
6077.8571 0.005 A^1Piu 1 39 1 X^1Sigmag+ 2 38 1 77ChMaMa.116
6077.8594 0.0015 A^1Piu 1 39 1 X^1Sigmag+ 2 38 1 88DoNiBea.195
6078.3134 0.0015 B^1Deltag 3 8 1 A^1Piu 1 8 1 88DoNiBeb.140
6078.8475 0.003 B^1Deltag 2 29 1 A^1Piu 0 30 1 16ChKaBeTa.449
6081.0713 0.005 A^1Piu 0 35 1 X^1Sigmag+ 1 36 1 77ChMaMa.141
6081.076 0.0015 B^1Deltag 3 2 1 A^1Piu 1 3 1 88DoNiBeb.232
6081.076 0.00224 A^1Piu 0 35 1 X^1Sigmag+ 1 36 1 88DoNiBea.173
6081.1684 0.002936855 B^1Deltag 3 19 1 A^1Piu 1 18 1 88DoNiBeb.134
6081.3091 0.002621998 B^1Deltag 3 7 1 A^1Piu 1 7 1 88DoNiBeb.220
6083.9098 0.002491865 B^1Deltag 3 6 1 A^1Piu 1 6 1 88DoNiBeb.139
6085.1548 0.0015 B^1Deltag 3 18 1 A^1Piu 1 17 1 88DoNiBeb.214
6085.411 0.006 A^1Piu 1 19 1 X^1Sigmag+ 2 20 1 77ChMaMa.56
6085.4173 0.0015 A^1Piu 1 19 1 X^1Sigmag+ 2 20 1 88DoNiBea.222
6086.1526 0.0015 B^1Deltag 3 5 1 A^1Piu 1 5 1 88DoNiBeb.219
6088.0121 0.0015 B^1Deltag 3 4 1 A^1Piu 1 4 1 88DoNiBeb.138
6088.5559 0.003 B^1Deltag 2 36 1 A^1Piu 0 36 1 16ChKaBeTa.450
6088.6495 0.0015 B^1Deltag 3 17 1 A^1Piu 1 16 1 88DoNiBeb.133
6089.5081 0.0015 B^1Deltag 3 3 1 A^1Piu 1 3 1 88DoNiBeb.218
6090.1525 0.0055 b^3Sigmag- 2 63 2 a^3Piu 1 64 2 85RoWaMiVe.679
6090.6223 0.0015 B^1Deltag 3 2 1 A^1Piu 1 2 1 88DoNiBeb.137
6091.8738 0.0015 B^1Deltag 3 16 1 A^1Piu 1 15 1 88DoNiBeb.213
6092.9719 0.003 B^1Deltag 2 28 1 A^1Piu 0 29 1 16ChKaBeTa.451
6094.6309 0.002642261 B^1Deltag 3 15 1 A^1Piu 1 14 1 88DoNiBeb.132
6096.9933 0.009197111 B^1Deltag 3 2 1 A^1Piu 1 1 1 88DoNiBeb.206
6097.0933 0.0015 B^1Deltag 3 14 1 A^1Piu 1 13 1 88DoNiBeb.212
6097.456 0.005 A^1Piu 1 26 1 X^1Sigmag+ 2 26 1 77ChMaMa.83
6097.4578 0.007 A^1Piu 1 26 1 X^1Sigmag+ 2 26 1 15ChKaBeTa.121
6097.4613 0.0015 A^1Piu 1 26 1 X^1Sigmag+ 2 26 1 88DoNiBea.208
6098.9571 0.015862101 A^1Piu 1 37 1 X^1Sigmag+ 2 36 1 77ChMaMa.115
6098.9675 0.007 A^1Piu 1 37 1 X^1Sigmag+ 2 36 1 15ChKaBeTa.136
6098.9732 0.001 A^1Piu 1 37 1 X^1Sigmag+ 2 36 1 88DoNiBea.194
6099.0536 0.0015 B^1Deltag 3 3 1 A^1Piu 1 2 1 88DoNiBeb.126
6099.1113 0.0015 B^1Deltag 3 13 1 A^1Piu 1 12 1 88DoNiBeb.131
6100.7462 0.003728226 B^1Deltag 3 4 1 A^1Piu 1 3 1 88DoNiBeb.207
6100.8151 0.0015 B^1Deltag 3 12 1 A^1Piu 1 11 1 88DoNiBeb.211
6102.0552 0.0015 B^1Deltag 3 5 1 A^1Piu 1 4 1 88DoNiBeb.127
6102.0817 0.005 A^1Piu 0 53 1 X^1Sigmag+ 1 52 1 77ChMaMa.210
6102.0947 0.0015 B^1Deltag 3 11 1 A^1Piu 1 10 1 88DoNiBeb.130
6102.2009 0.003 B^1Deltag 2 35 1 A^1Piu 0 35 1 16ChKaBeTa.452
6103.0021 0.0015 B^1Deltag 3 6 1 A^1Piu 1 5 1 88DoNiBeb.208
6103.0428 0.001610604 B^1Deltag 3 10 1 A^1Piu 1 9 1 88DoNiBeb.210
6103.5726 0.004877921 B^1Deltag 3 9 1 A^1Piu 1 8 1 88DoNiBeb.129
6103.5729 0.0064009 B^1Deltag 3 7 1 A^1Piu 1 6 1 88DoNiBeb.128
6103.7701 0.0015 B^1Deltag 3 8 1 A^1Piu 1 7 1 88DoNiBeb.209
6104.4402 0.009 b^3Sigmag- 3 52 3 a^3Piu 2 53 3 15ChKaBeTa.2587
6105.9004 0.0438746 b^3Sigmag- 3 54 1 a^3Piu 2 55 1 85RoWaMiVe.823
6105.9914 0.0015 A^1Piu 1 17 1 X^1Sigmag+ 2 18 1 88DoNiBea.221
6105.9919 0.001 A^1Piu 1 17 1 X^1Sigmag+ 2 18 1 77ChMaMa.55
6106.3945 0.003 B^1Deltag 2 27 1 A^1Piu 0 28 1 16ChKaBeTa.453
6109.1365 0.019315763 A^1Piu 0 42 1 X^1Sigmag+ 1 42 1 77ChMaMa.174
6113.3704 0.003 A^1Piu 0 33 1 X^1Sigmag+ 1 34 1 77ChMaMa.140
6113.3734 0.0015 A^1Piu 0 33 1 X^1Sigmag+ 1 34 1 88DoNiBea.172
6115.0081 0.003548045 B^1Deltag 2 34 1 A^1Piu 0 34 1 16ChKaBeTa.454
6116.0604 0.005 A^1Piu 1 24 1 X^1Sigmag+ 2 24 1 77ChMaMa.82
6116.0654 0.0015 A^1Piu 1 24 1 X^1Sigmag+ 2 24 1 88DoNiBea.207
6116.0654 0.007 A^1Piu 1 24 1 X^1Sigmag+ 2 24 1 15ChKaBeTa.120
6118.6315 0.005 A^1Piu 1 35 1 X^1Sigmag+ 2 34 1 77ChMaMa.114
6118.6347 0.007 A^1Piu 1 35 1 X^1Sigmag+ 2 34 1 15ChKaBeTa.135
6118.6389 0.005592435 A^1Piu 1 35 1 X^1Sigmag+ 2 34 1 88DoNiBea.193
6119.7642 0.007 B^1Deltag 2 26 1 A^1Piu 0 27 1 16ChKaBeTa.455
6120.7073 0.007 b^3Sigmag- 5 26 3 a^3Piu 4 27 3 15ChKaBeTa.2887
6125.1129 0.003 A^1Piu 1 15 1 X^1Sigmag+ 2 16 1 77ChMaMa.54
6127.8906 0.003 B^1Deltag 2 33 1 A^1Piu 0 33 1 16ChKaBeTa.456
6132.4833 0.003 B^1Deltag 2 25 1 A^1Piu 0 26 1 16ChKaBeTa.457
6132.597 0.0114587 b^3Sigmag- 2 60 3 a^3Piu 1 61 3 79AmChMa.819
6132.9875 0.0045 b^3Sigmag- 2 61 2 a^3Piu 1 62 2 79AmChMa.793
6133.2189 0.004 A^1Piu 1 22 1 X^1Sigmag+ 2 22 1 77ChMaMa.81
6133.2235 0.002360206 A^1Piu 1 22 1 X^1Sigmag+ 2 22 1 88DoNiBea.206
6133.5697 0.005 A^1Piu 0 51 1 X^1Sigmag+ 1 50 1 77ChMaMa.209
6136.8418 0.005 A^1Piu 1 33 1 X^1Sigmag+ 2 32 1 77ChMaMa.113
6136.8433 0.007 A^1Piu 1 33 1 X^1Sigmag+ 2 32 1 15ChKaBeTa.134
6136.8471 0.002965761 A^1Piu 1 33 1 X^1Sigmag+ 2 32 1 88DoNiBea.192
6139.492 0.007515419 A^1Piu 0 40 1 X^1Sigmag+ 1 40 1 77ChMaMa.173
6139.4994 0.0015 A^1Piu 0 40 1 X^1Sigmag+ 1 40 1 88DoNiBea.155
6139.977 0.003 B^1Deltag 2 32 1 A^1Piu 0 32 1 16ChKaBeTa.458
6142.0347 0.015938626 b^3Sigmag- 3 51 2 a^3Piu 2 52 2 85RoWaMiVe.831
6142.4134 0.0320507 b^3Sigmag- 5 24 3 a^3Piu 4 25 3 15ChKaBeTa.2886
6142.7881 0.009913679 A^1Piu 1 13 1 X^1Sigmag+ 2 14 1 77ChMaMa.53
6142.7982 0.0015 A^1Piu 1 13 1 X^1Sigmag+ 2 14 1 88DoNiBea.219
6143.0127 0.014144681 b^3Sigmag- 3 52 1 a^3Piu 2 53 1 85RoWaMiVe.822
6144.2409 0.005 A^1Piu 0 31 1 X^1Sigmag+ 1 32 1 77ChMaMa.139
6144.2446 0.0015 A^1Piu 0 31 1 X^1Sigmag+ 1 32 1 88DoNiBea.171
6145.0932 0.00322948 B^1Deltag 2 24 1 A^1Piu 0 25 1 16ChKaBeTa.459
6148.9266 0.005 A^1Piu 1 20 1 X^1Sigmag+ 2 20 1 77ChMaMa.80
6148.9289 0.0015 A^1Piu 1 20 1 X^1Sigmag+ 2 20 1 88DoNiBea.205
6152.0894 0.003 B^1Deltag 2 31 1 A^1Piu 0 31 1 16ChKaBeTa.460
6153.5893 0.007811972 A^1Piu 1 31 1 X^1Sigmag+ 2 30 1 77ChMaMa.112
6153.5941 0.007 A^1Piu 1 31 1 X^1Sigmag+ 2 30 1 15ChKaBeTa.133
6153.5973 0.0015 A^1Piu 1 31 1 X^1Sigmag+ 2 30 1 88DoNiBea.191
6157.0898 0.003636811 B^1Deltag 2 23 1 A^1Piu 0 24 1 16ChKaBeTa.461
6159.0251 0.0015 A^1Piu 1 11 1 X^1Sigmag+ 2 12 1 88DoNiBea.218
6159.0263 0.005 A^1Piu 1 11 1 X^1Sigmag+ 2 12 1 77ChMaMa.52
6162.9502 0.0092455 b^3Sigmag- 5 22 3 a^3Piu 4 23 3 15ChKaBeTa.2885
6163.1748 0.0071269 A^1Piu 1 18 1 X^1Sigmag+ 2 18 1 77ChMaMa.79
6163.1809 0.0015 A^1Piu 1 18 1 X^1Sigmag+ 2 18 1 88DoNiBea.204
6163.4514 0.006771237 B^1Deltag 2 30 1 A^1Piu 0 30 1 16ChKaBeTa.462
6163.6116 0.005 A^1Piu 0 49 1 X^1Sigmag+ 1 48 1 77ChMaMa.208
6168.4108 0.005 A^1Piu 0 38 1 X^1Sigmag+ 1 38 1 77ChMaMa.172
6168.4131 0.0015 A^1Piu 0 38 1 X^1Sigmag+ 1 38 1 88DoNiBea.154
6168.884 0.009 A^1Piu 1 29 1 X^1Sigmag+ 2 28 1 77ChMaMa.111
6168.8899 0.003 A^1Piu 1 29 1 X^1Sigmag+ 2 28 1 15ChKaBeTa.132
6168.893 0.0015 A^1Piu 1 29 1 X^1Sigmag+ 2 28 1 88DoNiBea.190
6168.9467 0.005682351 B^1Deltag 2 22 1 A^1Piu 0 23 1 16ChKaBeTa.463
6172.7293 0.0821161 b^3Sigmag- 5 30 3 a^3Piu 4 30 3 15ChKaBeTa.2917
6173.2555 0.0055 b^3Sigmag- 3 58 3 a^3Piu 2 58 3 85RoWaMiVe.888
6173.6802 0.005 A^1Piu 0 29 1 X^1Sigmag+ 1 30 1 77ChMaMa.138
6173.6837 0.0015 A^1Piu 0 29 1 X^1Sigmag+ 1 30 1 88DoNiBea.170
6173.7728 0.024811733 A^1Piu 1 9 1 X^1Sigmag+ 2 10 1 77ChMaMa.51
6173.7968 0.0015 A^1Piu 1 9 1 X^1Sigmag+ 2 10 1 88DoNiBea.217
6173.9215 0.0045 b^3Sigmag- 2 70 1 a^3Piu 1 70 1 79AmChMa.931
6174.2884 0.006602200000000001 b^3Sigmag- 2 58 3 a^3Piu 1 59 3 79AmChMa.818
6174.719 0.009379673 b^3Sigmag- 2 59 2 a^3Piu 1 60 2 85RoWaMiVe.678
6174.8014 0.003621433 B^1Deltag 2 29 1 A^1Piu 0 29 1 16ChKaBeTa.464
6174.8546 0.0055 b^3Sigmag- 3 59 2 a^3Piu 2 59 2 85RoWaMiVe.870
6175.5268 0.011274679 b^3Sigmag- 2 60 1 a^3Piu 1 61 1 85RoWaMiVe.657
6175.5375 0.0045 b^3Sigmag- 2 60 1 a^3Piu 1 61 1 79AmChMa.767
6175.9717 0.005 A^1Piu 1 16 1 X^1Sigmag+ 2 16 1 77ChMaMa.78
6177.3547 0.007363236 b^3Sigmag- 3 48 3 a^3Piu 2 49 3 15ChKaBeTa.2586
6177.96 0.007477171 b^3Sigmag- 3 49 2 a^3Piu 2 50 2 85RoWaMiVe.830
6180.2216 0.004353668 B^1Deltag 2 21 1 A^1Piu 0 22 1 16ChKaBeTa.465
6182.2818 0.010617200000000002 b^3Sigmag- 5 20 3 a^3Piu 4 21 3 15ChKaBeTa.2884
6182.7214 0.007 A^1Piu 1 27 1 X^1Sigmag+ 2 26 1 15ChKaBeTa.131
6182.7243 0.005 A^1Piu 1 27 1 X^1Sigmag+ 2 26 1 77ChMaMa.110
6182.725 0.0015 A^1Piu 1 27 1 X^1Sigmag+ 2 26 1 88DoNiBea.189
6184.093 0.049386700000000006 b^3Sigmag- 5 21 2 a^3Piu 4 22 2 15ChKaBeTa.2877
6185.4468 0.003 B^1Deltag 2 28 1 A^1Piu 0 28 1 16ChKaBeTa.466
6186.5474 0.056009800000000005 b^3Sigmag- 5 22 1 a^3Piu 4 23 1 15ChKaBeTa.2869
6187.0907 0.022151654 A^1Piu 1 7 1 X^1Sigmag+ 2 8 1 77ChMaMa.50
6187.1113 0.0015 A^1Piu 1 7 1 X^1Sigmag+ 2 8 1 88DoNiBea.216
6187.3119 0.005 A^1Piu 1 14 1 X^1Sigmag+ 2 14 1 77ChMaMa.77
6187.3154 0.0015 A^1Piu 1 14 1 X^1Sigmag+ 2 14 1 88DoNiBea.202
6190.3439 0.0045 b^3Sigmag- 1 68 1 a^3Piu 0 69 1 79AmChMa.260
6191.3257 0.005421089 B^1Deltag 2 20 1 A^1Piu 0 21 1 16ChKaBeTa.467
6192.205 0.005 A^1Piu 0 47 1 X^1Sigmag+ 1 46 1 77ChMaMa.207
6195.0919 0.0015 A^1Piu 1 25 1 X^1Sigmag+ 2 24 1 88DoNiBea.188
6195.0933 0.005 A^1Piu 1 25 1 X^1Sigmag+ 2 24 1 77ChMaMa.109
6195.8845 0.005 A^1Piu 0 36 1 X^1Sigmag+ 1 36 1 77ChMaMa.171
6195.8886 0.0015 A^1Piu 0 36 1 X^1Sigmag+ 1 36 1 88DoNiBea.153
6196.0285 0.003 B^1Deltag 2 27 1 A^1Piu 0 27 1 16ChKaBeTa.468
6197.1899 0.00473 A^1Piu 1 12 1 X^1Sigmag+ 2 12 1 77ChMaMa.76
6197.1943 0.0015 A^1Piu 1 12 1 X^1Sigmag+ 2 12 1 88DoNiBea.201
6198.9319 0.035693569 A^1Piu 1 5 1 X^1Sigmag+ 2 6 1 77ChMaMa.49
6198.9661 0.0015 A^1Piu 1 5 1 X^1Sigmag+ 2 6 1 88DoNiBea.215
6200.4134 0.0174779 b^3Sigmag- 5 18 3 a^3Piu 4 19 3 15ChKaBeTa.2883
6201.6795 0.005 A^1Piu 0 27 1 X^1Sigmag+ 1 28 1 77ChMaMa.137
6201.6863 0.003156593 A^1Piu 0 27 1 X^1Sigmag+ 1 28 1 88DoNiBea.169
6201.8832 0.004555311 B^1Deltag 2 19 1 A^1Piu 0 20 1 16ChKaBeTa.469
6202.4047 0.010880100000000002 b^3Sigmag- 5 19 2 a^3Piu 4 20 2 15ChKaBeTa.2876
6205.1163 0.018195100000000002 b^3Sigmag- 5 20 1 a^3Piu 4 21 1 15ChKaBeTa.2868
6205.598 0.013292103 A^1Piu 1 10 1 X^1Sigmag+ 2 10 1 77ChMaMa.75
6205.6123 0.0025608 A^1Piu 1 10 1 X^1Sigmag+ 2 10 1 88DoNiBea.200
6205.9461 0.01 B^1Deltag 2 26 1 A^1Piu 0 26 1 16ChKaBeTa.470
6205.9796 0.014 A^1Piu 1 23 1 X^1Sigmag+ 2 22 1 77ChMaMa.108
6205.9932 0.0015 A^1Piu 1 23 1 X^1Sigmag+ 2 22 1 88DoNiBea.187
6207.3281 0.039598866 b^3Sigmag- 5 26 3 a^3Piu 4 26 3 15ChKaBeTa.2916
6207.7454 0.027664061 b^3Sigmag- 3 56 3 a^3Piu 2 56 3 85RoWaMiVe.887
6209.3591 0.001 A^1Piu 1 3 1 X^1Sigmag+ 2 4 1 88DoNiBea.214
6209.3725 0.0055 b^3Sigmag- 3 57 2 a^3Piu 2 57 2 85RoWaMiVe.869
6209.4765 0.009517469 b^3Sigmag- 3 58 1 a^3Piu 2 58 1 85RoWaMiVe.852
6209.4933 0.024 b^3Sigmag- 4 35 2 a^3Piu 3 36 2 15ChKaBeTa.2747
6211.2335 0.04888795 b^3Sigmag- 5 28 1 a^3Piu 4 28 1 15ChKaBeTa.2899
6212.1037 0.0055 b^3Sigmag- 3 46 3 a^3Piu 2 47 3 85RoWaMiVe.838
6212.5566 0.012341212 A^1Piu 1 8 1 X^1Sigmag+ 2 8 1 77ChMaMa.74
6212.568 0.0015 A^1Piu 1 8 1 X^1Sigmag+ 2 8 1 88DoNiBea.199
6213.8224 0.0055 b^3Sigmag- 3 48 1 a^3Piu 2 49 1 85RoWaMiVe.821
6214.8565 0.009553500000000001 b^3Sigmag- 2 56 3 a^3Piu 1 57 3 79AmChMa.817
6215.3104 0.007049627 b^3Sigmag- 2 57 2 a^3Piu 1 58 2 85RoWaMiVe.677
6215.3171 0.0045 b^3Sigmag- 2 57 2 a^3Piu 1 58 2 79AmChMa.792
6215.4276 0.0015 A^1Piu 1 21 1 X^1Sigmag+ 2 20 1 88DoNiBea.186
6215.4277 0.005 A^1Piu 1 21 1 X^1Sigmag+ 2 20 1 77ChMaMa.107
6215.7731 0.003 B^1Deltag 2 25 1 A^1Piu 0 25 1 16ChKaBeTa.471
6216.174 0.0045 b^3Sigmag- 2 58 1 a^3Piu 1 59 1 79AmChMa.766
6217.3416 0.007 b^3Sigmag- 5 16 3 a^3Piu 4 17 3 15ChKaBeTa.2882
6218.0489 0.012408932 A^1Piu 1 6 1 X^1Sigmag+ 2 6 1 77ChMaMa.73
6218.0607 0.0015 A^1Piu 1 6 1 X^1Sigmag+ 2 6 1 88DoNiBea.198
6218.2882 0.0015 A^1Piu 1 1 1 X^1Sigmag+ 2 2 1 88DoNiBea.213
6219.3448 0.003 A^1Piu 0 45 1 X^1Sigmag+ 1 44 1 77ChMaMa.206
6219.5331 0.011761200000000001 b^3Sigmag- 5 17 2 a^3Piu 4 18 2 15ChKaBeTa.2875
6221.9154 0.005 A^1Piu 0 34 1 X^1Sigmag+ 1 34 1 77ChMaMa.170
6221.9195 0.0015 A^1Piu 0 34 1 X^1Sigmag+ 1 34 1 88DoNiBea.152
6222.0746 0.016434573 A^1Piu 1 4 1 X^1Sigmag+ 2 4 1 77ChMaMa.72
6222.0888 0.0015 A^1Piu 1 4 1 X^1Sigmag+ 2 4 1 88DoNiBea.197
6222.5549 0.0110649 b^3Sigmag- 5 18 1 a^3Piu 4 19 1 15ChKaBeTa.2867
6222.8269 0.061530825 b^3Sigmag- 5 24 3 a^3Piu 4 24 3 15ChKaBeTa.2915
6223.3908 0.005 A^1Piu 1 19 1 X^1Sigmag+ 2 18 1 77ChMaMa.106
6223.3936 0.0015 A^1Piu 1 19 1 X^1Sigmag+ 2 18 1 88DoNiBea.185
6224.6274 0.026 A^1Piu 1 2 1 X^1Sigmag+ 2 2 1 77ChMaMa.71
6224.6534 0.003883 A^1Piu 1 2 1 X^1Sigmag+ 2 2 1 88DoNiBea.196
6224.9704 0.004315266 B^1Deltag 2 24 1 A^1Piu 0 24 1 16ChKaBeTa.472
6227.7917 0.015224000000000001 b^3Sigmag- 5 38 1 a^3Piu 4 37 1 15ChKaBeTa.2930
6228.2403 0.008173004 A^1Piu 0 25 1 X^1Sigmag+ 1 26 1 77ChMaMa.136
6228.2479 0.0015 A^1Piu 0 25 1 X^1Sigmag+ 1 26 1 88DoNiBea.168
6228.9263 0.00826 A^1Piu 1 1 1 X^1Sigmag+ 2 0 1 77ChMaMa.97
6228.9341 0.0015 A^1Piu 1 1 1 X^1Sigmag+ 2 0 1 88DoNiBea.176
6229.8815 0.008 A^1Piu 1 17 1 X^1Sigmag+ 2 16 1 77ChMaMa.105
6231.441 0.003 B^1Deltag 8 24 1 A^1Piu 5 24 1 16ChKaBeTa.473
6231.6607 0.003 B^1Deltag 2 16 1 A^1Piu 0 17 1 16ChKaBeTa.474
6232.8842 0.003 B^1Deltag 2 33 1 A^1Piu 0 32 1 16ChKaBeTa.475
6233.0236 0.007 b^3Sigmag- 5 14 3 a^3Piu 4 15 3 15ChKaBeTa.2881
6234.0262 0.008031775 B^1Deltag 2 23 1 A^1Piu 0 23 1 16ChKaBeTa.476
6234.184 0.01361245 A^1Piu 1 3 1 X^1Sigmag+ 2 2 1 77ChMaMa.98
6234.1968 0.0015 A^1Piu 1 3 1 X^1Sigmag+ 2 2 1 88DoNiBea.177
6234.5368 0.0055 b^3Sigmag- 1 64 3 a^3Piu 0 65 3 85RoWaMiVe.512
6234.5385 0.0045 b^3Sigmag- 1 64 3 a^3Piu 0 65 3 79AmChMa.314
6234.8806 0.0055 b^3Sigmag- 1 65 2 a^3Piu 0 66 2 85RoWaMiVe.489
6234.9084 0.007822262 A^1Piu 1 15 1 X^1Sigmag+ 2 14 1 77ChMaMa.104
6234.9166 0.0015 A^1Piu 1 15 1 X^1Sigmag+ 2 14 1 88DoNiBea.183
6235.4807 0.007298056 b^3Sigmag- 5 15 2 a^3Piu 4 16 2 15ChKaBeTa.2874
6235.5984 0.0045 b^3Sigmag- 1 66 1 a^3Piu 0 67 1 79AmChMa.259
6236.1032 0.005 b^3Sigmag- 4 33 2 a^3Piu 3 34 2 15ChKaBeTa.2746
6237.1244 0.007 b^3Sigmag- 5 22 3 a^3Piu 4 22 3 15ChKaBeTa.2914
6237.9706 0.023640902 A^1Piu 1 5 1 X^1Sigmag+ 2 4 1 77ChMaMa.99
6237.9924 0.001 A^1Piu 1 5 1 X^1Sigmag+ 2 4 1 88DoNiBea.178
6238.4628 0.01001062 A^1Piu 1 13 1 X^1Sigmag+ 2 12 1 77ChMaMa.103
6238.4727 0.0015 A^1Piu 1 13 1 X^1Sigmag+ 2 12 1 88DoNiBea.182
6238.862 0.010517889 b^3Sigmag- 5 16 1 a^3Piu 4 17 1 15ChKaBeTa.2866
6240.3179 0.0015 A^1Piu 1 7 1 X^1Sigmag+ 2 6 1 88DoNiBea.179
6240.3376 0.020987596 A^1Piu 1 7 1 X^1Sigmag+ 2 6 1 77ChMaMa.100
6240.5525 0.005588108 A^1Piu 1 11 1 X^1Sigmag+ 2 10 1 77ChMaMa.102
6240.5577 0.0015 A^1Piu 1 11 1 X^1Sigmag+ 2 10 1 88DoNiBea.181
6240.7707 0.003 B^1Deltag 2 15 1 A^1Piu 0 16 1 16ChKaBeTa.477
6241.0666 0.0055 b^3Sigmag- 3 54 3 a^3Piu 2 54 3 85RoWaMiVe.886
6241.0691 0.0045 b^3Sigmag- 3 54 3 a^3Piu 2 54 3 79AmChMa.1437
6241.1732 0.0015 A^1Piu 1 9 1 X^1Sigmag+ 2 8 1 88DoNiBea.180
6241.1817 0.010522554 A^1Piu 1 9 1 X^1Sigmag+ 2 8 1 77ChMaMa.101
6241.6786 0.012907400000000001 b^3Sigmag- 5 24 1 a^3Piu 4 24 1 15ChKaBeTa.2898
6242.501 0.005 B^1Deltag 2 22 1 A^1Piu 0 22 1 16ChKaBeTa.478
6242.7315 0.021904299 b^3Sigmag- 3 55 2 a^3Piu 2 55 2 85RoWaMiVe.868
6242.9992 0.0045 b^3Sigmag- 3 56 1 a^3Piu 2 56 1 79AmChMa.1392
6242.9992 0.0055 b^3Sigmag- 3 56 1 a^3Piu 2 56 1 85RoWaMiVe.851
6243.4868 0.007 b^3Sigmag- 5 36 1 a^3Piu 4 35 1 15ChKaBeTa.2929
6245.0245 0.005 A^1Piu 0 43 1 X^1Sigmag+ 1 42 1 77ChMaMa.205
6245.6999 0.029799673 b^3Sigmag- 3 44 3 a^3Piu 2 45 3 85RoWaMiVe.837
6246.3942 0.011560478 b^3Sigmag- 3 45 2 a^3Piu 2 46 2 85RoWaMiVe.829
6246.4971 0.006605858 A^1Piu 0 32 1 X^1Sigmag+ 1 32 1 77ChMaMa.169
6246.5039 0.0015 A^1Piu 0 32 1 X^1Sigmag+ 1 32 1 88DoNiBea.151
6247.4503 0.031668534 b^3Sigmag- 5 12 3 a^3Piu 4 13 3 15ChKaBeTa.2880
6247.5225 0.0055 b^3Sigmag- 3 46 1 a^3Piu 2 47 1 85RoWaMiVe.820
6249.6097 0.003 B^1Deltag 2 14 1 A^1Piu 0 15 1 16ChKaBeTa.479
6250.2198 0.007 b^3Sigmag- 5 20 3 a^3Piu 4 20 3 15ChKaBeTa.2913
6250.2198 0.0213015 b^3Sigmag- 5 13 2 a^3Piu 4 14 2 15ChKaBeTa.2873
6250.4544 0.003 B^1Deltag 8 22 1 A^1Piu 5 22 1 16ChKaBeTa.480
6250.7983 0.003 B^1Deltag 2 21 1 A^1Piu 0 21 1 16ChKaBeTa.481
6252.1564 0.008915094 b^3Sigmag- 2 64 3 a^3Piu 1 64 3 85RoWaMiVe.756
6252.1649 0.0045 b^3Sigmag- 2 64 3 a^3Piu 1 64 3 79AmChMa.988
6253.359 0.006601062 A^1Piu 0 23 1 X^1Sigmag+ 1 24 1 77ChMaMa.135
6253.3653 0.0015 A^1Piu 0 23 1 X^1Sigmag+ 1 24 1 88DoNiBea.167
6254.0727 0.007 b^3Sigmag- 5 14 1 a^3Piu 4 15 1 15ChKaBeTa.2865
6254.2982 0.0045 b^3Sigmag- 2 54 3 a^3Piu 1 55 3 79AmChMa.816
6254.7894 0.0045 b^3Sigmag- 2 55 2 a^3Piu 1 56 2 79AmChMa.791
6255.1789 0.0154473 b^3Sigmag- 5 22 1 a^3Piu 4 22 1 15ChKaBeTa.2897
6255.6658 0.006764823 B^1Deltag 8 15 1 A^1Piu 5 16 1 16ChKaBeTa.482
6255.6698 0.0055 b^3Sigmag- 2 56 1 a^3Piu 1 57 1 85RoWaMiVe.656
6255.675 0.0045 b^3Sigmag- 2 56 1 a^3Piu 1 57 1 79AmChMa.765
6257.9921 0.003 B^1Deltag 2 13 1 A^1Piu 0 14 1 16ChKaBeTa.483
6257.9921 0.023637900000000003 b^3Sigmag- 5 34 1 a^3Piu 4 33 1 15ChKaBeTa.2928
6258.5427 0.003010836 B^1Deltag 2 20 1 A^1Piu 0 20 1 16ChKaBeTa.484
6260.5966 0.007118924 b^3Sigmag- 5 10 3 a^3Piu 4 11 3 15ChKaBeTa.2879
6261.5608 0.01154838 b^3Sigmag- 4 31 2 a^3Piu 3 32 2 15ChKaBeTa.2745
6262.0837 0.0123079 b^3Sigmag- 5 18 3 a^3Piu 4 18 3 15ChKaBeTa.2912
6263.7524 0.017434205 b^3Sigmag- 5 11 2 a^3Piu 4 12 2 15ChKaBeTa.2872
6264.8165 0.003 B^1Deltag 8 14 1 A^1Piu 5 15 1 16ChKaBeTa.485
6265.357 0.048828596 b^3Sigmag- 5 19 2 a^3Piu 4 19 2 15ChKaBeTa.2903
6266.0782 0.004074692 B^1Deltag 2 12 1 A^1Piu 0 13 1 16ChKaBeTa.487
6266.0782 0.004494148 B^1Deltag 2 19 1 A^1Piu 0 19 1 16ChKaBeTa.486
6267.2734 0.004968625 B^1Deltag 2 29 1 A^1Piu 0 28 1 16ChKaBeTa.488
6267.5383 0.007 b^3Sigmag- 5 20 1 a^3Piu 4 20 1 15ChKaBeTa.2896
6267.8552 0.003 B^1Deltag 8 20 1 A^1Piu 5 20 1 16ChKaBeTa.489
6268.2084 0.007 b^3Sigmag- 5 12 1 a^3Piu 4 13 1 15ChKaBeTa.2864
6269.2473 0.005 A^1Piu 0 41 1 X^1Sigmag+ 1 40 1 77ChMaMa.204
6269.6333 0.005403279 A^1Piu 0 30 1 X^1Sigmag+ 1 30 1 77ChMaMa.168
6269.6382 0.0015 A^1Piu 0 30 1 X^1Sigmag+ 1 30 1 88DoNiBea.150
6272.4 0.008279435 b^3Sigmag- 5 8 3 a^3Piu 4 9 3 15ChKaBeTa.2878
6272.7258 0.007 b^3Sigmag- 5 16 3 a^3Piu 4 16 3 15ChKaBeTa.2911
6273.0928 0.00497259 B^1Deltag 2 18 1 A^1Piu 0 18 1 16ChKaBeTa.490
6273.2309 0.0055 b^3Sigmag- 3 52 3 a^3Piu 2 52 3 85RoWaMiVe.885
6273.2353 0.0045 b^3Sigmag- 3 52 3 a^3Piu 2 52 3 79AmChMa.1436
6273.4552 0.005180227 B^1Deltag 8 13 1 A^1Piu 5 14 1 16ChKaBeTa.491
6273.729 0.003 B^1Deltag 2 11 1 A^1Piu 0 12 1 16ChKaBeTa.492
6274.9324 0.007138321 b^3Sigmag- 3 53 2 a^3Piu 2 53 2 85RoWaMiVe.867
6274.9393 0.0045 b^3Sigmag- 3 53 2 a^3Piu 2 53 2 79AmChMa.1413
6275.0762 0.006175265 B^1Deltag 2 28 1 A^1Piu 0 27 1 16ChKaBeTa.493
6275.1174 0.0045 b^3Sigmag- 3 54 1 a^3Piu 2 54 1 79AmChMa.1391
6275.1207 0.0055 b^3Sigmag- 3 54 1 a^3Piu 2 54 1 85RoWaMiVe.850
6276.0121 0.003 B^1Deltag 8 19 1 A^1Piu 5 19 1 16ChKaBeTa.494
6276.0716 0.007 b^3Sigmag- 5 9 2 a^3Piu 4 10 2 15ChKaBeTa.2871
6276.7773 0.1416074 b^3Sigmag- 4 38 3 a^3Piu 3 38 3 15ChKaBeTa.2813
6277.0306 0.005 A^1Piu 0 21 1 X^1Sigmag+ 1 22 1 77ChMaMa.134
6277.0347 0.001 A^1Piu 0 21 1 X^1Sigmag+ 1 22 1 88DoNiBea.166
6278.1543 0.0055 b^3Sigmag- 3 42 3 a^3Piu 2 43 3 85RoWaMiVe.836
6278.612 0.0045 b^3Sigmag- 1 62 3 a^3Piu 0 63 3 79AmChMa.313
6278.7657 0.0123046 b^3Sigmag- 5 18 1 a^3Piu 4 18 1 15ChKaBeTa.2895
6278.9015 0.036 b^3Sigmag- 3 43 2 a^3Piu 2 44 2 85RoWaMiVe.828
6279.7326 0.0045 b^3Sigmag- 1 64 1 a^3Piu 0 65 1 79AmChMa.258
6279.8693 0.005817343 B^1Deltag 2 17 1 A^1Piu 0 17 1 16ChKaBeTa.495
6280.0867 0.012056 b^3Sigmag- 3 44 1 a^3Piu 2 45 1 85RoWaMiVe.819
6281.0634 0.003480448 B^1Deltag 2 10 1 A^1Piu 0 11 1 16ChKaBeTa.496
6281.321 0.007 b^3Sigmag- 5 10 1 a^3Piu 4 11 1 15ChKaBeTa.2863
6281.7767 0.004734234 B^1Deltag 8 12 1 A^1Piu 5 13 1 16ChKaBeTa.497
6282.1045 0.012887725 b^3Sigmag- 5 14 3 a^3Piu 4 14 3 15ChKaBeTa.2910
6282.2122 0.003239704 B^1Deltag 2 27 1 A^1Piu 0 26 1 16ChKaBeTa.498
6285.8494 0.0339438 b^3Sigmag- 4 29 2 a^3Piu 3 30 2 15ChKaBeTa.2744
6285.9184 0.009325454 b^3Sigmag- 5 15 2 a^3Piu 4 15 2 15ChKaBeTa.2902
6286.1538 0.003 B^1Deltag 2 16 1 A^1Piu 0 16 1 16ChKaBeTa.499
6287.976 0.006 B^1Deltag 2 9 1 A^1Piu 0 10 1 16ChKaBeTa.500
6288.8791 0.013907127 b^3Sigmag- 5 16 1 a^3Piu 4 16 1 15ChKaBeTa.2894
6289.249 0.003 B^1Deltag 2 26 1 A^1Piu 0 25 1 16ChKaBeTa.501
6289.6301 0.00501992 B^1Deltag 8 11 1 A^1Piu 5 12 1 16ChKaBeTa.502
6290.2081 0.008077069 b^3Sigmag- 5 12 3 a^3Piu 4 12 3 15ChKaBeTa.2909
6291.3134 0.005228892 A^1Piu 0 28 1 X^1Sigmag+ 1 28 1 77ChMaMa.167
6291.3184 0.0015 A^1Piu 0 28 1 X^1Sigmag+ 1 28 1 88DoNiBea.149
6291.7399 0.007 b^3Sigmag- 2 64 1 a^3Piu 1 64 1 15ChKaBeTa.2373
6291.7402 0.0045 b^3Sigmag- 2 64 1 a^3Piu 1 64 1 79AmChMa.930
6292.0133 0.005 A^1Piu 0 39 1 X^1Sigmag+ 1 38 1 77ChMaMa.203
6292.1714 0.003 B^1Deltag 2 15 1 A^1Piu 0 15 1 16ChKaBeTa.503
6292.5837 0.0045 b^3Sigmag- 2 52 3 a^3Piu 1 53 3 79AmChMa.815
6292.5892 0.005535903 b^3Sigmag- 2 52 3 a^3Piu 1 53 3 85RoWaMiVe.695
6293.1164 0.0055 b^3Sigmag- 2 53 2 a^3Piu 1 54 2 85RoWaMiVe.676
6293.1188 0.0045 b^3Sigmag- 2 53 2 a^3Piu 1 54 2 79AmChMa.790
6293.4771 0.009513424 b^3Sigmag- 5 8 1 a^3Piu 4 9 1 15ChKaBeTa.2862
6294.0431 0.0055 b^3Sigmag- 2 54 1 a^3Piu 1 55 1 85RoWaMiVe.655
6294.0472 0.0045 b^3Sigmag- 2 54 1 a^3Piu 1 55 1 79AmChMa.764
6294.4006 0.007 b^3Sigmag- 5 13 2 a^3Piu 4 13 2 15ChKaBeTa.2901
6294.4006 0.044792000000000005 b^3Sigmag- 5 28 1 a^3Piu 4 27 1 15ChKaBeTa.2927
6294.5653 0.004420206 B^1Deltag 2 8 1 A^1Piu 0 9 1 16ChKaBeTa.504
6295.6523 0.003 B^1Deltag 2 25 1 A^1Piu 0 24 1 16ChKaBeTa.505
6296.8564 0.00817896 b^3Sigmag- 5 5 2 a^3Piu 4 6 2 15ChKaBeTa.2870
6296.9902 0.009435246 b^3Sigmag- 5 10 3 a^3Piu 4 10 3 15ChKaBeTa.2908
6297.1401 0.003 B^1Deltag 8 10 1 A^1Piu 5 11 1 16ChKaBeTa.506
6297.7237 0.003 B^1Deltag 2 14 1 A^1Piu 0 14 1 16ChKaBeTa.507
6297.9021 0.007 b^3Sigmag- 5 14 1 a^3Piu 4 14 1 15ChKaBeTa.2893
6299.2461 0.005 A^1Piu 0 19 1 X^1Sigmag+ 1 20 1 77ChMaMa.133
6299.2519 0.0015 A^1Piu 0 19 1 X^1Sigmag+ 1 20 1 88DoNiBea.165
6299.383 0.074192303 b^3Sigmag- 4 36 3 a^3Piu 3 36 3 15ChKaBeTa.2812
6300.7459 0.003 B^1Deltag 2 7 1 A^1Piu 0 8 1 16ChKaBeTa.508
6301.9055 0.010075231 B^1Deltag 2 24 1 A^1Piu 0 23 1 16ChKaBeTa.509
6302.3674 0.010501918 b^3Sigmag- 5 8 3 a^3Piu 4 8 3 15ChKaBeTa.2907
6302.9832 0.0040854 B^1Deltag 2 13 1 A^1Piu 0 13 1 16ChKaBeTa.510
6304.1714 0.0134035 b^3Sigmag- 5 26 1 a^3Piu 4 25 1 15ChKaBeTa.2926
6304.2282 0.007225849 b^3Sigmag- 3 50 3 a^3Piu 2 50 3 85RoWaMiVe.884
6304.2353 0.0045 b^3Sigmag- 3 50 3 a^3Piu 2 50 3 79AmChMa.1435
6304.8218 0.009074559 b^3Sigmag- 5 6 1 a^3Piu 4 7 1 15ChKaBeTa.2861
6305.8757 0.007 b^3Sigmag- 5 12 1 a^3Piu 4 12 1 15ChKaBeTa.2892
6305.9589 0.0045 b^3Sigmag- 3 51 2 a^3Piu 2 51 2 79AmChMa.1412
6305.9646 0.005900868 b^3Sigmag- 3 51 2 a^3Piu 2 51 2 85RoWaMiVe.866
6306.1879 0.0045 b^3Sigmag- 3 52 1 a^3Piu 2 52 1 79AmChMa.1390
6306.1995 0.0087076 b^3Sigmag- 5 6 3 a^3Piu 4 6 3 15ChKaBeTa.2906
6306.2009 0.013475379 b^3Sigmag- 3 52 1 a^3Piu 2 52 1 85RoWaMiVe.849
6306.5793 0.011276601 B^1Deltag 2 6 1 A^1Piu 0 7 1 16ChKaBeTa.511
6307.5867 0.003 B^1Deltag 2 23 1 A^1Piu 0 22 1 16ChKaBeTa.512
6307.5967 0.007 b^3Sigmag- 4 26 3 a^3Piu 3 27 3 15ChKaBeTa.2760
6307.6347 0.010719500000000002 b^3Sigmag- 5 9 2 a^3Piu 4 9 2 15ChKaBeTa.2900
6307.8004 0.003031663 B^1Deltag 2 12 1 A^1Piu 0 12 1 16ChKaBeTa.513
6308.1852 0.034606000000000005 b^3Sigmag- 5 2 3 a^3Piu 4 2 3 15ChKaBeTa.2904
6308.3062 0.007 b^3Sigmag- 5 4 3 a^3Piu 4 4 3 15ChKaBeTa.2905
6308.9683 0.087331021 b^3Sigmag- 4 27 2 a^3Piu 3 28 2 15ChKaBeTa.2743
6309.4484 0.0045 b^3Sigmag- 3 40 3 a^3Piu 2 41 3 79AmChMa.1331
6309.4495 0.007 b^3Sigmag- 3 40 3 a^3Piu 2 41 3 15ChKaBeTa.2585
6310.2542 0.0055 b^3Sigmag- 3 41 2 a^3Piu 2 42 2 85RoWaMiVe.827
6310.2564 0.0045 b^3Sigmag- 3 41 2 a^3Piu 2 42 2 79AmChMa.1318
6310.3464 0.003642701 B^1Deltag 8 14 1 A^1Piu 5 14 1 16ChKaBeTa.514
6310.7536 0.033396 b^3Sigmag- 4 28 1 a^3Piu 3 29 1 15ChKaBeTa.2732
6311.5 0.043873008 A^1Piu 0 26 1 X^1Sigmag+ 1 26 1 63BaRab.31
6311.5346 0.007543008 A^1Piu 0 26 1 X^1Sigmag+ 1 26 1 77ChMaMa.166
6311.5419 0.0015 A^1Piu 0 26 1 X^1Sigmag+ 1 26 1 88DoNiBea.148
6312.0154 0.01322335 B^1Deltag 2 5 1 A^1Piu 0 6 1 16ChKaBeTa.515
6312.3056 0.00357683 B^1Deltag 2 11 1 A^1Piu 0 11 1 16ChKaBeTa.516
6312.8532 0.007 b^3Sigmag- 5 10 1 a^3Piu 4 10 1 15ChKaBeTa.2891
6313.0771 0.003205275 B^1Deltag 2 22 1 A^1Piu 0 21 1 16ChKaBeTa.517
6313.29 0.020111512 A^1Piu 0 37 1 X^1Sigmag+ 1 36 1 63BaRab.18
6313.3063 0.005 A^1Piu 0 37 1 X^1Sigmag+ 1 36 1 77ChMaMa.202
6313.3092 0.0015 A^1Piu 0 37 1 X^1Sigmag+ 1 36 1 88DoNiBea.135
6315.5208 0.009264200000000002 b^3Sigmag- 5 4 1 a^3Piu 4 5 1 15ChKaBeTa.2860
6315.5208 0.0112013 b^3Sigmag- 5 20 3 a^3Piu 4 19 3 15ChKaBeTa.2943
6316.0454 0.005180227 B^1Deltag 8 13 1 A^1Piu 5 13 1 16ChKaBeTa.518
6316.3844 0.003218184 B^1Deltag 2 10 1 A^1Piu 0 10 1 16ChKaBeTa.519
6317.1101 0.003804807 B^1Deltag 2 4 1 A^1Piu 0 5 1 16ChKaBeTa.520
6318.0125 0.003 B^1Deltag 2 21 1 A^1Piu 0 20 1 16ChKaBeTa.521
6318.9473 0.007 b^3Sigmag- 5 8 1 a^3Piu 4 8 1 15ChKaBeTa.2890
6319.97 0.044456773 A^1Piu 0 17 1 X^1Sigmag+ 1 18 1 63BaRab.39
6320.0092 0.005 A^1Piu 0 17 1 X^1Sigmag+ 1 18 1 77ChMaMa.132
6320.0133 0.001 A^1Piu 0 17 1 X^1Sigmag+ 1 18 1 88DoNiBea.164
6320.1408 0.003 B^1Deltag 2 9 1 A^1Piu 0 9 1 16ChKaBeTa.522
6320.194 0.007 b^3Sigmag- 5 22 1 a^3Piu 4 21 1 15ChKaBeTa.2925
6320.9001 0.085135996 b^3Sigmag- 4 34 3 a^3Piu 3 34 3 15ChKaBeTa.2811
6321.2661 0.004734234 B^1Deltag 8 12 1 A^1Piu 5 12 1 16ChKaBeTa.523
6321.2684 0.0202224 b^3Sigmag- 5 18 3 a^3Piu 4 17 3 15ChKaBeTa.2942
6321.5678 0.007200600000000001 b^3Sigmag- 1 60 3 a^3Piu 0 61 3 85RoWaMiVe.511
6321.5732 0.0045 b^3Sigmag- 1 60 3 a^3Piu 0 61 3 79AmChMa.312
6321.8126 0.003371067 B^1Deltag 2 3 1 A^1Piu 0 4 1 16ChKaBeTa.524
6321.969 0.0045 b^3Sigmag- 1 61 2 a^3Piu 0 62 2 79AmChMa.286
6322.7398 0.003 B^1Deltag 2 20 1 A^1Piu 0 19 1 16ChKaBeTa.525
6322.7558 0.0299277 b^3Sigmag- 1 62 1 a^3Piu 0 63 1 79AmChMa.257
6323.0896 0.010172082 b^3Sigmag- 4 35 2 a^3Piu 3 35 2 15ChKaBeTa.2794
6323.4773 0.0031231 B^1Deltag 2 8 1 A^1Piu 0 8 1 16ChKaBeTa.526
6323.4773 0.013434651 b^3Sigmag- 5 19 2 a^3Piu 4 18 2 15ChKaBeTa.2935
6324.3087 0.018676900000000003 b^3Sigmag- 5 6 1 a^3Piu 4 6 1 15ChKaBeTa.2889
6324.809 0.0055 b^3Sigmag- 3 61 2 a^3Piu 2 60 2 85RoWaMiVe.915
6325.7832 0.007 b^3Sigmag- 5 16 3 a^3Piu 4 15 3 15ChKaBeTa.2941
6326.1461 0.003 B^1Deltag 8 11 1 A^1Piu 5 11 1 16ChKaBeTa.527
6326.4754 0.003135729 B^1Deltag 2 7 1 A^1Piu 0 7 1 16ChKaBeTa.528
6326.4754 0.007 b^3Sigmag- 5 20 1 a^3Piu 4 19 1 15ChKaBeTa.2924
6326.9403 0.003 B^1Deltag 2 19 1 A^1Piu 0 18 1 16ChKaBeTa.529
6327.1058 0.0045 b^3Sigmag- 2 60 3 a^3Piu 1 60 3 79AmChMa.987
6327.1145 0.009147576 b^3Sigmag- 2 60 3 a^3Piu 1 60 3 85RoWaMiVe.755
6328.1459 0.007 b^3Sigmag- 5 6 3 a^3Piu 4 5 3 15ChKaBeTa.2936
6328.2393 0.007 b^3Sigmag- 5 17 2 a^3Piu 4 16 2 15ChKaBeTa.2934
6328.6852 0.0045 b^3Sigmag- 2 62 1 a^3Piu 1 62 1 79AmChMa.929
6328.6868 0.007 b^3Sigmag- 2 62 1 a^3Piu 1 62 1 15ChKaBeTa.2372
6329.0198 0.022554247 b^3Sigmag- 5 14 3 a^3Piu 4 13 3 15ChKaBeTa.2940
6329.0786 0.005977402 B^1Deltag 2 6 1 A^1Piu 0 6 1 16ChKaBeTa.530
6329.4227 0.0186439 b^3Sigmag- 4 24 3 a^3Piu 3 25 3 15ChKaBeTa.2759
6329.7417 0.0045 b^3Sigmag- 2 50 3 a^3Piu 1 51 3 79AmChMa.814
6329.7486 0.0090057 b^3Sigmag- 2 50 3 a^3Piu 1 51 3 85RoWaMiVe.694
6330.26 0.050634489 A^1Piu 0 24 1 X^1Sigmag+ 1 24 1 63BaRab.30
6330.3044 0.005 A^1Piu 0 24 1 X^1Sigmag+ 1 24 1 77ChMaMa.165
6330.3044 0.0085118 b^3Sigmag- 2 51 2 a^3Piu 1 52 2 79AmChMa.789
6330.306 0.0015 A^1Piu 0 24 1 X^1Sigmag+ 1 24 1 88DoNiBea.147
6330.307 0.0055 b^3Sigmag- 2 51 2 a^3Piu 1 52 2 85RoWaMiVe.675
6330.5763 0.009838242 B^1Deltag 8 10 1 A^1Piu 5 10 1 16ChKaBeTa.531
6330.6278 0.025824976 b^3Sigmag- 5 8 3 a^3Piu 4 7 3 15ChKaBeTa.2937
6330.8997 0.003 B^1Deltag 2 18 1 A^1Piu 0 17 1 16ChKaBeTa.532
6330.9461 0.007 b^3Sigmag- 5 12 3 a^3Piu 4 11 3 15ChKaBeTa.2939
6331.2841 0.006353182 b^3Sigmag- 2 52 1 a^3Piu 1 53 1 85RoWaMiVe.654
6331.289 0.0045 b^3Sigmag- 2 52 1 a^3Piu 1 53 1 79AmChMa.763
6331.325 0.003 B^1Deltag 2 5 1 A^1Piu 0 5 1 16ChKaBeTa.533
6331.5115 0.007 b^3Sigmag- 5 10 3 a^3Piu 4 9 3 15ChKaBeTa.2938
6331.7849 0.019880615 b^3Sigmag- 5 15 2 a^3Piu 4 14 2 15ChKaBeTa.2933
6332.8492 0.015741 b^3Sigmag- 4 26 1 a^3Piu 3 27 1 15ChKaBeTa.2731
6333.09 0.046 A^1Piu 0 35 1 X^1Sigmag+ 1 34 1 63BaRab.17
6333.1327 0.005 A^1Piu 0 35 1 X^1Sigmag+ 1 34 1 77ChMaMa.201
6333.1353 0.0015 A^1Piu 0 35 1 X^1Sigmag+ 1 34 1 88DoNiBea.134
6333.1875 0.003 B^1Deltag 2 4 1 A^1Piu 0 4 1 16ChKaBeTa.534
6333.5957 0.003 B^1Deltag 8 19 1 A^1Piu 5 18 1 16ChKaBeTa.535
6334.0527 0.008260831 b^3Sigmag- 3 48 3 a^3Piu 2 48 3 85RoWaMiVe.883
6334.0605 0.0045 b^3Sigmag- 3 48 3 a^3Piu 2 48 3 79AmChMa.1434
6334.3596 0.008099464 B^1Deltag 2 17 1 A^1Piu 0 16 1 16ChKaBeTa.536
6334.638 0.003 B^1Deltag 8 9 1 A^1Piu 5 9 1 16ChKaBeTa.537
6334.6782 0.005298957 B^1Deltag 2 3 1 A^1Piu 0 3 1 16ChKaBeTa.538
6334.9832 0.007 b^3Sigmag- 5 9 2 a^3Piu 4 8 2 15ChKaBeTa.2931
6335.1745 0.007 b^3Sigmag- 5 11 2 a^3Piu 4 10 2 15ChKaBeTa.2932
6335.6249 0.012901551 b^3Sigmag- 5 16 1 a^3Piu 4 15 1 15ChKaBeTa.2923
6335.8029 0.003161959 B^1Deltag 2 2 1 A^1Piu 0 2 1 16ChKaBeTa.539
6335.8332 0.00784952 b^3Sigmag- 3 49 2 a^3Piu 2 49 2 85RoWaMiVe.865
6336.1112 0.0045 b^3Sigmag- 3 50 1 a^3Piu 2 50 1 79AmChMa.1389
6336.1145 0.0055 b^3Sigmag- 3 50 1 a^3Piu 2 50 1 85RoWaMiVe.848
6337.5569 0.003 B^1Deltag 2 16 1 A^1Piu 0 15 1 16ChKaBeTa.540
6338.2719 0.003361281 B^1Deltag 8 8 1 A^1Piu 5 8 1 16ChKaBeTa.541
6338.3321 0.003 B^1Deltag 8 18 1 A^1Piu 5 17 1 16ChKaBeTa.542
6338.5451 0.0086163 b^3Sigmag- 5 14 1 a^3Piu 4 13 1 15ChKaBeTa.2922
6339.28 0.041442743 A^1Piu 0 15 1 X^1Sigmag+ 1 16 1 63BaRab.38
6339.3087 0.007 A^1Piu 0 15 1 X^1Sigmag+ 1 16 1 77ChMaMa.131
6339.3164 0.0015 A^1Piu 0 15 1 X^1Sigmag+ 1 16 1 88DoNiBea.163
6339.5901 0.0055 b^3Sigmag- 3 38 3 a^3Piu 2 39 3 85RoWaMiVe.835
6339.593 0.007694500000000001 b^3Sigmag- 3 38 3 a^3Piu 2 39 3 79AmChMa.1330
6340.0593 0.014 b^3Sigmag- 5 4 1 a^3Piu 4 3 1 15ChKaBeTa.2918
6340.283 0.003 B^1Deltag 2 15 1 A^1Piu 0 14 1 16ChKaBeTa.543
6340.4326 0.007 b^3Sigmag- 5 12 1 a^3Piu 4 11 1 15ChKaBeTa.2921
6340.4447 0.0094578 b^3Sigmag- 3 39 2 a^3Piu 2 40 2 79AmChMa.1317
6340.4557 0.011254445 b^3Sigmag- 3 39 2 a^3Piu 2 40 2 85RoWaMiVe.826
6340.8878 0.009055200000000001 b^3Sigmag- 5 6 1 a^3Piu 4 5 1 15ChKaBeTa.2919
6341.2252 0.010206900000000001 b^3Sigmag- 4 32 3 a^3Piu 3 32 3 15ChKaBeTa.2810
6341.4302 0.010022065 b^3Sigmag- 5 8 1 a^3Piu 4 7 1 15ChKaBeTa.2920
6341.5182 0.003 B^1Deltag 8 7 1 A^1Piu 5 7 1 16ChKaBeTa.544
6341.7622 0.008657378 b^3Sigmag- 3 40 1 a^3Piu 2 41 1 85RoWaMiVe.818
6341.7702 0.0045 b^3Sigmag- 3 40 1 a^3Piu 2 41 1 79AmChMa.1305
6342.2287 0.003 B^1Deltag 2 2 1 A^1Piu 0 1 1 16ChKaBeTa.545
6342.5326 0.003 B^1Deltag 8 17 1 A^1Piu 5 16 1 16ChKaBeTa.546
6342.7178 0.003 B^1Deltag 2 14 1 A^1Piu 0 13 1 16ChKaBeTa.547
6343.5071 0.010214097 b^3Sigmag- 4 33 2 a^3Piu 3 33 2 15ChKaBeTa.2793
6344.3239 0.00667122 B^1Deltag 2 3 1 A^1Piu 0 2 1 16ChKaBeTa.548
6344.3339 0.006658546 B^1Deltag 8 6 1 A^1Piu 5 6 1 16ChKaBeTa.549
6344.3819 0.0987833 b^3Sigmag- 4 34 1 a^3Piu 3 34 1 15ChKaBeTa.2777
6344.7073 0.003 B^1Deltag 2 13 1 A^1Piu 0 12 1 16ChKaBeTa.550
6346.0512 0.003942489 B^1Deltag 2 4 1 A^1Piu 0 3 1 16ChKaBeTa.551
6346.3762 0.005598793 B^1Deltag 2 12 1 A^1Piu 0 11 1 16ChKaBeTa.552
6346.4328 0.003 B^1Deltag 8 16 1 A^1Piu 5 15 1 16ChKaBeTa.553
6346.7785 0.0043329 B^1Deltag 8 5 1 A^1Piu 5 5 1 16ChKaBeTa.554
6347.3896 0.012038186 B^1Deltag 2 5 1 A^1Piu 0 4 1 16ChKaBeTa.555
6347.56 0.054432512 A^1Piu 0 22 1 X^1Sigmag+ 1 22 1 63BaRab.29
6347.6039 0.005 A^1Piu 0 22 1 X^1Sigmag+ 1 22 1 77ChMaMa.164
6347.6051 0.025 B^1Deltag 2 11 1 A^1Piu 0 10 1 16ChKaBeTa.556
6347.6088 0.001 A^1Piu 0 22 1 X^1Sigmag+ 1 22 1 88DoNiBea.146
6348.3761 0.007275512 B^1Deltag 2 6 1 A^1Piu 0 5 1 16ChKaBeTa.557
6348.5417 0.003 B^1Deltag 2 10 1 A^1Piu 0 9 1 16ChKaBeTa.558
6348.7944 0.006929727 B^1Deltag 8 4 1 A^1Piu 5 4 1 16ChKaBeTa.559
6348.9712 0.003 B^1Deltag 2 7 1 A^1Piu 0 6 1 16ChKaBeTa.560
6349.0478 0.003 B^1Deltag 2 9 1 A^1Piu 0 8 1 16ChKaBeTa.561
6349.2063 0.004829806 B^1Deltag 2 8 1 A^1Piu 0 7 1 16ChKaBeTa.562
6349.8431 0.006764823 B^1Deltag 8 15 1 A^1Piu 5 14 1 16ChKaBeTa.563
6350.064 0.007 b^3Sigmag- 4 22 3 a^3Piu 3 23 3 15ChKaBeTa.2758
6350.415 0.007015045 B^1Deltag 8 3 1 A^1Piu 5 3 1 16ChKaBeTa.564
6351.47 0.027412975 A^1Piu 0 33 1 X^1Sigmag+ 1 32 1 63BaRab.16
6351.4905 0.005887975 A^1Piu 0 33 1 X^1Sigmag+ 1 32 1 77ChMaMa.200
6351.4959 0.0015 A^1Piu 0 33 1 X^1Sigmag+ 1 32 1 88DoNiBea.133
6351.6863 0.039019258 b^3Sigmag- 4 23 2 a^3Piu 3 24 2 15ChKaBeTa.2742
6352.9197 0.007 B^1Deltag 8 14 1 A^1Piu 5 13 1 16ChKaBeTa.565
6353.9413 0.012212200000000001 b^3Sigmag- 4 24 1 a^3Piu 3 25 1 15ChKaBeTa.2730
6357.11 0.051713624 A^1Piu 0 13 1 X^1Sigmag+ 1 14 1 63BaRab.37
6357.1498 0.007641683 A^1Piu 0 13 1 X^1Sigmag+ 1 14 1 77ChMaMa.130
6357.1578 0.001692522 A^1Piu 0 13 1 X^1Sigmag+ 1 14 1 88DoNiBea.162
6359.5396 0.007015045 B^1Deltag 8 3 1 A^1Piu 5 2 1 16ChKaBeTa.566
6359.5829 0.012791853 B^1Deltag 8 11 1 A^1Piu 5 10 1 16ChKaBeTa.567
6360.37 0.007 b^3Sigmag- 4 30 3 a^3Piu 3 30 3 15ChKaBeTa.2809
6360.9681 0.006929727 B^1Deltag 8 4 1 A^1Piu 5 3 1 16ChKaBeTa.568
6360.9681 0.033045902 B^1Deltag 8 10 1 A^1Piu 5 9 1 16ChKaBeTa.569
6362.005 0.003 B^1Deltag 8 9 1 A^1Piu 5 8 1 16ChKaBeTa.571
6362.005 0.0043329 B^1Deltag 8 5 1 A^1Piu 5 4 1 16ChKaBeTa.570
6362.6131 0.003361282 B^1Deltag 8 8 1 A^1Piu 5 7 1 16ChKaBeTa.573
6362.6131 0.006658546 B^1Deltag 8 6 1 A^1Piu 5 5 1 16ChKaBeTa.572
6362.7068 0.0045 b^3Sigmag- 3 46 3 a^3Piu 2 46 3 79AmChMa.1433
6362.7087 0.0055 b^3Sigmag- 3 46 3 a^3Piu 2 46 3 85RoWaMiVe.882
6362.7428 0.031 b^3Sigmag- 4 31 2 a^3Piu 3 31 2 15ChKaBeTa.2792
6362.8401 0.0045 b^3Sigmag- 2 58 3 a^3Piu 1 58 3 79AmChMa.986
6362.843 0.0055 b^3Sigmag- 2 58 3 a^3Piu 1 58 3 85RoWaMiVe.754
6363.4 0.047888004 A^1Piu 0 20 1 X^1Sigmag+ 1 20 1 63BaRab.28
6363.4374 0.0045 b^3Sigmag- 1 58 3 a^3Piu 0 59 3 79AmChMa.311
6363.4374 0.009828725 A^1Piu 0 20 1 X^1Sigmag+ 1 20 1 77ChMaMa.163
6363.446 0.0015 A^1Piu 0 20 1 X^1Sigmag+ 1 20 1 88DoNiBea.145
6363.7404 0.015 b^3Sigmag- 4 32 1 a^3Piu 3 32 1 15ChKaBeTa.2776
6363.8254 0.0045 b^3Sigmag- 1 59 2 a^3Piu 0 60 2 79AmChMa.285
6364.3572 0.0045 b^3Sigmag- 3 48 1 a^3Piu 2 48 1 79AmChMa.1388
6364.3572 0.0055 b^3Sigmag- 3 48 1 a^3Piu 2 48 1 85RoWaMiVe.847
6364.4852 0.0045 b^3Sigmag- 1 70 1 a^3Piu 0 70 1 79AmChMa.418
6364.5023 0.0045 b^3Sigmag- 2 60 1 a^3Piu 1 60 1 79AmChMa.928
6364.6338 0.0045 b^3Sigmag- 1 60 1 a^3Piu 0 61 1 79AmChMa.256
6364.6355 0.007123600000000001 b^3Sigmag- 1 60 1 a^3Piu 0 61 1 85RoWaMiVe.462
6365.7642 0.0045 b^3Sigmag- 2 48 3 a^3Piu 1 49 3 79AmChMa.813
6365.7705 0.006270487 b^3Sigmag- 2 48 3 a^3Piu 1 49 3 85RoWaMiVe.693
6366.3766 0.0045 b^3Sigmag- 2 49 2 a^3Piu 1 50 2 79AmChMa.788
6366.3773 0.0055 b^3Sigmag- 2 49 2 a^3Piu 1 50 2 85RoWaMiVe.674
6367.392 0.005808000000000001 b^3Sigmag- 2 50 1 a^3Piu 1 51 1 79AmChMa.762
6367.3923 0.0055 b^3Sigmag- 2 50 1 a^3Piu 1 51 1 85RoWaMiVe.653
6368.36 0.021 A^1Piu 0 31 1 X^1Sigmag+ 1 30 1 63BaRab.15
6368.3768 0.005 A^1Piu 0 31 1 X^1Sigmag+ 1 30 1 77ChMaMa.199
6368.381 0.0015 A^1Piu 0 31 1 X^1Sigmag+ 1 30 1 88DoNiBea.132
6368.567 0.0045 b^3Sigmag- 3 36 3 a^3Piu 2 37 3 79AmChMa.1329
6368.57 0.0055 b^3Sigmag- 3 36 3 a^3Piu 2 37 3 85RoWaMiVe.834
6369.5033 0.007 b^3Sigmag- 3 37 2 a^3Piu 2 38 2 15ChKaBeTa.2567
6369.5033 0.047718 b^3Sigmag- 4 20 3 a^3Piu 3 21 3 15ChKaBeTa.2757
6369.509 0.012264046 b^3Sigmag- 3 37 2 a^3Piu 2 38 2 79AmChMa.1316
6370.8874 0.0055 b^3Sigmag- 3 38 1 a^3Piu 2 39 1 85RoWaMiVe.817
6370.891 0.0045 b^3Sigmag- 3 38 1 a^3Piu 2 39 1 79AmChMa.1304
6371.2872 0.012694 b^3Sigmag- 4 21 2 a^3Piu 3 22 2 15ChKaBeTa.2741
6372.7304 0.005987888 B^1Deltag 7 34 1 A^1Piu 4 34 1 16ChKaBeTa.574
6373.5 0.037409868 A^1Piu 0 11 1 X^1Sigmag+ 1 12 1 63BaRab.36
6373.5318 0.002 A^1Piu 0 11 1 X^1Sigmag+ 1 12 1 77ChMaMa.129
6373.534 0.0015 A^1Piu 0 11 1 X^1Sigmag+ 1 12 1 88DoNiBea.161
6373.7431 0.010540265 b^3Sigmag- 4 22 1 a^3Piu 3 23 1 15ChKaBeTa.2729
6377.78 0.037905593 A^1Piu 0 18 1 X^1Sigmag+ 1 18 1 63BaRab.27
6377.8123 0.005 A^1Piu 0 18 1 X^1Sigmag+ 1 18 1 77ChMaMa.162
6377.8172 0.001 A^1Piu 0 18 1 X^1Sigmag+ 1 18 1 88DoNiBea.144
6378.3194 0.024 b^3Sigmag- 4 28 3 a^3Piu 3 28 3 15ChKaBeTa.2808
6380.7987 0.018951900000000004 b^3Sigmag- 4 29 2 a^3Piu 3 29 2 15ChKaBeTa.2791
6381.916 0.061505208 b^3Sigmag- 4 30 1 a^3Piu 3 30 1 15ChKaBeTa.2775
6383.75 0.042 A^1Piu 0 29 1 X^1Sigmag+ 1 28 1 63BaRab.14
6383.7861 0.005841084 A^1Piu 0 29 1 X^1Sigmag+ 1 28 1 77ChMaMa.198
6383.7919 0.0015 A^1Piu 0 29 1 X^1Sigmag+ 1 28 1 88DoNiBea.131
6384.4474 0.0055 b^3Sigmag- 3 58 1 a^3Piu 2 57 1 85RoWaMiVe.904
6387.7383 0.015340600000000001 b^3Sigmag- 4 18 3 a^3Piu 3 19 3 15ChKaBeTa.2756
6388.4 0.044 A^1Piu 0 9 1 X^1Sigmag+ 1 10 1 63BaRab.35
6388.4406 0.005 A^1Piu 0 9 1 X^1Sigmag+ 1 10 1 77ChMaMa.128
6388.4437 0.001762459 A^1Piu 0 9 1 X^1Sigmag+ 1 10 1 88DoNiBea.160
6389.072 0.003 B^1Deltag 7 26 1 A^1Piu 4 27 1 16ChKaBeTa.575
6389.7032 0.010061700000000002 b^3Sigmag- 4 19 2 a^3Piu 3 20 2 15ChKaBeTa.2740
6390.1802 0.0069069000000000005 b^3Sigmag- 3 44 3 a^3Piu 2 44 3 79AmChMa.1432
6390.1855 0.0055 b^3Sigmag- 3 44 3 a^3Piu 2 44 3 85RoWaMiVe.881
6390.68 0.042917725 A^1Piu 0 16 1 X^1Sigmag+ 1 16 1 63BaRab.26
6390.7145 0.00551 A^1Piu 0 16 1 X^1Sigmag+ 1 16 1 77ChMaMa.161
6390.7195 0.001 A^1Piu 0 16 1 X^1Sigmag+ 1 16 1 88DoNiBea.143
6392.0654 0.0055 b^3Sigmag- 3 45 2 a^3Piu 2 45 2 85RoWaMiVe.864
6392.0687 0.0045 b^3Sigmag- 3 45 2 a^3Piu 2 45 2 79AmChMa.1411
6392.4074 0.007 b^3Sigmag- 4 20 1 a^3Piu 3 21 1 15ChKaBeTa.2728
6392.4371 0.0045 b^3Sigmag- 3 46 1 a^3Piu 2 46 1 79AmChMa.1387
6392.448 0.011470437 b^3Sigmag- 3 46 1 a^3Piu 2 46 1 85RoWaMiVe.846
6395.0772 0.007 b^3Sigmag- 4 26 3 a^3Piu 3 26 3 15ChKaBeTa.2807
6396.3858 0.0045 b^3Sigmag- 3 34 3 a^3Piu 2 35 3 79AmChMa.1328
6396.3897 0.0055 b^3Sigmag- 3 34 3 a^3Piu 2 35 3 85RoWaMiVe.833
6397.3864 0.015576539 b^3Sigmag- 3 35 2 a^3Piu 2 36 2 15ChKaBeTa.2566
6397.4059 0.0045 b^3Sigmag- 2 56 3 a^3Piu 1 56 3 79AmChMa.985
6397.4069 0.017898100000000004 b^3Sigmag- 3 35 2 a^3Piu 2 36 2 79AmChMa.1315
6397.4091 0.0055 b^3Sigmag- 2 56 3 a^3Piu 1 56 3 85RoWaMiVe.753
6397.6673 0.007 b^3Sigmag- 4 27 2 a^3Piu 3 27 2 15ChKaBeTa.2790
6397.68 0.047 A^1Piu 0 27 1 X^1Sigmag+ 1 26 1 63BaRab.13
6397.7202 0.006651941 A^1Piu 0 27 1 X^1Sigmag+ 1 26 1 77ChMaMa.197
6397.727 0.0015 A^1Piu 0 27 1 X^1Sigmag+ 1 26 1 88DoNiBea.130
6398.8575 0.009037353 b^3Sigmag- 3 36 1 a^3Piu 2 37 1 85RoWaMiVe.816
6398.8661 0.005780500000000001 b^3Sigmag- 3 36 1 a^3Piu 2 37 1 79AmChMa.1303
6398.934 0.007 b^3Sigmag- 4 28 1 a^3Piu 3 28 1 15ChKaBeTa.2774
6399.0427 0.0055 b^3Sigmag- 2 57 2 a^3Piu 1 57 2 85RoWaMiVe.733
6399.0478 0.0045 b^3Sigmag- 2 57 2 a^3Piu 1 57 2 79AmChMa.958
6399.1182 0.0045 b^3Sigmag- 2 58 1 a^3Piu 1 58 1 79AmChMa.927
6399.1368 0.019598087 b^3Sigmag- 2 58 1 a^3Piu 1 58 1 85RoWaMiVe.709
6399.7284 0.0381975 b^3Sigmag- 4 40 1 a^3Piu 3 39 1 15ChKaBeTa.2830
6399.8557 0.003 B^1Deltag 7 32 1 A^1Piu 4 32 1 16ChKaBeTa.576
6400.6342 0.0055 b^3Sigmag- 2 46 3 a^3Piu 1 47 3 85RoWaMiVe.692
6400.6385 0.0045 b^3Sigmag- 2 46 3 a^3Piu 1 47 3 79AmChMa.812
6401.2971 0.0055 b^3Sigmag- 2 47 2 a^3Piu 1 48 2 85RoWaMiVe.673
6401.2991 0.0045 b^3Sigmag- 2 47 2 a^3Piu 1 48 2 79AmChMa.787
6401.87 0.013 A^1Piu 0 7 1 X^1Sigmag+ 1 8 1 63BaRab.34
6401.8757 0.0071735 A^1Piu 0 7 1 X^1Sigmag+ 1 8 1 77ChMaMa.127
6401.8833 0.0015 A^1Piu 0 7 1 X^1Sigmag+ 1 8 1 88DoNiBea.159
6402.12 0.032 A^1Piu 0 14 1 X^1Sigmag+ 1 14 1 63BaRab.25
6402.148 0.005 A^1Piu 0 14 1 X^1Sigmag+ 1 14 1 77ChMaMa.160
6402.1519 0.0015 A^1Piu 0 14 1 X^1Sigmag+ 1 14 1 88DoNiBea.142
6402.3596 0.0055 b^3Sigmag- 2 48 1 a^3Piu 1 49 1 85RoWaMiVe.652
6402.3597 0.0045 b^3Sigmag- 2 48 1 a^3Piu 1 49 1 79AmChMa.761
6403.6293 0.0055 b^3Sigmag- 1 66 3 a^3Piu 0 66 3 85RoWaMiVe.589
6404.0662 0.0045 b^3Sigmag- 1 56 3 a^3Piu 0 57 3 79AmChMa.310
6404.0688 0.0055 b^3Sigmag- 1 56 3 a^3Piu 0 57 3 85RoWaMiVe.510
6404.5564 0.0055 b^3Sigmag- 1 57 2 a^3Piu 0 58 2 85RoWaMiVe.488
6404.5591 0.0045 b^3Sigmag- 1 57 2 a^3Piu 0 58 2 79AmChMa.284
6404.7498 0.0324995 b^3Sigmag- 4 16 3 a^3Piu 3 17 3 15ChKaBeTa.2755
6405.4007 0.0055 b^3Sigmag- 1 58 1 a^3Piu 0 59 1 85RoWaMiVe.461
6405.4033 0.0045 b^3Sigmag- 1 58 1 a^3Piu 0 59 1 79AmChMa.255
6406.935 0.010593842 b^3Sigmag- 4 17 2 a^3Piu 3 18 2 15ChKaBeTa.2739
6409.939 0.016429889 b^3Sigmag- 4 18 1 a^3Piu 3 19 1 15ChKaBeTa.2727
6410.15 0.039593648 A^1Piu 0 25 1 X^1Sigmag+ 1 24 1 63BaRab.12
6410.1773 0.007 A^1Piu 0 25 1 X^1Sigmag+ 1 24 1 77ChMaMa.196
6410.1841 0.0015 A^1Piu 0 25 1 X^1Sigmag+ 1 24 1 88DoNiBea.129
6410.6343 0.055997039 b^3Sigmag- 3 54 3 a^3Piu 2 53 3 85RoWaMiVe.926
6410.6357 0.007 b^3Sigmag- 4 24 3 a^3Piu 3 24 3 15ChKaBeTa.2806
6411.1469 0.0055 b^3Sigmag- 3 55 2 a^3Piu 2 54 2 85RoWaMiVe.914
6412.07 0.046408004 A^1Piu 0 12 1 X^1Sigmag+ 1 12 1 63BaRab.24
6412.1038 0.009 A^1Piu 0 12 1 X^1Sigmag+ 1 12 1 77ChMaMa.159
6412.1124 0.0015 A^1Piu 0 12 1 X^1Sigmag+ 1 12 1 88DoNiBea.141
6413.3561 0.008486473 b^3Sigmag- 4 25 2 a^3Piu 3 25 2 15ChKaBeTa.2789
6413.81 0.044037456 A^1Piu 0 5 1 X^1Sigmag+ 1 6 1 63BaRab.33
6413.8466 0.00652413 A^1Piu 0 5 1 X^1Sigmag+ 1 6 1 77ChMaMa.126
6413.8512 0.0015 A^1Piu 0 5 1 X^1Sigmag+ 1 6 1 88DoNiBea.158
6414.7895 0.007 b^3Sigmag- 4 26 1 a^3Piu 3 26 1 15ChKaBeTa.2773
6416.4897 0.0055 b^3Sigmag- 3 42 3 a^3Piu 2 42 3 85RoWaMiVe.880
6416.4932 0.0045 b^3Sigmag- 3 42 3 a^3Piu 2 42 3 79AmChMa.1431
6418.4224 0.0055 b^3Sigmag- 3 43 2 a^3Piu 2 43 2 85RoWaMiVe.863
6418.4241 0.0045 b^3Sigmag- 3 43 2 a^3Piu 2 43 2 79AmChMa.1410
6418.8664 0.0045 b^3Sigmag- 3 44 1 a^3Piu 2 44 1 79AmChMa.1386
6418.8669 0.0055 b^3Sigmag- 3 44 1 a^3Piu 2 44 1 85RoWaMiVe.845
6420.5395 0.014123787 b^3Sigmag- 4 14 3 a^3Piu 3 15 3 15ChKaBeTa.2754
6420.55 0.051898061 A^1Piu 0 10 1 X^1Sigmag+ 1 10 1 63BaRab.23
6420.5957 0.005 A^1Piu 0 10 1 X^1Sigmag+ 1 10 1 77ChMaMa.158
6420.5997 0.0015 A^1Piu 0 10 1 X^1Sigmag+ 1 10 1 88DoNiBea.140
6421.12 0.047786151 A^1Piu 0 23 1 X^1Sigmag+ 1 22 1 63BaRab.11
6421.1575 0.005629215 A^1Piu 0 23 1 X^1Sigmag+ 1 22 1 77ChMaMa.195
6421.1623 0.001 A^1Piu 0 23 1 X^1Sigmag+ 1 22 1 88DoNiBea.128
6422.9641 0.014194400000000001 b^3Sigmag- 4 15 2 a^3Piu 3 16 2 15ChKaBeTa.2738
6423.037 0.008531587 b^3Sigmag- 3 32 3 a^3Piu 2 33 3 79AmChMa.1327
6423.0399 0.0055 b^3Sigmag- 3 32 3 a^3Piu 2 33 3 85RoWaMiVe.832
6424.1151 0.007381944 b^3Sigmag- 3 33 2 a^3Piu 2 34 2 15ChKaBeTa.2565
6424.1217 0.0045 b^3Sigmag- 3 33 2 a^3Piu 2 34 2 79AmChMa.1314
6424.29 0.058271205 A^1Piu 0 3 1 X^1Sigmag+ 1 4 1 63BaRab.32
6424.3382 0.007 A^1Piu 0 3 1 X^1Sigmag+ 1 4 1 77ChMaMa.125
6424.3452 0.0015 A^1Piu 0 3 1 X^1Sigmag+ 1 4 1 88DoNiBea.157
6424.984 0.010117341 b^3Sigmag- 4 22 3 a^3Piu 3 22 3 15ChKaBeTa.2805
6425.6588 0.026705800000000002 b^3Sigmag- 3 34 1 a^3Piu 2 35 1 79AmChMa.1302
6425.6783 0.0055 b^3Sigmag- 3 34 1 a^3Piu 2 35 1 85RoWaMiVe.815
6426.3403 0.009704200000000001 b^3Sigmag- 4 16 1 a^3Piu 3 17 1 15ChKaBeTa.2726
6427.57 0.045315206 A^1Piu 0 8 1 X^1Sigmag+ 1 8 1 63BaRab.22
6427.6079 0.00647388 A^1Piu 0 8 1 X^1Sigmag+ 1 8 1 77ChMaMa.157
6427.6128 0.0015 A^1Piu 0 8 1 X^1Sigmag+ 1 8 1 88DoNiBea.139
6427.8611 0.015833137 b^3Sigmag- 4 23 2 a^3Piu 3 23 2 15ChKaBeTa.2788
6429.4805 0.016401000000000002 b^3Sigmag- 4 24 1 a^3Piu 3 24 1 15ChKaBeTa.2772
6430.64 0.02132775 A^1Piu 0 21 1 X^1Sigmag+ 1 20 1 63BaRab.10
6430.6518 0.00990274 A^1Piu 0 21 1 X^1Sigmag+ 1 20 1 77ChMaMa.194
6430.6602 0.0015 A^1Piu 0 21 1 X^1Sigmag+ 1 20 1 88DoNiBea.127
6430.8177 0.0045 b^3Sigmag- 2 54 3 a^3Piu 1 54 3 79AmChMa.984
6430.8208 0.0055 b^3Sigmag- 2 54 3 a^3Piu 1 54 3 85RoWaMiVe.752
6432.2876 0.0298705 b^3Sigmag- 4 36 1 a^3Piu 3 35 1 15ChKaBeTa.2829
6432.4883 0.007465287 b^3Sigmag- 2 55 2 a^3Piu 1 55 2 85RoWaMiVe.732
6432.5989 0.0045 b^3Sigmag- 2 56 1 a^3Piu 1 56 1 79AmChMa.926
6432.608 0.009575532 b^3Sigmag- 2 56 1 a^3Piu 1 56 1 85RoWaMiVe.708
6433.08 0.074777499 A^1Piu 0 6 1 X^1Sigmag+ 1 6 1 63BaRab.21
6433.1459 0.005819255 A^1Piu 0 6 1 X^1Sigmag+ 1 6 1 77ChMaMa.156
6433.1506 0.0015 A^1Piu 0 6 1 X^1Sigmag+ 1 6 1 88DoNiBea.138
6433.3429 0.027 A^1Piu 0 1 1 X^1Sigmag+ 1 2 1 77ChMaMa.124
6433.3702 0.0034199 A^1Piu 0 1 1 X^1Sigmag+ 1 2 1 88DoNiBea.156
6434.3569 0.0055 b^3Sigmag- 2 44 3 a^3Piu 1 45 3 85RoWaMiVe.691
6434.3576 0.0045 b^3Sigmag- 2 44 3 a^3Piu 1 45 3 79AmChMa.811
6435.053 0.007 b^3Sigmag- 4 12 3 a^3Piu 3 13 3 15ChKaBeTa.2753
6435.068 0.008482029 b^3Sigmag- 2 45 2 a^3Piu 1 46 2 85RoWaMiVe.672
6436.1856 0.009779376 b^3Sigmag- 2 46 1 a^3Piu 1 47 1 85RoWaMiVe.651
6437.12 0.097579095 A^1Piu 0 4 1 X^1Sigmag+ 1 4 1 63BaRab.20
6437.2066 0.006 A^1Piu 0 4 1 X^1Sigmag+ 1 4 1 77ChMaMa.155
6437.2118 0.001 A^1Piu 0 4 1 X^1Sigmag+ 1 4 1 88DoNiBea.137
6437.5309 0.026988273 b^3Sigmag- 3 53 2 a^3Piu 2 52 2 85RoWaMiVe.913
6437.6691 0.006844405 B^1Deltag 7 29 1 A^1Piu 4 29 1 16ChKaBeTa.577
6437.8004 0.007 b^3Sigmag- 4 13 2 a^3Piu 3 14 2 15ChKaBeTa.2737
6438.1192 0.0170093 b^3Sigmag- 4 20 3 a^3Piu 3 20 3 15ChKaBeTa.2804
6438.5055 0.018254733 b^3Sigmag- 3 54 1 a^3Piu 2 53 1 85RoWaMiVe.903
6438.64 0.0378279 A^1Piu 0 19 1 X^1Sigmag+ 1 18 1 63BaRab.9
6438.674 0.005 A^1Piu 0 19 1 X^1Sigmag+ 1 18 1 77ChMaMa.193
6438.6765 0.0015 A^1Piu 0 19 1 X^1Sigmag+ 1 18 1 88DoNiBea.126
6439.74 0.060411196 A^1Piu 0 2 1 X^1Sigmag+ 1 2 1 63BaRab.19
6439.7967 0.0015 A^1Piu 0 2 1 X^1Sigmag+ 1 2 1 88DoNiBea.136
6439.7972 0.005 A^1Piu 0 2 1 X^1Sigmag+ 1 2 1 77ChMaMa.154
6440.867 0.013243692 B^1Deltag 7 22 1 A^1Piu 4 23 1 16ChKaBeTa.578
6441.1688 0.014746931 b^3Sigmag- 4 21 2 a^3Piu 3 21 2 15ChKaBeTa.2787
6441.6202 0.0055 b^3Sigmag- 3 40 3 a^3Piu 2 40 3 85RoWaMiVe.879
6441.6247 0.0045 b^3Sigmag- 3 40 3 a^3Piu 2 40 3 79AmChMa.1430
6441.6343 0.010418100000000001 b^3Sigmag- 4 14 1 a^3Piu 3 15 1 15ChKaBeTa.2725
6442.923 0.006973296 b^3Sigmag- 1 64 3 a^3Piu 0 64 3 85RoWaMiVe.588
6443.0335 0.007478142 b^3Sigmag- 4 22 1 a^3Piu 3 22 1 15ChKaBeTa.2771
6443.5958 0.012008933 b^3Sigmag- 1 54 3 a^3Piu 0 55 3 85RoWaMiVe.509
6443.5963 0.0045 b^3Sigmag- 3 41 2 a^3Piu 2 41 2 79AmChMa.1409
6443.5969 0.013163933 b^3Sigmag- 1 54 3 a^3Piu 0 55 3 79AmChMa.309
6443.9422 0.015929782 b^3Sigmag- 4 32 3 a^3Piu 3 31 3 15ChKaBeTa.2859
6444.1196 0.015923453 b^3Sigmag- 3 42 1 a^3Piu 2 42 1 85RoWaMiVe.844
6444.1215 0.003240584 A^1Piu 0 1 1 X^1Sigmag+ 1 0 1 88DoNiBea.117
6444.1349 0.0045 b^3Sigmag- 3 42 1 a^3Piu 2 42 1 79AmChMa.1385
6444.1493 0.018227842 b^3Sigmag- 1 55 2 a^3Piu 0 56 2 85RoWaMiVe.487
6444.3656 0.037955516 b^3Sigmag- 1 66 1 a^3Piu 0 66 1 85RoWaMiVe.538
6445.0377 0.011740143 b^3Sigmag- 1 56 1 a^3Piu 0 57 1 85RoWaMiVe.460
6445.0489 0.0045 b^3Sigmag- 1 56 1 a^3Piu 0 57 1 79AmChMa.254
6445.1053 0.014848587 b^3Sigmag- 4 33 2 a^3Piu 3 32 2 15ChKaBeTa.2845
6445.15 0.066656086 A^1Piu 0 17 1 X^1Sigmag+ 1 16 1 63BaRab.8
6445.2063 0.006 A^1Piu 0 17 1 X^1Sigmag+ 1 16 1 77ChMaMa.192
6445.2118 0.001 A^1Piu 0 17 1 X^1Sigmag+ 1 16 1 88DoNiBea.125
6446.7849 0.011918485 b^3Sigmag- 4 34 1 a^3Piu 3 33 1 15ChKaBeTa.2828
6448.2849 0.007 b^3Sigmag- 4 10 3 a^3Piu 3 11 3 15ChKaBeTa.2752
6448.5139 0.009 b^3Sigmag- 3 30 3 a^3Piu 2 31 3 15ChKaBeTa.2584
6448.5194 0.0045 b^3Sigmag- 3 30 3 a^3Piu 2 31 3 79AmChMa.1326
6449.43 0.015 A^1Piu 0 3 1 X^1Sigmag+ 1 2 1 63BaRab.1
6449.4407 0.00349 A^1Piu 0 3 1 X^1Sigmag+ 1 2 1 77ChMaMa.185
6449.4433 0.001 A^1Piu 0 3 1 X^1Sigmag+ 1 2 1 88DoNiBea.118
6449.6742 0.007 b^3Sigmag- 3 31 2 a^3Piu 2 32 2 15ChKaBeTa.2564
6449.6775 0.0045 b^3Sigmag- 3 31 2 a^3Piu 2 32 2 79AmChMa.1313
6450.0332 0.0180939 b^3Sigmag- 4 18 3 a^3Piu 3 18 3 15ChKaBeTa.2803
6450.23 0.036529282 A^1Piu 0 15 1 X^1Sigmag+ 1 14 1 63BaRab.7
6450.2578 0.007339282 A^1Piu 0 15 1 X^1Sigmag+ 1 14 1 77ChMaMa.191
6450.2643 0.0015 A^1Piu 0 15 1 X^1Sigmag+ 1 14 1 88DoNiBea.124
6451.3442 0.0055 b^3Sigmag- 3 32 1 a^3Piu 2 33 1 85RoWaMiVe.814
6451.3449 0.0045 b^3Sigmag- 3 32 1 a^3Piu 2 33 1 79AmChMa.1301
6451.4215 0.027489 b^3Sigmag- 4 11 2 a^3Piu 3 12 2 15ChKaBeTa.2736
6452.5697 0.0045 b^3Sigmag- 2 64 3 a^3Piu 1 63 3 79AmChMa.901
6452.7033 0.005 B^1Deltag 7 21 1 A^1Piu 4 22 1 16ChKaBeTa.579
6452.937 0.0045 b^3Sigmag- 2 65 2 a^3Piu 1 64 2 79AmChMa.874
6453.23 0.059563888 A^1Piu 0 5 1 X^1Sigmag+ 1 4 1 63BaRab.2
6453.2822 0.016551700000000003 b^3Sigmag- 4 19 2 a^3Piu 3 19 2 15ChKaBeTa.2786
6453.2857 0.001 A^1Piu 0 5 1 X^1Sigmag+ 1 4 1 88DoNiBea.119
6453.2896 0.005 A^1Piu 0 5 1 X^1Sigmag+ 1 4 1 77ChMaMa.186
6453.6881 0.0045 b^3Sigmag- 2 66 1 a^3Piu 1 65 1 79AmChMa.847
6453.79 0.044 A^1Piu 0 13 1 X^1Sigmag+ 1 12 1 63BaRab.6
6453.8295 0.004608636 A^1Piu 0 13 1 X^1Sigmag+ 1 12 1 77ChMaMa.190
6453.8338 0.0015 A^1Piu 0 13 1 X^1Sigmag+ 1 12 1 88DoNiBea.123
6455.4245 0.012766600000000001 b^3Sigmag- 4 20 1 a^3Piu 3 20 1 15ChKaBeTa.2770
6455.6 0.049895327 A^1Piu 0 7 1 X^1Sigmag+ 1 6 1 63BaRab.3
6455.6368 0.008955658 A^1Piu 0 7 1 X^1Sigmag+ 1 6 1 77ChMaMa.187
6455.6459 0.0015 A^1Piu 0 7 1 X^1Sigmag+ 1 6 1 88DoNiBea.120
6455.8622 0.007 b^3Sigmag- 4 12 1 a^3Piu 3 13 1 15ChKaBeTa.2724
6455.89 0.031685798 A^1Piu 0 11 1 X^1Sigmag+ 1 10 1 63BaRab.5
6455.9134 0.007 A^1Piu 0 11 1 X^1Sigmag+ 1 10 1 77ChMaMa.189
6455.9206 0.0015 A^1Piu 0 11 1 X^1Sigmag+ 1 10 1 88DoNiBea.122
6456.49 0.035 A^1Piu 0 9 1 X^1Sigmag+ 1 8 1 63BaRab.4
6456.5195 0.005 A^1Piu 0 9 1 X^1Sigmag+ 1 8 1 77ChMaMa.188
6456.525 0.001 A^1Piu 0 9 1 X^1Sigmag+ 1 8 1 88DoNiBea.121
6457.0308 0.019723427 b^3Sigmag- 4 30 3 a^3Piu 3 29 3 15ChKaBeTa.2858
6458.287 0.0238601 b^3Sigmag- 4 31 2 a^3Piu 3 30 2 15ChKaBeTa.2844
6460.076 0.007 b^3Sigmag- 4 32 1 a^3Piu 3 31 1 15ChKaBeTa.2827
6460.163 0.007 b^3Sigmag- 4 8 3 a^3Piu 3 9 3 15ChKaBeTa.2751
6460.7017 0.018478900000000003 b^3Sigmag- 4 16 3 a^3Piu 3 16 3 15ChKaBeTa.2802
6462.1196 0.007939764 b^3Sigmag- 3 50 3 a^3Piu 2 49 3 85RoWaMiVe.925
6463.0582 0.0055 b^3Sigmag- 2 52 3 a^3Piu 1 52 3 85RoWaMiVe.751
6463.0608 0.0045 b^3Sigmag- 2 52 3 a^3Piu 1 52 3 79AmChMa.983
6463.8071 0.007 b^3Sigmag- 4 9 2 a^3Piu 3 10 2 15ChKaBeTa.2735
6464.2093 0.013 b^3Sigmag- 4 17 2 a^3Piu 3 17 2 15ChKaBeTa.2785
6464.3433 0.005 B^1Deltag 7 20 1 A^1Piu 4 21 1 16ChKaBeTa.580
6464.7585 0.0055 b^3Sigmag- 2 53 2 a^3Piu 1 53 2 85RoWaMiVe.731
6464.764 0.0045 b^3Sigmag- 2 53 2 a^3Piu 1 53 2 79AmChMa.956
6464.9216 0.012406331 b^3Sigmag- 2 54 1 a^3Piu 1 54 1 85RoWaMiVe.707
6464.925 0.015976331 b^3Sigmag- 2 54 1 a^3Piu 1 54 1 79AmChMa.925
6465.5641 0.0055 b^3Sigmag- 3 38 3 a^3Piu 2 38 3 85RoWaMiVe.878
6465.5684 0.0045 b^3Sigmag- 3 38 3 a^3Piu 2 38 3 79AmChMa.1429
6466.6998 0.014975008 b^3Sigmag- 4 18 1 a^3Piu 3 18 1 15ChKaBeTa.2769
6466.9165 0.0055 b^3Sigmag- 2 42 3 a^3Piu 1 43 3 85RoWaMiVe.690
6466.9201 0.0045 b^3Sigmag- 2 42 3 a^3Piu 1 43 3 79AmChMa.810
6467.6107 0.0045 b^3Sigmag- 3 39 2 a^3Piu 2 39 2 79AmChMa.1408
6467.6133 0.0055 b^3Sigmag- 3 39 2 a^3Piu 2 39 2 85RoWaMiVe.862
6467.6931 0.0045 b^3Sigmag- 2 43 2 a^3Piu 1 44 2 79AmChMa.786
6467.6951 0.0055 b^3Sigmag- 2 43 2 a^3Piu 1 44 2 85RoWaMiVe.671
6468.1952 0.0085602 b^3Sigmag- 3 40 1 a^3Piu 2 40 1 85RoWaMiVe.843
6468.2018 0.0045 b^3Sigmag- 3 40 1 a^3Piu 2 40 1 79AmChMa.1384
6468.8674 0.012191300000000002 b^3Sigmag- 2 44 1 a^3Piu 1 45 1 85RoWaMiVe.650
6468.8717 0.0173943 b^3Sigmag- 2 44 1 a^3Piu 1 45 1 79AmChMa.760
6469.0566 0.008892194 b^3Sigmag- 4 10 1 a^3Piu 3 11 1 15ChKaBeTa.2723
6470.126 0.007810923 b^3Sigmag- 4 14 3 a^3Piu 3 14 3 15ChKaBeTa.2801
6470.2769 0.095202388 b^3Sigmag- 4 29 2 a^3Piu 3 28 2 15ChKaBeTa.2843
6470.6173 0.031 b^3Sigmag- 4 6 3 a^3Piu 3 7 3 15ChKaBeTa.2750
6471.5395 0.00361992 B^1Deltag 7 26 1 A^1Piu 4 26 1 16ChKaBeTa.581
6472.0545 0.0434203 b^3Sigmag- 4 30 1 a^3Piu 3 29 1 15ChKaBeTa.2826
6472.8141 0.0096635 b^3Sigmag- 3 28 3 a^3Piu 2 29 3 15ChKaBeTa.2583
6472.8168 0.006048900000000001 b^3Sigmag- 3 28 3 a^3Piu 2 29 3 79AmChMa.1325
6473.923 0.011005500000000001 b^3Sigmag- 4 15 2 a^3Piu 3 15 2 15ChKaBeTa.2784
6474.0695 0.012711600000000002 b^3Sigmag- 3 29 2 a^3Piu 2 30 2 15ChKaBeTa.2563
6474.0745 0.007577900000000001 b^3Sigmag- 3 29 2 a^3Piu 2 30 2 79AmChMa.1312
6474.936 0.007 b^3Sigmag- 4 7 2 a^3Piu 3 8 2 15ChKaBeTa.2734
6475.8348 0.029669200000000003 b^3Sigmag- 3 30 1 a^3Piu 2 31 1 79AmChMa.1300
6475.8531 0.0126269 b^3Sigmag- 3 30 1 a^3Piu 2 31 1 85RoWaMiVe.813
6476.5711 0.005987888 B^1Deltag 7 34 1 A^1Piu 4 33 1 16ChKaBeTa.582
6476.8423 0.0148152 b^3Sigmag- 4 16 1 a^3Piu 3 16 1 15ChKaBeTa.2768
6478.259 0.007910785 b^3Sigmag- 4 12 3 a^3Piu 3 12 3 15ChKaBeTa.2800
6479.4599 0.007 b^3Sigmag- 4 4 3 a^3Piu 3 5 3 15ChKaBeTa.2749
6479.5567 0.024954600000000004 b^3Sigmag- 4 26 3 a^3Piu 3 25 3 15ChKaBeTa.2857
6481.0484 0.025286800000000005 b^3Sigmag- 4 27 2 a^3Piu 3 26 2 15ChKaBeTa.2842
6481.0516 0.019780200000000005 b^3Sigmag- 1 62 3 a^3Piu 0 62 3 85RoWaMiVe.587
6481.2906 0.007 b^3Sigmag- 4 8 1 a^3Piu 3 9 1 15ChKaBeTa.2722
6482.1973 0.003 B^1Deltag 7 25 1 A^1Piu 4 25 1 16ChKaBeTa.583
6482.4243 0.018052566 b^3Sigmag- 4 13 2 a^3Piu 3 13 2 15ChKaBeTa.2783
6482.5819 0.0045 b^3Sigmag- 1 63 2 a^3Piu 0 63 2 79AmChMa.446
6482.9877 0.0174471 b^3Sigmag- 4 28 1 a^3Piu 3 27 1 15ChKaBeTa.2825
6483.538 0.0055 b^3Sigmag- 1 54 1 a^3Piu 0 55 1 85RoWaMiVe.459
6483.5382 0.0045 b^3Sigmag- 1 54 1 a^3Piu 0 55 1 79AmChMa.253
6484.7623 0.017833200000000004 b^3Sigmag- 4 5 2 a^3Piu 3 6 2 15ChKaBeTa.2733
6484.9456 0.0114587 b^3Sigmag- 2 62 3 a^3Piu 1 61 3 79AmChMa.900
6485.0674 0.011403700000000001 b^3Sigmag- 4 10 3 a^3Piu 3 10 3 15ChKaBeTa.2799
6485.312 0.0045 b^3Sigmag- 2 63 2 a^3Piu 1 62 2 79AmChMa.873
6485.8999 0.008213014 b^3Sigmag- 4 14 1 a^3Piu 3 14 1 15ChKaBeTa.2767
6486.0918 0.0045 b^3Sigmag- 2 64 1 a^3Piu 1 63 1 79AmChMa.846
6486.3846 0.007 b^3Sigmag- 4 2 3 a^3Piu 3 3 3 15ChKaBeTa.2748
6486.7177 0.024408597 b^3Sigmag- 3 49 2 a^3Piu 2 48 2 85RoWaMiVe.912
6487.7803 0.014865283 b^3Sigmag- 3 50 1 a^3Piu 2 49 1 85RoWaMiVe.902
6488.3257 0.009273825 b^3Sigmag- 3 36 3 a^3Piu 2 36 3 85RoWaMiVe.877
6488.3348 0.0082599 b^3Sigmag- 3 36 3 a^3Piu 2 36 3 79AmChMa.1428
6488.9901 0.012324400000000001 b^3Sigmag- 4 24 3 a^3Piu 3 23 3 15ChKaBeTa.2856
6489.695 0.007 b^3Sigmag- 4 11 2 a^3Piu 3 11 2 15ChKaBeTa.2782
6490.4459 0.0045 b^3Sigmag- 3 37 2 a^3Piu 2 37 2 79AmChMa.1407
6490.4461 0.0055 b^3Sigmag- 3 37 2 a^3Piu 2 37 2 85RoWaMiVe.861
6490.4604 0.027947700000000002 b^3Sigmag- 4 8 3 a^3Piu 3 8 3 15ChKaBeTa.2798
6490.6191 0.030543700000000003 b^3Sigmag- 4 25 2 a^3Piu 3 24 2 15ChKaBeTa.2841
6491.1044 0.012866183 b^3Sigmag- 3 38 1 a^3Piu 2 38 1 85RoWaMiVe.842
6491.1171 0.0094842 b^3Sigmag- 3 38 1 a^3Piu 2 38 1 79AmChMa.1383
6492.1992 0.016027943 B^1Deltag 7 24 1 A^1Piu 4 24 1 16ChKaBeTa.584
6492.6972 0.007 b^3Sigmag- 4 6 1 a^3Piu 3 7 1 15ChKaBeTa.2721
6492.8638 0.0181786 b^3Sigmag- 4 26 1 a^3Piu 3 25 1 15ChKaBeTa.2824
6493.8981 0.007 b^3Sigmag- 4 12 1 a^3Piu 3 12 1 15ChKaBeTa.2766
6494.1251 0.007466467 b^3Sigmag- 2 50 3 a^3Piu 1 50 3 85RoWaMiVe.750
6494.132 0.0045 b^3Sigmag- 2 50 3 a^3Piu 1 50 3 79AmChMa.982
6494.3373 0.033 b^3Sigmag- 4 6 3 a^3Piu 3 6 3 15ChKaBeTa.2797
6495.7121 0.008380721 b^3Sigmag- 4 9 2 a^3Piu 3 9 2 15ChKaBeTa.2781
6495.8703 0.0055 b^3Sigmag- 2 51 2 a^3Piu 1 51 2 85RoWaMiVe.730
6495.8723 0.0045 b^3Sigmag- 2 51 2 a^3Piu 1 51 2 79AmChMa.955
6495.9323 0.016228476 b^3Sigmag- 3 26 3 a^3Piu 2 27 3 15ChKaBeTa.2582
6495.9381 0.010138476 b^3Sigmag- 3 26 3 a^3Piu 2 27 3 79AmChMa.1324
6496.0731 0.0055 b^3Sigmag- 2 52 1 a^3Piu 1 52 1 85RoWaMiVe.706
6496.0782 0.007074100000000001 b^3Sigmag- 2 52 1 a^3Piu 1 52 1 79AmChMa.924
6496.3125 0.007 b^3Sigmag- 4 2 3 a^3Piu 3 2 3 15ChKaBeTa.2795
6496.426 0.010638118 b^3Sigmag- 4 4 3 a^3Piu 3 4 3 15ChKaBeTa.2796
6497.1997 0.0625977 b^3Sigmag- 4 22 3 a^3Piu 3 21 3 15ChKaBeTa.2855
6497.286 0.015618227 b^3Sigmag- 3 27 2 a^3Piu 2 28 2 79AmChMa.1311
6497.2944 0.007 b^3Sigmag- 3 27 2 a^3Piu 2 28 2 15ChKaBeTa.2562
6498.2775 0.0045 b^3Sigmag- 2 40 3 a^3Piu 1 41 3 79AmChMa.809
6498.2789 0.0055 b^3Sigmag- 2 40 3 a^3Piu 1 41 3 85RoWaMiVe.689
6498.9717 0.029817700000000003 b^3Sigmag- 4 23 2 a^3Piu 3 22 2 15ChKaBeTa.2840
6499.1692 0.0055 b^3Sigmag- 2 41 2 a^3Piu 1 42 2 85RoWaMiVe.670
6499.1726 0.0102377 b^3Sigmag- 2 41 2 a^3Piu 1 42 2 79AmChMa.785
6500.4036 0.012031801 b^3Sigmag- 2 42 1 a^3Piu 1 43 1 85RoWaMiVe.649
6500.4154 0.010643600000000001 b^3Sigmag- 2 42 1 a^3Piu 1 43 1 79AmChMa.759
6500.4218 0.07115020000000001 b^3Sigmag- 4 7 2 a^3Piu 3 7 2 15ChKaBeTa.2780
6500.9014 0.013316469 b^3Sigmag- 4 10 1 a^3Piu 3 10 1 15ChKaBeTa.2765
6501.4326 0.007 b^3Sigmag- 4 24 1 a^3Piu 3 23 1 15ChKaBeTa.2823
6502.0466 0.016346904 B^1Deltag 7 23 1 A^1Piu 4 23 1 16ChKaBeTa.585
6503.5055 0.00663 b^3Sigmag- 4 4 1 a^3Piu 3 5 1 15ChKaBeTa.2720
6503.7848 0.019614100000000002 b^3Sigmag- 4 5 2 a^3Piu 3 5 2 15ChKaBeTa.2779
6504.1741 0.011506000000000002 b^3Sigmag- 4 20 3 a^3Piu 3 19 3 15ChKaBeTa.2854
6505.0426 0.007 b^3Sigmag- 4 2 3 a^3Piu 3 1 3 15ChKaBeTa.2846
6505.7712 0.007 b^3Sigmag- 4 3 2 a^3Piu 3 3 2 15ChKaBeTa.2778
6506.1348 0.017711100000000004 b^3Sigmag- 4 21 2 a^3Piu 3 20 2 15ChKaBeTa.2839
6506.5161 0.009212966 B^1Deltag 7 16 1 A^1Piu 4 17 1 16ChKaBeTa.586
6507.0104 0.007 b^3Sigmag- 4 8 1 a^3Piu 3 8 1 15ChKaBeTa.2764
6507.476 0.003 B^1Deltag 7 31 1 A^1Piu 4 30 1 16ChKaBeTa.587
6508.8152 0.012297009 b^3Sigmag- 3 46 3 a^3Piu 2 45 3 85RoWaMiVe.924
6508.8359 0.008575600000000001 b^3Sigmag- 4 22 1 a^3Piu 3 21 1 15ChKaBeTa.2822
6509.4946 0.006683781 b^3Sigmag- 3 47 2 a^3Piu 2 46 2 85RoWaMiVe.911
6509.9015 0.0302753 b^3Sigmag- 4 18 3 a^3Piu 3 17 3 15ChKaBeTa.2853
6509.9053 0.0055 b^3Sigmag- 3 34 3 a^3Piu 2 34 3 85RoWaMiVe.876
6510.6247 0.00866053 b^3Sigmag- 3 48 1 a^3Piu 2 47 1 85RoWaMiVe.901
6511.2491 0.003 B^1Deltag 7 22 1 A^1Piu 4 22 1 16ChKaBeTa.588
6512.0799 0.00574 b^3Sigmag- 4 19 2 a^3Piu 3 18 2 15ChKaBeTa.2838
6512.0958 0.0055 b^3Sigmag- 3 35 2 a^3Piu 2 35 2 85RoWaMiVe.860
6512.0961 0.0045 b^3Sigmag- 3 35 2 a^3Piu 2 35 2 79AmChMa.1406
6512.3904 0.008919694 b^3Sigmag- 4 6 1 a^3Piu 3 6 1 15ChKaBeTa.2763
6512.847 0.0045 b^3Sigmag- 3 36 1 a^3Piu 2 36 1 79AmChMa.1382
6512.8472 0.0055 b^3Sigmag- 3 36 1 a^3Piu 2 36 1 85RoWaMiVe.841
6514.0336 0.012447983 b^3Sigmag- 4 2 1 a^3Piu 3 3 1 15ChKaBeTa.2719
6514.3708 0.013257336 b^3Sigmag- 4 16 3 a^3Piu 3 15 3 15ChKaBeTa.2852
6515.0725 0.010707353 b^3Sigmag- 4 20 1 a^3Piu 3 19 1 15ChKaBeTa.2821
6515.9983 0.005 B^1Deltag 7 15 1 A^1Piu 4 16 1 16ChKaBeTa.589
6516.0762 0.005685900000000001 b^3Sigmag- 2 60 3 a^3Piu 1 59 3 79AmChMa.899
6516.0928 0.0238601 b^3Sigmag- 2 60 3 a^3Piu 1 59 3 85RoWaMiVe.812
6516.495 0.0045 b^3Sigmag- 2 61 2 a^3Piu 1 60 2 79AmChMa.872
6516.5051 0.010564999 b^3Sigmag- 2 61 2 a^3Piu 1 60 2 85RoWaMiVe.790
6516.5079 0.040491223 b^3Sigmag- 4 6 3 a^3Piu 3 5 3 15ChKaBeTa.2847
6516.7997 0.016 b^3Sigmag- 4 17 2 a^3Piu 3 16 2 15ChKaBeTa.2837
6517.1835 0.003 B^1Deltag 7 30 1 A^1Piu 4 29 1 16ChKaBeTa.590
6517.3125 0.1314544 b^3Sigmag- 4 4 1 a^3Piu 3 4 1 15ChKaBeTa.2762
6517.3232 0.0045 b^3Sigmag- 2 62 1 a^3Piu 1 61 1 79AmChMa.845
6517.5632 0.007 b^3Sigmag- 4 14 3 a^3Piu 3 13 3 15ChKaBeTa.2851
6517.8601 0.009917286 b^3Sigmag- 3 24 3 a^3Piu 2 25 3 15ChKaBeTa.2581
6517.87 0.007727500000000001 b^3Sigmag- 3 24 3 a^3Piu 2 25 3 79AmChMa.1323
6518.0213 0.0045 b^3Sigmag- 1 60 3 a^3Piu 0 60 3 79AmChMa.473
6518.0218 0.0055 b^3Sigmag- 1 60 3 a^3Piu 0 60 3 85RoWaMiVe.586
6518.9013 0.007 b^3Sigmag- 4 5 2 a^3Piu 3 4 2 15ChKaBeTa.2831
6519.0479 0.009204568 b^3Sigmag- 4 8 3 a^3Piu 3 7 3 15ChKaBeTa.2848
6519.3469 0.009 b^3Sigmag- 3 25 2 a^3Piu 2 26 2 15ChKaBeTa.2561
6519.3561 0.0077924000000000005 b^3Sigmag- 3 25 2 a^3Piu 2 26 2 79AmChMa.1310
6519.4474 0.007 b^3Sigmag- 4 12 3 a^3Piu 3 11 3 15ChKaBeTa.2850
6519.4934 0.0055 b^3Sigmag- 1 50 3 a^3Piu 0 51 3 85RoWaMiVe.508
6519.5022 0.0083897 b^3Sigmag- 1 50 3 a^3Piu 0 51 3 79AmChMa.308
6519.5851 0.0045 b^3Sigmag- 1 61 2 a^3Piu 0 61 2 79AmChMa.445
6519.5851 0.0045 b^3Sigmag- 1 62 1 a^3Piu 0 62 1 79AmChMa.417
6519.5871 0.0055 b^3Sigmag- 1 62 1 a^3Piu 0 62 1 85RoWaMiVe.537
6519.9467 0.0055 b^3Sigmag- 1 51 2 a^3Piu 0 52 2 85RoWaMiVe.486
6519.9499 0.0045 b^3Sigmag- 1 51 2 a^3Piu 0 52 2 79AmChMa.283
6519.9737 0.007 b^3Sigmag- 4 10 3 a^3Piu 3 9 3 15ChKaBeTa.2849
6520.2498 0.003 B^1Deltag 7 21 1 A^1Piu 4 21 1 16ChKaBeTa.591
6520.3064 0.007 b^3Sigmag- 4 15 2 a^3Piu 3 14 2 15ChKaBeTa.2836
6520.9012 0.075621221 b^3Sigmag- 1 52 1 a^3Piu 0 53 1 79AmChMa.252
6520.9049 0.071736221 b^3Sigmag- 1 52 1 a^3Piu 0 53 1 85RoWaMiVe.458
6521.413 0.005 b^3Sigmag- 3 26 1 a^3Piu 2 27 1 15ChKaBeTa.2549
6521.4144 0.0045 b^3Sigmag- 3 26 1 a^3Piu 2 27 1 79AmChMa.1299
6521.8073 0.011592900000000001 b^3Sigmag- 4 7 2 a^3Piu 3 6 2 15ChKaBeTa.2832
6522.1773 0.06475370000000001 b^3Sigmag- 4 2 1 a^3Piu 3 2 1 15ChKaBeTa.2761
6522.5838 0.024993100000000004 b^3Sigmag- 4 13 2 a^3Piu 3 12 2 15ChKaBeTa.2835
6523.3689 0.0096602 b^3Sigmag- 4 9 2 a^3Piu 3 8 2 15ChKaBeTa.2833
6523.6079 0.007 b^3Sigmag- 4 11 2 a^3Piu 3 10 2 15ChKaBeTa.2834
6524.0164 0.0045 b^3Sigmag- 2 48 3 a^3Piu 1 48 3 79AmChMa.981
6524.0213 0.0055 b^3Sigmag- 2 48 3 a^3Piu 1 48 3 85RoWaMiVe.749
6524.1499 0.018883700000000003 b^3Sigmag- 4 16 1 a^3Piu 3 15 1 15ChKaBeTa.2820
6525.1873 0.003 B^1Deltag 7 14 1 A^1Piu 4 15 1 16ChKaBeTa.592
6525.8062 0.0045 b^3Sigmag- 2 49 2 a^3Piu 1 49 2 79AmChMa.954
6525.8077 0.0055 b^3Sigmag- 2 49 2 a^3Piu 1 49 2 85RoWaMiVe.729
6526.0597 0.0055 b^3Sigmag- 2 50 1 a^3Piu 1 50 1 85RoWaMiVe.705
6526.0636 0.0045 b^3Sigmag- 2 50 1 a^3Piu 1 50 1 79AmChMa.923
6527.0173 0.007 b^3Sigmag- 4 14 1 a^3Piu 3 13 1 15ChKaBeTa.2819
6528.2734 0.007 b^3Sigmag- 4 4 1 a^3Piu 3 3 1 15ChKaBeTa.2814
6528.6759 0.003 B^1Deltag 7 20 1 A^1Piu 4 20 1 16ChKaBeTa.593
6528.8521 0.0045 b^3Sigmag- 2 38 3 a^3Piu 1 39 3 79AmChMa.808
6528.8528 0.007 b^3Sigmag- 4 12 1 a^3Piu 3 11 1 15ChKaBeTa.2818
6528.8549 0.0055 b^3Sigmag- 2 38 3 a^3Piu 1 39 3 85RoWaMiVe.688
6529.1396 0.007 b^3Sigmag- 4 6 1 a^3Piu 3 5 1 15ChKaBeTa.2815
6529.487 0.0055 b^3Sigmag- 2 39 2 a^3Piu 1 40 2 85RoWaMiVe.669
6529.4884 0.0045 b^3Sigmag- 2 39 2 a^3Piu 1 40 2 79AmChMa.784
6529.7166 0.0086009 b^3Sigmag- 4 10 1 a^3Piu 3 9 1 15ChKaBeTa.2817
6529.7395 0.007 b^3Sigmag- 4 8 1 a^3Piu 3 7 1 15ChKaBeTa.2816
6530.2942 0.0055 b^3Sigmag- 3 32 3 a^3Piu 2 32 3 85RoWaMiVe.875
6530.2989 0.0045 b^3Sigmag- 3 32 3 a^3Piu 2 32 3 79AmChMa.1427
6530.349 0.027230997 b^3Sigmag- 3 44 3 a^3Piu 2 43 3 85RoWaMiVe.923
6530.7872 0.0055 b^3Sigmag- 2 40 1 a^3Piu 1 41 1 85RoWaMiVe.648
6530.7893 0.0045 b^3Sigmag- 2 40 1 a^3Piu 1 41 1 79AmChMa.758
6531.0899 0.024293462 b^3Sigmag- 3 45 2 a^3Piu 2 44 2 85RoWaMiVe.910
6532.2777 0.011452100000000002 b^3Sigmag- 3 46 1 a^3Piu 2 45 1 85RoWaMiVe.900
6532.5694 0.0055 b^3Sigmag- 3 33 2 a^3Piu 2 33 2 85RoWaMiVe.859
6532.5731 0.0045 b^3Sigmag- 3 33 2 a^3Piu 2 33 2 79AmChMa.1405
6533.4134 0.003 b^3Sigmag- 3 34 1 a^3Piu 2 34 1 15ChKaBeTa.2603
6533.4172 0.0045 b^3Sigmag- 3 34 1 a^3Piu 2 34 1 79AmChMa.1381
6533.8874 0.007031816 B^1Deltag 7 13 1 A^1Piu 4 14 1 16ChKaBeTa.594
6535.0318 0.003 B^1Deltag 7 28 1 A^1Piu 4 27 1 16ChKaBeTa.595
6536.8515 0.003009863 B^1Deltag 7 19 1 A^1Piu 4 19 1 16ChKaBeTa.596
6538.6013 0.007 b^3Sigmag- 3 22 3 a^3Piu 2 23 3 15ChKaBeTa.2580
6538.6071 0.0045 b^3Sigmag- 3 22 3 a^3Piu 2 23 3 79AmChMa.1322
6540.2216 0.008703046 b^3Sigmag- 3 23 2 a^3Piu 2 24 2 15ChKaBeTa.2560
6540.2247 0.005448046 b^3Sigmag- 3 23 2 a^3Piu 2 24 2 79AmChMa.1309
6542.2606 0.010524288 B^1Deltag 7 12 1 A^1Piu 4 13 1 16ChKaBeTa.597
6542.4644 0.0045 b^3Sigmag- 3 24 1 a^3Piu 2 25 1 79AmChMa.1298
6542.4644 0.007 b^3Sigmag- 3 24 1 a^3Piu 2 25 1 15ChKaBeTa.2548
6543.2208 0.003313075 B^1Deltag 7 27 1 A^1Piu 4 26 1 16ChKaBeTa.598
6544.4823 0.003 B^1Deltag 7 18 1 A^1Piu 4 18 1 16ChKaBeTa.599
6546.066 0.0285175 b^3Sigmag- 2 58 3 a^3Piu 1 57 3 79AmChMa.898
6546.4855 0.009141 b^3Sigmag- 2 59 2 a^3Piu 1 58 2 79AmChMa.871
6546.4942 0.009134814 b^3Sigmag- 2 59 2 a^3Piu 1 58 2 85RoWaMiVe.789
6547.3393 0.012361800000000001 b^3Sigmag- 2 60 1 a^3Piu 1 59 1 85RoWaMiVe.774
6547.349 0.0045 b^3Sigmag- 2 60 1 a^3Piu 1 59 1 79AmChMa.844
6549.4889 0.005815700000000001 b^3Sigmag- 3 30 3 a^3Piu 2 30 3 79AmChMa.1426
6549.4919 0.0055 b^3Sigmag- 3 30 3 a^3Piu 2 30 3 85RoWaMiVe.874
6550.1511 0.003 B^1Deltag 7 11 1 A^1Piu 4 12 1 16ChKaBeTa.600
6550.6746 0.030207116 b^3Sigmag- 3 42 3 a^3Piu 2 41 3 85RoWaMiVe.922
6551.254 0.003 B^1Deltag 7 26 1 A^1Piu 4 25 1 16ChKaBeTa.601
6551.4801 0.020096796 b^3Sigmag- 3 43 2 a^3Piu 2 42 2 85RoWaMiVe.909
6551.8497 0.007 B^1Deltag 7 17 1 A^1Piu 4 17 1 16ChKaBeTa.602
6551.8596 0.009595174 b^3Sigmag- 3 31 2 a^3Piu 2 31 2 85RoWaMiVe.858
6551.8706 0.011033000000000001 b^3Sigmag- 3 31 2 a^3Piu 2 31 2 79AmChMa.1404
6552.7368 0.006399437 b^3Sigmag- 2 46 3 a^3Piu 1 46 3 85RoWaMiVe.748
6552.7429 0.0045 b^3Sigmag- 2 46 3 a^3Piu 1 46 3 79AmChMa.980
6552.8109 0.011955900000000002 b^3Sigmag- 3 32 1 a^3Piu 2 32 1 79AmChMa.1380
6552.8188 0.007653677 b^3Sigmag- 3 32 1 a^3Piu 2 32 1 85RoWaMiVe.840
6553.8193 0.043341009 b^3Sigmag- 1 58 3 a^3Piu 0 58 3 85RoWaMiVe.585
6554.5757 0.0055 b^3Sigmag- 2 47 2 a^3Piu 1 47 2 85RoWaMiVe.728
6554.5778 0.0045 b^3Sigmag- 2 47 2 a^3Piu 1 47 2 79AmChMa.953
6554.8794 0.008145162 b^3Sigmag- 2 48 1 a^3Piu 1 48 1 79AmChMa.922
6555.4464 0.0045 b^3Sigmag- 1 60 1 a^3Piu 0 60 1 79AmChMa.416
6555.5863 0.0055 b^3Sigmag- 1 48 3 a^3Piu 0 49 3 85RoWaMiVe.507
6555.5915 0.0045 b^3Sigmag- 1 48 3 a^3Piu 0 49 3 79AmChMa.307
6556.1269 0.0055 b^3Sigmag- 1 49 2 a^3Piu 0 50 2 85RoWaMiVe.485
6557.1295 0.0061688 b^3Sigmag- 1 50 1 a^3Piu 0 51 1 79AmChMa.251
6557.13 0.0055 b^3Sigmag- 1 50 1 a^3Piu 0 51 1 85RoWaMiVe.457
6557.7075 0.00669232 B^1Deltag 7 10 1 A^1Piu 4 11 1 16ChKaBeTa.603
6557.7836 0.0055 b^3Sigmag- 2 36 3 a^3Piu 1 37 3 85RoWaMiVe.687
6557.7851 0.007206100000000001 b^3Sigmag- 2 36 3 a^3Piu 1 37 3 79AmChMa.807
6558.1374 0.007 b^3Sigmag- 3 20 3 a^3Piu 2 21 3 15ChKaBeTa.2579
6558.1431 0.009454500000000001 b^3Sigmag- 3 20 3 a^3Piu 2 21 3 79AmChMa.1321
6558.6463 0.0055 b^3Sigmag- 2 37 2 a^3Piu 1 38 2 85RoWaMiVe.668
6558.6507 0.0045 b^3Sigmag- 2 37 2 a^3Piu 1 38 2 79AmChMa.783
6558.6574 0.019392439 B^1Deltag 7 16 1 A^1Piu 4 16 1 16ChKaBeTa.604
6559.9158 0.007 b^3Sigmag- 3 21 2 a^3Piu 2 22 2 15ChKaBeTa.2559
6559.9351 0.0252769 b^3Sigmag- 3 21 2 a^3Piu 2 22 2 79AmChMa.1308
6560.0187 0.0045 b^3Sigmag- 2 38 1 a^3Piu 1 39 1 79AmChMa.757
6560.0223 0.0055 b^3Sigmag- 2 38 1 a^3Piu 1 39 1 85RoWaMiVe.647
6562.3511 0.013831238 b^3Sigmag- 3 22 1 a^3Piu 2 23 1 79AmChMa.1297
6562.3647 0.007 b^3Sigmag- 3 22 1 a^3Piu 2 23 1 15ChKaBeTa.2547
6564.7979 0.00391732 B^1Deltag 7 9 1 A^1Piu 4 10 1 16ChKaBeTa.605
6565.2016 0.004546269 B^1Deltag 7 15 1 A^1Piu 4 15 1 16ChKaBeTa.606
6565.8472 0.003 B^1Deltag 7 24 1 A^1Piu 4 23 1 16ChKaBeTa.607
6567.4958 0.0141911 b^3Sigmag- 3 28 3 a^3Piu 2 28 3 79AmChMa.1425
6567.4979 0.0116501 b^3Sigmag- 3 28 3 a^3Piu 2 28 3 85RoWaMiVe.873
6569.805 0.018148018 b^3Sigmag- 3 40 3 a^3Piu 2 39 3 85RoWaMiVe.921
6569.9622 0.0045 b^3Sigmag- 3 29 2 a^3Piu 2 29 2 79AmChMa.1403
6569.9651 0.0055 b^3Sigmag- 3 29 2 a^3Piu 2 29 2 85RoWaMiVe.857
6570.6622 0.017976697 b^3Sigmag- 3 41 2 a^3Piu 2 40 2 85RoWaMiVe.908
6571.0495 0.009972598 b^3Sigmag- 3 30 1 a^3Piu 2 30 1 85RoWaMiVe.839
6571.0595 0.0077495 b^3Sigmag- 3 30 1 a^3Piu 2 30 1 79AmChMa.1379
6571.2378 0.003 B^1Deltag 7 14 1 A^1Piu 4 14 1 16ChKaBeTa.608
6571.5501 0.004634502 B^1Deltag 7 8 1 A^1Piu 4 9 1 16ChKaBeTa.609
6571.9697 0.015562535 b^3Sigmag- 3 42 1 a^3Piu 2 41 1 79AmChMa.1343
6571.9698 0.015667535 b^3Sigmag- 3 42 1 a^3Piu 2 41 1 85RoWaMiVe.899
6572.4254 0.003 B^1Deltag 7 23 1 A^1Piu 4 22 1 16ChKaBeTa.610
6574.8168 0.0045 b^3Sigmag- 2 56 3 a^3Piu 1 55 3 79AmChMa.897
6575.2798 0.0055 b^3Sigmag- 2 57 2 a^3Piu 1 56 2 85RoWaMiVe.788
6575.2841 0.0045 b^3Sigmag- 2 57 2 a^3Piu 1 56 2 79AmChMa.870
6576.1654 0.013757095 b^3Sigmag- 2 58 1 a^3Piu 1 57 1 85RoWaMiVe.773
6576.1708 0.008 b^3Sigmag- 2 58 1 a^3Piu 1 57 1 79AmChMa.843
6576.4608 0.007 b^3Sigmag- 3 18 3 a^3Piu 2 19 3 15ChKaBeTa.2578
6576.4705 0.0140899 b^3Sigmag- 3 18 3 a^3Piu 2 19 3 79AmChMa.1320
6576.9502 0.003 B^1Deltag 7 13 1 A^1Piu 4 13 1 16ChKaBeTa.611
6577.834 0.006112707 B^1Deltag 7 7 1 A^1Piu 4 8 1 16ChKaBeTa.612
6578.4263 0.007 b^3Sigmag- 3 19 2 a^3Piu 2 20 2 15ChKaBeTa.2558
6578.4467 0.024396667 b^3Sigmag- 3 19 2 a^3Piu 2 20 2 79AmChMa.1307
6578.7928 0.003 B^1Deltag 7 22 1 A^1Piu 4 21 1 16ChKaBeTa.613
6580.28 0.0055 b^3Sigmag- 2 44 3 a^3Piu 1 44 3 85RoWaMiVe.747
6580.2817 0.0045 b^3Sigmag- 2 44 3 a^3Piu 1 44 3 79AmChMa.979
6581.1212 0.010938511 b^3Sigmag- 3 20 1 a^3Piu 2 21 1 15ChKaBeTa.2546
6581.1313 0.0045 b^3Sigmag- 3 20 1 a^3Piu 2 21 1 79AmChMa.1296
6582.1718 0.0055 b^3Sigmag- 2 45 2 a^3Piu 1 45 2 85RoWaMiVe.727
6582.1734 0.0045 b^3Sigmag- 2 45 2 a^3Piu 1 45 2 79AmChMa.952
6582.1829 0.005270826 B^1Deltag 7 12 1 A^1Piu 4 12 1 16ChKaBeTa.614
6582.5253 0.0045 b^3Sigmag- 2 46 1 a^3Piu 1 46 1 79AmChMa.921
6582.5366 0.011592714 b^3Sigmag- 2 46 1 a^3Piu 1 46 1 85RoWaMiVe.704
6583.7698 0.003 B^1Deltag 7 6 1 A^1Piu 4 7 1 16ChKaBeTa.615
6584.2993 0.0045 b^3Sigmag- 3 26 3 a^3Piu 2 26 3 79AmChMa.1424
6584.3023 0.0055 b^3Sigmag- 3 26 3 a^3Piu 2 26 3 85RoWaMiVe.872
6584.5771 0.005185736 B^1Deltag 7 21 1 A^1Piu 4 20 1 16ChKaBeTa.616
6585.6853 0.0045 b^3Sigmag- 2 34 3 a^3Piu 1 35 3 79AmChMa.806
6585.6909 0.005708124 b^3Sigmag- 2 34 3 a^3Piu 1 35 3 85RoWaMiVe.686
6586.6451 0.0045 b^3Sigmag- 2 35 2 a^3Piu 1 36 2 79AmChMa.782
6586.6457 0.0055 b^3Sigmag- 2 35 2 a^3Piu 1 36 2 85RoWaMiVe.667
6586.8842 0.0055 b^3Sigmag- 3 27 2 a^3Piu 2 27 2 85RoWaMiVe.856
6586.8979 0.0208692 b^3Sigmag- 3 27 2 a^3Piu 2 27 2 79AmChMa.1402
6587.0777 0.003 B^1Deltag 7 11 1 A^1Piu 4 11 1 16ChKaBeTa.617
6587.7194 0.0045 b^3Sigmag- 3 38 3 a^3Piu 2 37 3 79AmChMa.MY
6587.7194 0.0055 b^3Sigmag- 3 38 3 a^3Piu 2 37 3 85RoWaMiVe.920
6588.1061 0.0045 b^3Sigmag- 2 36 1 a^3Piu 1 37 1 79AmChMa.756
6588.1061 0.0085272 b^3Sigmag- 3 28 1 a^3Piu 2 28 1 79AmChMa.1378
6588.1077 0.0055 b^3Sigmag- 2 36 1 a^3Piu 1 37 1 85RoWaMiVe.646
6588.1104 0.007 b^3Sigmag- 3 28 1 a^3Piu 2 28 1 15ChKaBeTa.2602
6588.4478 0.0055 b^3Sigmag- 1 56 3 a^3Piu 0 56 3 85RoWaMiVe.584
6588.4493 0.0045 b^3Sigmag- 1 56 3 a^3Piu 0 56 3 79AmChMa.472
6588.6439 0.007036268 b^3Sigmag- 3 39 2 a^3Piu 2 38 2 85RoWaMiVe.907
6589.2615 0.003 B^1Deltag 7 5 1 A^1Piu 4 6 1 16ChKaBeTa.618
6590.0251 0.019209321 b^3Sigmag- 3 40 1 a^3Piu 2 39 1 85RoWaMiVe.898
6590.11 0.007499724 b^3Sigmag- 1 57 2 a^3Piu 0 57 2 85RoWaMiVe.560
6590.1201 0.003 B^1Deltag 7 20 1 A^1Piu 4 19 1 16ChKaBeTa.619
6590.1566 0.0045 b^3Sigmag- 1 58 1 a^3Piu 0 58 1 79AmChMa.415
6590.1664 0.010945514 b^3Sigmag- 1 58 1 a^3Piu 0 58 1 85RoWaMiVe.536
6590.5573 0.008 b^3Sigmag- 1 46 3 a^3Piu 0 47 3 79AmChMa.306
6590.5674 0.0055 b^3Sigmag- 1 46 3 a^3Piu 0 47 3 85RoWaMiVe.506
6591.1675 0.0045 b^3Sigmag- 1 47 2 a^3Piu 0 48 2 79AmChMa.282
6591.1679 0.0055 b^3Sigmag- 1 47 2 a^3Piu 0 48 2 85RoWaMiVe.484
6591.5126 0.003 B^1Deltag 7 10 1 A^1Piu 4 10 1 16ChKaBeTa.620
6592.2115 0.0055 b^3Sigmag- 1 48 1 a^3Piu 0 49 1 85RoWaMiVe.456
6592.2123 0.0045 b^3Sigmag- 1 48 1 a^3Piu 0 49 1 79AmChMa.250
6593.5493 0.00379 b^3Sigmag- 3 16 3 a^3Piu 2 17 3 79AmChMa.1319
6593.5534 0.007 b^3Sigmag- 3 16 3 a^3Piu 2 17 3 15ChKaBeTa.2577
6593.7239 0.007 b^3Sigmag- 3 17 2 a^3Piu 2 17 3 15ChKaBeTa.2690
6595.1021 0.003 B^1Deltag 7 19 1 A^1Piu 4 18 1 16ChKaBeTa.621
6595.5798 0.003 B^1Deltag 7 9 1 A^1Piu 4 9 1 16ChKaBeTa.622
6595.7475 0.007 b^3Sigmag- 3 17 2 a^3Piu 2 18 2 15ChKaBeTa.2557
6595.7507 0.009267500000000001 b^3Sigmag- 3 17 2 a^3Piu 2 18 2 79AmChMa.1306
6598.7389 0.007 b^3Sigmag- 3 18 1 a^3Piu 2 19 1 15ChKaBeTa.2545
6598.7393 0.005325259 b^3Sigmag- 3 18 1 a^3Piu 2 19 1 79AmChMa.1295
6599.0778 0.003 B^1Deltag 7 3 1 A^1Piu 4 4 1 16ChKaBeTa.623
6599.2035 0.0228426 B^1Deltag 7 8 1 A^1Piu 4 8 1 16ChKaBeTa.624
6599.8046 0.003 B^1Deltag 7 18 1 A^1Piu 4 17 1 16ChKaBeTa.625
6599.8988 0.007008788 b^3Sigmag- 3 24 3 a^3Piu 2 24 3 85RoWaMiVe.871
6599.9 0.005748788 b^3Sigmag- 3 24 3 a^3Piu 2 24 3 79AmChMa.1423
6602.3476 0.048 b^3Sigmag- 2 54 3 a^3Piu 1 53 3 85RoWaMiVe.811
6602.4731 0.006851938 B^1Deltag 7 7 1 A^1Piu 4 7 1 16ChKaBeTa.626
6602.6142 0.012 b^3Sigmag- 3 25 2 a^3Piu 2 25 2 15ChKaBeTa.2612
6602.6158 0.010722226 b^3Sigmag- 3 25 2 a^3Piu 2 25 2 79AmChMa.1401
6603.798 0.0055 b^3Sigmag- 2 56 1 a^3Piu 1 55 1 85RoWaMiVe.772
6603.8026 0.0045 b^3Sigmag- 2 56 1 a^3Piu 1 55 1 79AmChMa.842
6604.0124 0.007 b^3Sigmag- 3 26 1 a^3Piu 2 26 1 15ChKaBeTa.2601
6604.0162 0.0045 b^3Sigmag- 3 26 1 a^3Piu 2 26 1 79AmChMa.1377
6604.4229 0.0045 b^3Sigmag- 3 36 3 a^3Piu 2 35 3 79AmChMa.1365
6604.4257 0.0055 b^3Sigmag- 3 36 3 a^3Piu 2 35 3 85RoWaMiVe.919
6605.304 0.003 B^1Deltag 7 6 1 A^1Piu 4 6 1 16ChKaBeTa.627
6605.4142 0.008465717 b^3Sigmag- 3 37 2 a^3Piu 2 36 2 79AmChMa.1354
6605.4205 0.0055 b^3Sigmag- 3 37 2 a^3Piu 2 36 2 85RoWaMiVe.906
6606.5182 0.003 B^1Deltag 6 36 1 A^1Piu 3 36 1 16ChKaBeTa.628
6606.6302 0.007 b^3Sigmag- 2 42 3 a^3Piu 1 42 3 15ChKaBeTa.2384
6606.6313 0.0045 b^3Sigmag- 2 42 3 a^3Piu 1 42 3 79AmChMa.978
6606.8874 0.014666894 b^3Sigmag- 3 38 1 a^3Piu 2 37 1 85RoWaMiVe.897
6606.8891 0.012881894 b^3Sigmag- 3 38 1 a^3Piu 2 37 1 79AmChMa.1342
6607.4828 0.003 B^1Deltag 6 29 1 A^1Piu 3 30 1 16ChKaBeTa.629
6607.7417 0.004184514 B^1Deltag 7 5 1 A^1Piu 4 5 1 16ChKaBeTa.630
6607.8514 0.020652697 B^1Deltag 7 16 1 A^1Piu 4 15 1 16ChKaBeTa.631
6608.5909 0.0045 b^3Sigmag- 2 43 2 a^3Piu 1 43 2 79AmChMa.951
6608.5914 0.0055 b^3Sigmag- 2 43 2 a^3Piu 1 43 2 85RoWaMiVe.726
6609.0047 0.0045 b^3Sigmag- 2 44 1 a^3Piu 1 44 1 79AmChMa.920
6609.008 0.0055 b^3Sigmag- 2 44 1 a^3Piu 1 44 1 85RoWaMiVe.703
6609.3071 0.007 b^3Sigmag- 3 14 3 a^3Piu 2 15 3 15ChKaBeTa.2575
6609.588 0.023505765 b^3Sigmag- 3 15 2 a^3Piu 2 15 3 15ChKaBeTa.2689
6609.77 0.007 B^1Deltag 7 4 1 A^1Piu 4 4 1 16ChKaBeTa.632
6611.2658 0.018835021 B^1Deltag 7 15 1 A^1Piu 4 14 1 16ChKaBeTa.633
6611.3914 0.003 B^1Deltag 7 3 1 A^1Piu 4 3 1 16ChKaBeTa.634
6611.8726 0.010332931 b^3Sigmag- 3 15 2 a^3Piu 2 16 2 15ChKaBeTa.2556
6612.1625 0.011802576 X^1Sigmag+ 6 14 1 a^3Piu 2 15 3 15ChKaBeTa.2576
6612.4365 0.0045 b^3Sigmag- 2 32 3 a^3Piu 1 33 3 79AmChMa.805
6612.4391 0.0055 b^3Sigmag- 2 32 3 a^3Piu 1 33 3 85RoWaMiVe.685
6612.5997 0.025593259 B^1Deltag 7 2 1 A^1Piu 4 2 1 16ChKaBeTa.635
6613.1283 0.0045 b^3Sigmag- 1 68 1 a^3Piu 0 67 1 79AmChMa.344
6613.4816 0.0055 b^3Sigmag- 2 33 2 a^3Piu 1 34 2 85RoWaMiVe.666
6613.4847 0.0056782000000000004 b^3Sigmag- 2 33 2 a^3Piu 1 34 2 79AmChMa.781
6614.2888 0.007 b^3Sigmag- 3 22 3 a^3Piu 2 22 3 15ChKaBeTa.2624
6614.289 0.005022311 b^3Sigmag- 3 22 3 a^3Piu 2 22 3 79AmChMa.1422
6615.0207 0.007 b^3Sigmag- 2 34 1 a^3Piu 1 35 1 15ChKaBeTa.2339
6615.0246 0.0059433 b^3Sigmag- 2 34 1 a^3Piu 1 35 1 79AmChMa.755
6615.2307 0.007 b^3Sigmag- 3 16 1 a^3Piu 2 17 1 15ChKaBeTa.2544
6616.8841 0.003 B^1Deltag 7 13 1 A^1Piu 4 12 1 16ChKaBeTa.636
6617.1564 0.007 b^3Sigmag- 3 23 2 a^3Piu 2 23 2 15ChKaBeTa.2611
6617.1622 0.0071786 b^3Sigmag- 3 23 2 a^3Piu 2 23 2 79AmChMa.1400
6618.7509 0.009160800000000002 b^3Sigmag- 3 24 1 a^3Piu 2 24 1 79AmChMa.1376
6618.7538 0.007 b^3Sigmag- 3 24 1 a^3Piu 2 24 1 15ChKaBeTa.2600
6619.1229 0.008879485 B^1Deltag 7 12 1 A^1Piu 4 11 1 16ChKaBeTa.637
6619.9082 0.016734893 b^3Sigmag- 3 34 3 a^3Piu 2 33 3 79AmChMa.1364
6619.9221 0.0055 b^3Sigmag- 3 34 3 a^3Piu 2 33 3 85RoWaMiVe.918
6620.8915 0.003975624 B^1Deltag 7 11 1 A^1Piu 4 10 1 16ChKaBeTa.638
6620.9914 0.015376796 b^3Sigmag- 3 35 2 a^3Piu 2 34 2 85RoWaMiVe.905
6620.9985 0.007921796 b^3Sigmag- 3 35 2 a^3Piu 2 34 2 79AmChMa.1353
6621.8756 0.0045 b^3Sigmag- 1 54 3 a^3Piu 0 54 3 79AmChMa.471
6621.8859 0.011034333 b^3Sigmag- 1 54 3 a^3Piu 0 54 3 85RoWaMiVe.583
6622.0801 0.003 B^1Deltag 7 4 1 A^1Piu 4 3 1 16ChKaBeTa.639
6622.2947 0.003 B^1Deltag 7 10 1 A^1Piu 4 9 1 16ChKaBeTa.640
6622.4574 0.003 B^1Deltag 6 28 1 A^1Piu 3 29 1 16ChKaBeTa.641
6622.5532 0.008 b^3Sigmag- 3 36 1 a^3Piu 2 35 1 79AmChMa.1341
6622.5564 0.0055 b^3Sigmag- 3 36 1 a^3Piu 2 35 1 85RoWaMiVe.896
6623.125 0.003 B^1Deltag 7 5 1 A^1Piu 4 4 1 16ChKaBeTa.642
6623.2573 0.003 B^1Deltag 7 9 1 A^1Piu 4 8 1 16ChKaBeTa.643
6623.7147 0.015111515 b^3Sigmag- 1 56 1 a^3Piu 0 56 1 85RoWaMiVe.535
6623.7789 0.003 B^1Deltag 7 6 1 A^1Piu 4 5 1 16ChKaBeTa.644
6623.8569 0.006904423 B^1Deltag 7 8 1 A^1Piu 4 7 1 16ChKaBeTa.645
6624.0028 0.003 B^1Deltag 7 7 1 A^1Piu 4 6 1 16ChKaBeTa.646
6624.1413 0.007 b^3Sigmag- 3 12 3 a^3Piu 2 13 3 15ChKaBeTa.2574
6624.201 0.007 b^3Sigmag- 3 13 2 a^3Piu 2 13 3 15ChKaBeTa.2688
6624.405 0.0045 b^3Sigmag- 1 44 3 a^3Piu 0 45 3 79AmChMa.305
6625.0569 0.0045 b^3Sigmag- 1 45 2 a^3Piu 0 46 2 79AmChMa.281
6625.0586 0.0055 b^3Sigmag- 1 45 2 a^3Piu 0 46 2 85RoWaMiVe.483
6626.1465 0.0045 b^3Sigmag- 1 46 1 a^3Piu 0 47 1 79AmChMa.249
6626.1523 0.005699555 b^3Sigmag- 1 46 1 a^3Piu 0 47 1 85RoWaMiVe.455
6626.611 0.009 b^3Sigmag- 3 14 1 a^3Piu 2 14 2 15ChKaBeTa.2674
6626.7936 0.007 b^3Sigmag- 3 13 2 a^3Piu 2 14 2 15ChKaBeTa.2555
6627.4615 0.007 b^3Sigmag- 3 20 3 a^3Piu 2 20 3 15ChKaBeTa.2623
6627.4747 0.013986500000000002 b^3Sigmag- 3 20 3 a^3Piu 2 20 3 79AmChMa.1421
6628.6985 0.009447736 b^3Sigmag- 2 52 3 a^3Piu 1 51 3 85RoWaMiVe.810
6628.7136 0.008830691 b^3Sigmag- 2 52 3 a^3Piu 1 51 3 79AmChMa.896
6629.2699 0.018758426 b^3Sigmag- 2 53 2 a^3Piu 1 52 2 79AmChMa.868
6630.2289 0.059518962 b^3Sigmag- 2 54 1 a^3Piu 1 53 1 85RoWaMiVe.771
6630.2436 0.074953962 b^3Sigmag- 2 54 1 a^3Piu 1 53 1 79AmChMa.841
6630.3124 0.007 b^3Sigmag- 3 22 1 a^3Piu 2 21 2 15ChKaBeTa.2706
6630.505 0.0045 b^3Sigmag- 3 21 2 a^3Piu 2 21 2 79AmChMa.1399
6630.5081 0.007 b^3Sigmag- 3 21 2 a^3Piu 2 21 2 15ChKaBeTa.2610
6630.614 0.007683686 b^3Sigmag- 3 14 1 a^3Piu 2 15 1 15ChKaBeTa.2543
6631.7678 0.0045 b^3Sigmag- 2 40 3 a^3Piu 1 40 3 79AmChMa.977
6631.7686 0.007 b^3Sigmag- 2 40 3 a^3Piu 1 40 3 15ChKaBeTa.2383
6632.3355 0.007 b^3Sigmag- 3 22 1 a^3Piu 2 22 1 15ChKaBeTa.2599
6632.3424 0.0067199 b^3Sigmag- 3 22 1 a^3Piu 2 22 1 79AmChMa.1375
6633.8363 0.0045 b^3Sigmag- 2 41 2 a^3Piu 1 41 2 79AmChMa.950
6633.8365 0.0055 b^3Sigmag- 2 41 2 a^3Piu 1 41 2 85RoWaMiVe.725
6634.2023 0.00872443 b^3Sigmag- 3 32 3 a^3Piu 2 31 3 85RoWaMiVe.917
6634.2104 0.005894900000000001 b^3Sigmag- 3 32 3 a^3Piu 2 31 3 79AmChMa.1363
6634.3145 0.009167400000000001 b^3Sigmag- 2 42 1 a^3Piu 1 42 1 85RoWaMiVe.702
6634.3157 0.007715400000000001 b^3Sigmag- 2 42 1 a^3Piu 1 42 1 79AmChMa.919
6635.2968 0.003 B^1Deltag 6 34 1 A^1Piu 3 34 1 16ChKaBeTa.647
6635.3545 0.009 b^3Sigmag- 3 33 2 a^3Piu 2 32 2 15ChKaBeTa.2648
6635.3634 0.0045 b^3Sigmag- 3 33 2 a^3Piu 2 32 2 79AmChMa.1352
6636.0484 0.001 b^3Sigmag- 3 8 1 a^3Piu 2 9 2 15ChKaBeTa.2664
6636.7046 0.011146852 B^1Deltag 6 27 1 A^1Piu 3 28 1 16ChKaBeTa.648
6637.0214 0.0045 b^3Sigmag- 3 34 1 a^3Piu 2 33 1 79AmChMa.1340
6637.0252 0.0055 b^3Sigmag- 3 34 1 a^3Piu 2 33 1 85RoWaMiVe.895
6637.4159 0.007 b^3Sigmag- 3 10 3 a^3Piu 2 11 3 15ChKaBeTa.2573
6637.5208 0.013389993 b^3Sigmag- 3 11 2 a^3Piu 2 11 3 15ChKaBeTa.2687
6638.02 0.006526514 b^3Sigmag- 2 30 3 a^3Piu 1 31 3 85RoWaMiVe.684
6638.0261 0.0045 b^3Sigmag- 2 30 3 a^3Piu 1 31 3 79AmChMa.804
6639.1484 0.005687547 b^3Sigmag- 2 31 2 a^3Piu 1 32 2 85RoWaMiVe.665
6639.1546 0.0045 b^3Sigmag- 2 31 2 a^3Piu 1 32 2 79AmChMa.780
6639.3995 0.007 b^3Sigmag- 3 18 3 a^3Piu 2 18 3 15ChKaBeTa.2622
6639.4042 0.0045 b^3Sigmag- 3 18 3 a^3Piu 2 18 3 79AmChMa.1420
6639.5439 0.007 b^3Sigmag- 3 19 2 a^3Piu 2 18 3 15ChKaBeTa.2713
6640.4994 0.007 b^3Sigmag- 3 11 2 a^3Piu 2 12 2 15ChKaBeTa.2554
6640.7842 0.007 b^3Sigmag- 2 32 1 a^3Piu 1 33 1 15ChKaBeTa.2338
6640.7903 0.0094996 b^3Sigmag- 2 32 1 a^3Piu 1 33 1 79AmChMa.754
6642.4701 0.014332981 b^3Sigmag- 3 20 1 a^3Piu 2 19 2 15ChKaBeTa.2705
6642.6606 0.007 b^3Sigmag- 3 19 2 a^3Piu 2 19 2 15ChKaBeTa.2609
6642.6619 0.0045 b^3Sigmag- 3 19 2 a^3Piu 2 19 2 79AmChMa.1398
6642.8313 0.007 b^3Sigmag- 3 4 1 a^3Piu 2 5 3 15ChKaBeTa.2666
6644.7701 0.008 b^3Sigmag- 3 20 1 a^3Piu 2 20 1 15ChKaBeTa.2598
6644.7788 0.005509900000000001 b^3Sigmag- 3 20 1 a^3Piu 2 20 1 79AmChMa.1374
6644.9164 0.007 b^3Sigmag- 3 12 1 a^3Piu 2 13 1 15ChKaBeTa.2542
6645.6378 0.0045 b^3Sigmag- 1 64 3 a^3Piu 0 63 3 79AmChMa.390
6646.7486 0.0045 b^3Sigmag- 1 66 1 a^3Piu 0 65 1 79AmChMa.343
6647.2625 0.015220700000000002 b^3Sigmag- 3 30 3 a^3Piu 2 29 3 79AmChMa.1362
6647.2687 0.006681400000000001 b^3Sigmag- 3 30 3 a^3Piu 2 29 3 85RoWaMiVe.916
6648.5127 0.007 b^3Sigmag- 2 23 2 a^3Piu 1 24 3 15ChKaBeTa.2444
6648.5127 0.012179200000000001 b^3Sigmag- 3 31 2 a^3Piu 2 30 2 15ChKaBeTa.2647
6648.5288 0.019061900000000003 b^3Sigmag- 3 31 2 a^3Piu 2 30 2 79AmChMa.1351
6649.3759 0.012423144 b^3Sigmag- 3 8 3 a^3Piu 2 9 3 15ChKaBeTa.2572
6649.5018 0.007 b^3Sigmag- 3 9 2 a^3Piu 2 9 3 15ChKaBeTa.2686
6650.0925 0.007 b^3Sigmag- 3 16 3 a^3Piu 2 16 3 15ChKaBeTa.2621
6650.1 0.011900546 b^3Sigmag- 3 16 3 a^3Piu 2 16 3 79AmChMa.1419
6650.2976 0.014912700000000001 b^3Sigmag- 3 32 1 a^3Piu 2 31 1 79AmChMa.1339
6650.2997 0.012371700000000001 b^3Sigmag- 3 32 1 a^3Piu 2 31 1 85RoWaMiVe.894
6650.8515 0.003 B^1Deltag 6 26 1 A^1Piu 3 27 1 16ChKaBeTa.649
6652.273 0.023259887 b^3Sigmag- 3 6 1 a^3Piu 2 7 2 15ChKaBeTa.2663
6652.7933 0.007 b^3Sigmag- 3 10 1 a^3Piu 2 10 2 15ChKaBeTa.2673
6652.9684 0.007 b^3Sigmag- 3 9 2 a^3Piu 2 10 2 15ChKaBeTa.2553
6653.2388 0.0055 b^3Sigmag- 1 52 3 a^3Piu 0 52 3 85RoWaMiVe.582
6653.6115 0.007 b^3Sigmag- 3 17 2 a^3Piu 2 17 2 15ChKaBeTa.2608
6653.6122 0.0045 b^3Sigmag- 3 17 2 a^3Piu 2 17 2 79AmChMa.1397
6653.8427 0.010738094 b^3Sigmag- 2 50 3 a^3Piu 1 49 3 85RoWaMiVe.809
6653.8533 0.0045 b^3Sigmag- 2 50 3 a^3Piu 1 49 3 79AmChMa.895
6654.4532 0.0055 b^3Sigmag- 2 51 2 a^3Piu 1 50 2 85RoWaMiVe.787
6654.4548 0.0045 b^3Sigmag- 2 51 2 a^3Piu 1 50 2 79AmChMa.867
6655.4664 0.009461504 b^3Sigmag- 2 52 1 a^3Piu 1 51 1 85RoWaMiVe.770
6655.9606 0.0055 b^3Sigmag- 1 53 2 a^3Piu 0 53 2 85RoWaMiVe.559
6655.9633 0.0045 b^3Sigmag- 1 53 2 a^3Piu 0 53 2 79AmChMa.443
6656.0677 0.007 b^3Sigmag- 3 18 1 a^3Piu 2 18 1 15ChKaBeTa.2597
6656.0851 0.0055 b^3Sigmag- 2 38 3 a^3Piu 1 38 3 85RoWaMiVe.746
6656.0882 0.0045 b^3Sigmag- 2 38 3 a^3Piu 1 38 3 79AmChMa.976
6656.0882 0.011876635 b^3Sigmag- 1 54 1 a^3Piu 0 54 1 79AmChMa.414
6656.0882 0.020277424 b^3Sigmag- 3 18 1 a^3Piu 2 18 1 79AmChMa.1373
6657.0862 0.013096397 b^3Sigmag- 1 42 3 a^3Piu 0 43 3 85RoWaMiVe.505
6657.0988 0.0116842 b^3Sigmag- 1 42 3 a^3Piu 0 43 3 79AmChMa.304
6657.7975 0.0055 b^3Sigmag- 1 43 2 a^3Piu 0 44 2 85RoWaMiVe.482
6657.7978 0.0045 b^3Sigmag- 1 43 2 a^3Piu 0 44 2 79AmChMa.280
6657.9023 0.0055 b^3Sigmag- 2 39 2 a^3Piu 1 39 2 85RoWaMiVe.724
6657.9055 0.0045 b^3Sigmag- 2 39 2 a^3Piu 1 39 2 79AmChMa.949
6658.1855 0.007 b^3Sigmag- 3 10 1 a^3Piu 2 11 1 15ChKaBeTa.2541
6658.4516 0.0055 b^3Sigmag- 2 40 1 a^3Piu 1 40 1 85RoWaMiVe.701
6658.9249 0.0055 b^3Sigmag- 1 44 1 a^3Piu 0 45 1 85RoWaMiVe.454
6658.9269 0.0045 b^3Sigmag- 1 44 1 a^3Piu 0 45 1 79AmChMa.248
6659.108 0.027456847 b^3Sigmag- 3 28 3 a^3Piu 2 27 3 15ChKaBeTa.2660
6659.1145 0.020631847 b^3Sigmag- 3 28 3 a^3Piu 2 27 3 79AmChMa.1361
6659.4285 0.007 b^3Sigmag- 3 14 3 a^3Piu 2 14 3 15ChKaBeTa.2619
6659.7102 0.0109186 b^3Sigmag- 3 15 2 a^3Piu 2 14 3 15ChKaBeTa.2712
6659.9021 0.007 b^3Sigmag- 3 6 3 a^3Piu 2 7 3 15ChKaBeTa.2571
6660.0355 0.007 b^3Sigmag- 3 7 2 a^3Piu 2 7 3 15ChKaBeTa.2685
6660.4722 0.0045 b^3Sigmag- 3 29 2 a^3Piu 2 28 2 79AmChMa.1350
6660.4727 0.007 b^3Sigmag- 3 29 2 a^3Piu 2 28 2 15ChKaBeTa.2646
6661.9459 0.0104918 b^3Sigmag- 3 2 1 a^3Piu 2 3 3 15ChKaBeTa.2665
6662.283 0.007 X^1Sigmag+ 6 14 1 a^3Piu 2 14 3 15ChKaBeTa.2620
6662.3803 0.023353000000000002 b^3Sigmag- 3 30 1 a^3Piu 2 29 1 15ChKaBeTa.2633
6662.4111 0.013375455 b^3Sigmag- 2 28 3 a^3Piu 1 29 3 79AmChMa.803
6662.4208 0.006794700000000001 b^3Sigmag- 2 28 3 a^3Piu 1 29 3 85RoWaMiVe.683
6663.1707 0.007 b^3Sigmag- 3 16 1 a^3Piu 2 15 2 15ChKaBeTa.2704
6663.357 0.009328612 b^3Sigmag- 3 15 2 a^3Piu 2 15 2 15ChKaBeTa.2607
6663.6473 0.007 b^3Sigmag- 2 29 2 a^3Piu 1 30 2 15ChKaBeTa.2346
6663.6528 0.0045 b^3Sigmag- 2 29 2 a^3Piu 1 30 2 79AmChMa.779
6664.0006 0.007 b^3Sigmag- 3 8 1 a^3Piu 2 8 2 15ChKaBeTa.2672
6664.1757 0.007 b^3Sigmag- 3 7 2 a^3Piu 2 8 2 15ChKaBeTa.2552
6664.3182 0.003 B^1Deltag 6 25 1 A^1Piu 3 26 1 16ChKaBeTa.650
6665.3806 0.014611651 b^3Sigmag- 2 30 1 a^3Piu 1 31 1 15ChKaBeTa.2337
6665.385 0.009991651 b^3Sigmag- 2 30 1 a^3Piu 1 31 1 79AmChMa.753
6666.2409 0.007 b^3Sigmag- 3 16 1 a^3Piu 2 16 1 15ChKaBeTa.2596
6666.246 0.0045 b^3Sigmag- 3 16 1 a^3Piu 2 16 1 79AmChMa.1372
6667.177 0.007 b^3Sigmag- 3 4 1 a^3Piu 2 5 2 15ChKaBeTa.2662
6667.8088 0.007 b^3Sigmag- 3 12 3 a^3Piu 2 12 3 15ChKaBeTa.2618
6667.8126 0.006098676 b^3Sigmag- 3 12 3 a^3Piu 2 12 3 79AmChMa.1418
6667.8728 0.007 b^3Sigmag- 3 13 2 a^3Piu 2 12 3 15ChKaBeTa.2711
6668.8255 0.007 b^3Sigmag- 3 4 3 a^3Piu 2 5 3 15ChKaBeTa.2570
6668.9671 0.010255361 b^3Sigmag- 3 5 2 a^3Piu 2 5 3 15ChKaBeTa.2684
6669.7397 0.011 b^3Sigmag- 3 26 3 a^3Piu 2 25 3 15ChKaBeTa.2659
6670.4958 0.007 b^3Sigmag- 3 8 1 a^3Piu 2 9 1 15ChKaBeTa.2540
6671.2174 0.007 b^3Sigmag- 3 27 2 a^3Piu 2 26 2 15ChKaBeTa.2645
6671.2189 0.00253 b^3Sigmag- 3 27 2 a^3Piu 2 26 2 79AmChMa.1349
6671.7014 0.007 b^3Sigmag- 3 14 1 a^3Piu 2 13 2 15ChKaBeTa.2703
6671.8833 0.0055 b^3Sigmag- 3 13 2 a^3Piu 2 13 2 85RoWaMiVe.855
6671.8899 0.010582927 b^3Sigmag- 3 13 2 a^3Piu 2 13 2 79AmChMa.1396
6673.2847 0.0055 b^3Sigmag- 3 28 1 a^3Piu 2 27 1 85RoWaMiVe.893
6673.2925 0.0143748 b^3Sigmag- 3 28 1 a^3Piu 2 27 1 79AmChMa.1338
6673.9022 0.007 b^3Sigmag- 3 6 1 a^3Piu 2 6 2 15ChKaBeTa.2671
6674.0743 0.007 b^3Sigmag- 3 5 2 a^3Piu 2 6 2 15ChKaBeTa.2551
6674.5832 0.0159654 b^3Sigmag- 3 10 3 a^3Piu 2 10 3 79AmChMa.1417
6674.5972 0.007 b^3Sigmag- 3 10 3 a^3Piu 2 10 3 15ChKaBeTa.2617
6674.7011 0.008635224 b^3Sigmag- 3 11 2 a^3Piu 2 10 3 15ChKaBeTa.2710
6675.3193 0.007 b^3Sigmag- 3 14 1 a^3Piu 2 14 1 15ChKaBeTa.2595
6675.3256 0.007179700000000001 b^3Sigmag- 3 14 1 a^3Piu 2 14 1 79AmChMa.1371
6675.629 0.003 B^1Deltag 6 31 1 A^1Piu 3 31 1 16ChKaBeTa.651
6675.8277 0.007 b^3Sigmag- 3 2 3 a^3Piu 2 3 3 15ChKaBeTa.2569
6675.977 0.007 b^3Sigmag- 3 3 2 a^3Piu 2 3 3 15ChKaBeTa.2683
6677.0045 0.007 b^3Sigmag- 2 22 1 a^3Piu 1 23 2 15ChKaBeTa.2421
6677.638 0.003 B^1Deltag 6 24 1 A^1Piu 3 25 1 16ChKaBeTa.652
6677.7841 0.0055 b^3Sigmag- 2 48 3 a^3Piu 1 47 3 85RoWaMiVe.808
6677.8062 0.024926 b^3Sigmag- 2 48 3 a^3Piu 1 47 3 79AmChMa.894
6678.4228 0.019809900000000002 b^3Sigmag- 2 49 2 a^3Piu 1 48 2 79AmChMa.866
6678.4395 0.006785319 b^3Sigmag- 2 49 2 a^3Piu 1 48 2 85RoWaMiVe.786
6678.7311 0.008268524 b^3Sigmag- 2 36 3 a^3Piu 1 36 3 15ChKaBeTa.2382
6678.7331 0.006168524 b^3Sigmag- 2 36 3 a^3Piu 1 36 3 79AmChMa.975
6678.9954 0.007 b^3Sigmag- 3 12 1 a^3Piu 2 11 2 15ChKaBeTa.2702
6679.174 0.0045 b^3Sigmag- 3 11 2 a^3Piu 2 11 2 79AmChMa.1395
6679.174 0.0045 b^3Sigmag- 1 64 1 a^3Piu 0 63 1 79AmChMa.342
6679.1754 0.0055 b^3Sigmag- 3 11 2 a^3Piu 2 11 2 85RoWaMiVe.854
6679.4996 0.0045 b^3Sigmag- 2 50 1 a^3Piu 1 49 1 79AmChMa.840
6679.5002 0.0055 b^3Sigmag- 2 50 1 a^3Piu 1 49 1 85RoWaMiVe.769
6680.007 0.013 b^3Sigmag- 3 8 3 a^3Piu 2 8 3 15ChKaBeTa.2616
6680.0198 0.014638800000000002 b^3Sigmag- 3 8 3 a^3Piu 2 8 3 79AmChMa.1416
6680.1432 0.0176176 b^3Sigmag- 3 9 2 a^3Piu 2 8 3 15ChKaBeTa.2709
6680.1914 0.0118327 b^3Sigmag- 3 0 3 a^3Piu 2 1 3 15ChKaBeTa.2568
6680.439 0.029082900000000002 b^3Sigmag- 3 1 2 a^3Piu 2 1 3 15ChKaBeTa.2682
6680.762 0.007 b^3Sigmag- 3 25 2 a^3Piu 2 24 2 15ChKaBeTa.2644
6680.786 0.0055 b^3Sigmag- 2 37 2 a^3Piu 1 37 2 85RoWaMiVe.723
6680.7861 0.0045 b^3Sigmag- 2 37 2 a^3Piu 1 37 2 79AmChMa.948
6680.7861 0.032019900000000004 b^3Sigmag- 3 25 2 a^3Piu 2 24 2 79AmChMa.1348
6681.2569 0.007 b^3Sigmag- 3 2 1 a^3Piu 2 3 2 15ChKaBeTa.2661
6681.4137 0.0055 b^3Sigmag- 2 38 1 a^3Piu 1 38 1 85RoWaMiVe.700
6681.4169 0.0045 b^3Sigmag- 2 38 1 a^3Piu 1 38 1 79AmChMa.917
6681.9735 0.007 b^3Sigmag- 3 6 1 a^3Piu 2 7 1 15ChKaBeTa.2539
6682.4488 0.007 b^3Sigmag- 3 4 1 a^3Piu 2 4 2 15ChKaBeTa.2670
6682.6362 0.007 b^3Sigmag- 3 3 2 a^3Piu 2 4 2 15ChKaBeTa.2550
6682.9971 0.0055 b^3Sigmag- 3 26 1 a^3Piu 2 25 1 85RoWaMiVe.892
6683.0113 0.0157784 b^3Sigmag- 3 26 1 a^3Piu 2 25 1 79AmChMa.1337
6683.3371 0.007 b^3Sigmag- 3 12 1 a^3Piu 2 12 1 15ChKaBeTa.2594
6683.3384 0.0045 b^3Sigmag- 3 12 1 a^3Piu 2 12 1 79AmChMa.1370
6683.8883 0.007 b^3Sigmag- 3 6 3 a^3Piu 2 6 3 15ChKaBeTa.2615
6683.9052 0.021125500000000002 b^3Sigmag- 3 6 3 a^3Piu 2 6 3 79AmChMa.1415
6684.0235 0.007 b^3Sigmag- 3 7 2 a^3Piu 2 6 3 15ChKaBeTa.2708
6685.0279 0.007 b^3Sigmag- 3 10 1 a^3Piu 2 9 2 15ChKaBeTa.2701
6685.2021 0.0045 b^3Sigmag- 3 9 2 a^3Piu 2 9 2 79AmChMa.1394
6685.2067 0.0055 b^3Sigmag- 3 9 2 a^3Piu 2 9 2 85RoWaMiVe.853
6685.5081 0.0055 b^3Sigmag- 1 50 3 a^3Piu 0 50 3 85RoWaMiVe.581
6685.5122 0.0045 b^3Sigmag- 1 50 3 a^3Piu 0 50 3 79AmChMa.470
6685.6429 0.0109516 b^3Sigmag- 2 26 3 a^3Piu 1 27 3 85RoWaMiVe.682
6685.6437 0.0119196 b^3Sigmag- 2 26 3 a^3Piu 1 27 3 79AmChMa.802
6685.883 0.008904500000000001 b^3Sigmag- 3 2 3 a^3Piu 2 2 3 15ChKaBeTa.2613
6685.9976 0.008451293 b^3Sigmag- 3 4 3 a^3Piu 2 4 3 15ChKaBeTa.2614
6686.0159 0.0287914 b^3Sigmag- 3 4 3 a^3Piu 2 4 3 79AmChMa.1414
6686.1378 0.007 b^3Sigmag- 3 5 2 a^3Piu 2 4 3 15ChKaBeTa.2707
6686.5916 0.020386602 b^3Sigmag- 2 28 1 a^3Piu 1 28 2 15ChKaBeTa.2469
6686.9757 0.007733676 b^3Sigmag- 2 27 2 a^3Piu 1 28 2 85RoWaMiVe.664
6686.9832 0.005522000000000001 b^3Sigmag- 2 27 2 a^3Piu 1 28 2 79AmChMa.778
6687.1329 0.010206789 b^3Sigmag- 1 51 2 a^3Piu 0 51 2 85RoWaMiVe.558
6687.1428 0.0045 b^3Sigmag- 1 51 2 a^3Piu 0 51 2 79AmChMa.442
6687.1872 0.023296900000000002 b^3Sigmag- 1 52 1 a^3Piu 0 52 1 79AmChMa.413
6687.1872 0.023296900000000002 b^3Sigmag- 1 52 1 a^3Piu 0 52 1 85RoWaMiVe.534
6687.3106 0.007 b^3Sigmag- 3 22 3 a^3Piu 2 21 3 15ChKaBeTa.2658
6688.0155 0.003 B^1Deltag 6 30 1 A^1Piu 3 30 1 16ChKaBeTa.653
6688.6183 0.023346853 b^3Sigmag- 1 40 3 a^3Piu 0 41 3 79AmChMa.303
6688.6196 0.024711853 b^3Sigmag- 1 40 3 a^3Piu 0 41 3 85RoWaMiVe.504
6688.7066 0.009233273 b^3Sigmag- 2 28 1 a^3Piu 1 29 1 15ChKaBeTa.2336
6688.7177 0.013836900000000001 b^3Sigmag- 2 28 1 a^3Piu 1 29 1 79AmChMa.752
6689.0822 0.0087571 b^3Sigmag- 3 23 2 a^3Piu 2 22 2 15ChKaBeTa.2643
6689.1333 0.007 X^1Sigmag+ 6 2 1 a^3Piu 2 2 2 15ChKaBeTa.2668
6689.3838 0.0055 b^3Sigmag- 1 41 2 a^3Piu 0 42 2 85RoWaMiVe.481
6689.3855 0.0045 b^3Sigmag- 1 41 2 a^3Piu 0 42 2 79AmChMa.279
6689.7585 0.007 b^3Sigmag- 3 8 1 a^3Piu 2 7 2 15ChKaBeTa.2700
6689.9326 0.0045 b^3Sigmag- 3 7 2 a^3Piu 2 7 2 79AmChMa.1393
6689.9359 0.007 b^3Sigmag- 3 7 2 a^3Piu 2 7 2 15ChKaBeTa.2606
6690.2845 0.007 b^3Sigmag- 3 2 1 a^3Piu 2 2 2 15ChKaBeTa.2669
6690.3566 0.007 b^3Sigmag- 3 10 1 a^3Piu 2 10 1 15ChKaBeTa.2593
6690.3566 0.035 B^1Deltag 6 23 1 A^1Piu 3 24 1 16ChKaBeTa.654
6690.4874 0.005493285 b^3Sigmag- 1 42 1 a^3Piu 0 43 1 79AmChMa.247
6690.4903 0.0055 b^3Sigmag- 1 42 1 a^3Piu 0 43 1 85RoWaMiVe.453
6691.5309 0.0055 b^3Sigmag- 3 24 1 a^3Piu 2 23 1 85RoWaMiVe.891
6692.827 0.007 b^3Sigmag- 3 4 1 a^3Piu 2 5 1 15ChKaBeTa.2538
6693.3037 0.007 b^3Sigmag- 3 5 2 a^3Piu 2 5 2 15ChKaBeTa.2605
6694.2414 0.007777298 b^3Sigmag- 3 20 3 a^3Piu 2 19 3 15ChKaBeTa.2657
6694.2526 0.0070147000000000004 b^3Sigmag- 3 20 3 a^3Piu 2 19 3 79AmChMa.1359
6695.2848 0.007 b^3Sigmag- 3 3 2 a^3Piu 2 3 2 15ChKaBeTa.2604
6696.062 0.009179461 b^3Sigmag- 3 20 3 a^3Piu 2 20 2 15ChKaBeTa.2699
6696.189 0.017724923 b^3Sigmag- 3 21 2 a^3Piu 2 20 2 79AmChMa.1347
6696.2013 0.007 b^3Sigmag- 3 21 2 a^3Piu 2 20 2 15ChKaBeTa.2642
6696.4755 0.0045 b^3Sigmag- 3 8 1 a^3Piu 2 8 1 79AmChMa.1369
6696.4758 0.007 b^3Sigmag- 3 8 1 a^3Piu 2 8 1 15ChKaBeTa.2592
6698.8959 0.0055 b^3Sigmag- 3 22 1 a^3Piu 2 21 1 85RoWaMiVe.890
6699.1694 0.0153252 b^3Sigmag- 2 19 2 a^3Piu 1 20 3 15ChKaBeTa.2443
6699.9245 0.010085255 b^3Sigmag- 3 18 3 a^3Piu 2 17 3 79AmChMa.1358
6699.9301 0.007 b^3Sigmag- 3 18 3 a^3Piu 2 17 3 15ChKaBeTa.2656
6700.3409 0.003 B^1Deltag 6 29 1 A^1Piu 3 29 1 16ChKaBeTa.655
6700.341 0.0055 b^3Sigmag- 2 34 3 a^3Piu 1 34 3 85RoWaMiVe.745
6700.342 0.005646626 b^3Sigmag- 2 34 3 a^3Piu 1 34 3 79AmChMa.974
6700.5202 0.006443022 b^3Sigmag- 2 46 3 a^3Piu 1 45 3 85RoWaMiVe.807
6700.5227 0.0045 b^3Sigmag- 2 46 3 a^3Piu 1 45 3 79AmChMa.893
6701.223 0.0055 b^3Sigmag- 2 47 2 a^3Piu 1 46 2 85RoWaMiVe.785
6701.2237 0.0045 b^3Sigmag- 2 47 2 a^3Piu 1 46 2 79AmChMa.865
6701.779 0.007 b^3Sigmag- 3 4 3 a^3Piu 2 3 3 15ChKaBeTa.2649
6701.8603 0.007 b^3Sigmag- 3 6 1 a^3Piu 2 6 1 15ChKaBeTa.2591
6701.8837 0.024485856 b^3Sigmag- 3 6 1 a^3Piu 2 6 1 79AmChMa.1368
6701.9576 0.007 b^3Sigmag- 3 18 3 a^3Piu 2 18 2 15ChKaBeTa.2698
6702.0388 0.012507728 b^3Sigmag- 3 5 2 a^3Piu 2 6 1 15ChKaBeTa.2667
6702.0979 0.007448054 b^3Sigmag- 3 19 2 a^3Piu 2 18 2 79AmChMa.1346
6702.1033 0.007 b^3Sigmag- 3 19 2 a^3Piu 2 18 2 15ChKaBeTa.2641
6702.3367 0.012347189 b^3Sigmag- 2 48 1 a^3Piu 1 47 1 79AmChMa.839
6702.3381 0.010877189 b^3Sigmag- 2 48 1 a^3Piu 1 47 1 85RoWaMiVe.768
6702.4925 0.0055 b^3Sigmag- 2 35 2 a^3Piu 1 35 2 85RoWaMiVe.722
6702.493 0.0045 b^3Sigmag- 2 35 2 a^3Piu 1 35 2 79AmChMa.947
6702.8448 0.015 B^1Deltag 6 22 1 A^1Piu 3 23 1 16ChKaBeTa.656
6702.8449 0.0115676 X^1Sigmag+ 6 2 1 a^3Piu 2 3 1 15ChKaBeTa.2537
6703.2045 0.0055 b^3Sigmag- 2 36 1 a^3Piu 1 36 1 85RoWaMiVe.699
6703.2059 0.0045 b^3Sigmag- 2 36 1 a^3Piu 1 36 1 79AmChMa.916
6704.004 0.007 b^3Sigmag- 3 2 1 a^3Piu 2 3 1 15ChKaBeTa.2536
6704.1591 0.012338700000000001 b^3Sigmag- 3 2 3 a^3Piu 2 2 2 15ChKaBeTa.2691
6704.3273 0.021526351 b^3Sigmag- 3 16 3 a^3Piu 2 15 3 79AmChMa.1357
6704.3436 0.007 b^3Sigmag- 3 16 3 a^3Piu 2 15 3 15ChKaBeTa.2655
6705.0931 0.009492414 b^3Sigmag- 3 20 1 a^3Piu 2 19 1 85RoWaMiVe.889
6705.1049 0.0120373 b^3Sigmag- 3 20 1 a^3Piu 2 19 1 79AmChMa.1335
6706.2938 0.007 b^3Sigmag- 3 6 3 a^3Piu 2 5 3 15ChKaBeTa.2650
6706.6208 0.007 b^3Sigmag- 3 16 3 a^3Piu 2 16 2 15ChKaBeTa.2697
6706.7823 0.011207900000000002 b^3Sigmag- 3 4 1 a^3Piu 2 4 1 15ChKaBeTa.2590
6706.7823 0.011278300000000002 b^3Sigmag- 3 17 2 a^3Piu 2 16 2 15ChKaBeTa.2640
6706.7936 0.0055627 b^3Sigmag- 3 17 2 a^3Piu 2 16 2 79AmChMa.1345
6707.3763 0.007 b^3Sigmag- 3 14 3 a^3Piu 2 13 3 15ChKaBeTa.2654
6707.677 0.0055 b^3Sigmag- 2 24 3 a^3Piu 1 25 3 85RoWaMiVe.681
6707.6789 0.006827700000000001 b^3Sigmag- 2 24 3 a^3Piu 1 25 3 79AmChMa.801
6708.4392 0.007 b^3Sigmag- 3 4 3 a^3Piu 2 4 2 15ChKaBeTa.2692
6708.5794 0.009032142 b^3Sigmag- 3 5 2 a^3Piu 2 4 2 15ChKaBeTa.2634
6708.8912 0.011655344 b^3Sigmag- 3 8 3 a^3Piu 2 7 3 15ChKaBeTa.2651
6709.0289 0.007 b^3Sigmag- 2 26 1 a^3Piu 1 26 2 15ChKaBeTa.2468
6709.1294 0.01126445 b^3Sigmag- 2 25 2 a^3Piu 1 26 2 85RoWaMiVe.663
6709.1377 0.01997945 b^3Sigmag- 2 25 2 a^3Piu 1 26 2 79AmChMa.777
6709.4389 0.0045 b^3Sigmag- 3 12 3 a^3Piu 2 11 3 79AmChMa.1356
6709.4393 0.007 b^3Sigmag- 3 12 3 a^3Piu 2 11 3 15ChKaBeTa.2653
6709.5776 0.0045 b^3Sigmag- 1 61 2 a^3Piu 0 60 2 79AmChMa.367
6709.5776 0.007 b^3Sigmag- 1 61 2 a^3Piu 0 60 2 15ChKaBeTa.2188
6709.875 0.007 b^3Sigmag- 3 10 3 a^3Piu 2 9 3 15ChKaBeTa.2652
6709.9675 0.007 b^3Sigmag- 3 14 3 a^3Piu 2 14 2 15ChKaBeTa.2696
6710.1413 0.013 b^3Sigmag- 3 18 1 a^3Piu 2 17 1 79AmChMa.1334
6710.1434 0.01084078 b^3Sigmag- 3 18 1 a^3Piu 2 17 1 15ChKaBeTa.2632
6710.2509 0.008864114 b^3Sigmag- 3 15 2 a^3Piu 2 14 2 15ChKaBeTa.2639
6710.271 0.0197769 b^3Sigmag- 3 15 2 a^3Piu 2 14 2 79AmChMa.1344
6710.3339 0.007 b^3Sigmag- 3 17 2 a^3Piu 2 17 1 15ChKaBeTa.2681
6710.3878 0.015580400000000001 b^3Sigmag- 1 62 1 a^3Piu 0 61 1 79AmChMa.341
6711.0706 0.008958400000000002 X^1Sigmag+ 6 2 1 a^3Piu 2 2 1 15ChKaBeTa.2589
6711.2885 0.007 b^3Sigmag- 2 26 1 a^3Piu 1 27 1 15ChKaBeTa.2335
6711.3021 0.018779200000000003 b^3Sigmag- 2 26 1 a^3Piu 1 27 1 79AmChMa.751
6711.4168 0.009920964 b^3Sigmag- 3 6 3 a^3Piu 2 6 2 15ChKaBeTa.2693
6711.5434 0.007 b^3Sigmag- 3 7 2 a^3Piu 2 6 2 15ChKaBeTa.2635
6711.9436 0.003 B^1Deltag 6 28 1 A^1Piu 3 28 1 16ChKaBeTa.657
6712.2278 0.009682707 b^3Sigmag- 3 2 1 a^3Piu 2 2 1 15ChKaBeTa.2588
6712.4777 0.007 b^3Sigmag- 3 13 2 a^3Piu 2 12 2 15ChKaBeTa.2638
6713.0217 0.022 b^3Sigmag- 3 8 3 a^3Piu 2 8 2 15ChKaBeTa.2694
6713.1563 0.007 b^3Sigmag- 3 9 2 a^3Piu 2 8 2 15ChKaBeTa.2636
6713.3464 0.010182747 b^3Sigmag- 3 10 3 a^3Piu 2 10 2 15ChKaBeTa.2695
6713.4551 0.007 b^3Sigmag- 3 11 2 a^3Piu 2 10 2 15ChKaBeTa.2637
6714.0617 0.008492000000000001 b^3Sigmag- 3 16 1 a^3Piu 2 15 1 79AmChMa.1333
6714.0677 0.007 b^3Sigmag- 3 16 1 a^3Piu 2 15 1 15ChKaBeTa.2631
6714.7292 0.003 B^1Deltag 6 21 1 A^1Piu 3 22 1 16ChKaBeTa.658
6715.4179 0.0055 b^3Sigmag- 1 48 3 a^3Piu 0 48 3 85RoWaMiVe.580
6715.4186 0.0045 b^3Sigmag- 1 48 3 a^3Piu 0 48 3 79AmChMa.469
6716.8904 0.007 b^3Sigmag- 3 14 1 a^3Piu 2 13 1 15ChKaBeTa.2630
6716.8967 0.0045 b^3Sigmag- 3 14 1 a^3Piu 2 13 1 79AmChMa.1332
6717.0765 0.007 b^3Sigmag- 3 13 2 a^3Piu 2 13 1 15ChKaBeTa.2680
6717.1331 0.0055 b^3Sigmag- 1 49 2 a^3Piu 0 49 2 85RoWaMiVe.557
6717.1364 0.005 b^3Sigmag- 1 49 2 a^3Piu 0 49 2 79AmChMa.441
6717.3513 0.0055 b^3Sigmag- 1 50 1 a^3Piu 0 50 1 85RoWaMiVe.533
6717.3537 0.0060786 b^3Sigmag- 1 50 1 a^3Piu 0 50 1 79AmChMa.412
6717.8394 0.007 b^3Sigmag- 3 4 1 a^3Piu 2 3 1 15ChKaBeTa.2625
6718.0229 0.0112475 b^3Sigmag- 3 3 2 a^3Piu 2 3 1 15ChKaBeTa.2675
6718.6711 0.007664742 b^3Sigmag- 3 12 1 a^3Piu 2 11 1 15ChKaBeTa.2629
6718.7816 0.007 b^3Sigmag- 3 6 1 a^3Piu 2 5 1 15ChKaBeTa.2626
6718.8462 0.007 b^3Sigmag- 3 11 2 a^3Piu 2 11 1 15ChKaBeTa.2679
6718.9611 0.015504974 b^3Sigmag- 3 5 2 a^3Piu 2 5 1 15ChKaBeTa.2676
6718.9836 0.006050569 b^3Sigmag- 1 38 3 a^3Piu 0 39 3 85RoWaMiVe.503
6718.9895 0.0045 b^3Sigmag- 1 38 3 a^3Piu 0 39 3 79AmChMa.302
6719.4384 0.007 b^3Sigmag- 3 8 1 a^3Piu 2 7 1 15ChKaBeTa.2627
6719.4741 0.007 b^3Sigmag- 3 10 1 a^3Piu 2 9 1 15ChKaBeTa.2628
6719.6152 0.007 b^3Sigmag- 3 7 2 a^3Piu 2 7 1 15ChKaBeTa.2677
6719.6538 0.007 b^3Sigmag- 3 9 2 a^3Piu 2 9 1 15ChKaBeTa.2678
6719.8119 0.0045 b^3Sigmag- 1 39 2 a^3Piu 0 40 2 79AmChMa.278
6719.8125 0.0055 b^3Sigmag- 1 39 2 a^3Piu 0 40 2 85RoWaMiVe.480
6720.7719 0.0055 b^3Sigmag- 2 32 3 a^3Piu 1 32 3 85RoWaMiVe.744
6720.7736 0.0045 b^3Sigmag- 2 32 3 a^3Piu 1 32 3 79AmChMa.973
6721.0851 0.008085391 b^3Sigmag- 3 4 3 a^3Piu 2 3 2 15ChKaBeTa.2714
6721.3755 0.014139431 b^3Sigmag- 1 40 1 a^3Piu 0 41 1 85RoWaMiVe.452
6721.3875 0.0045 b^3Sigmag- 1 40 1 a^3Piu 0 41 1 79AmChMa.246
6722.0374 0.0045 b^3Sigmag- 2 44 3 a^3Piu 1 43 3 79AmChMa.892
6722.0425 0.0055 b^3Sigmag- 2 44 3 a^3Piu 1 43 3 85RoWaMiVe.806
6722.7019 0.011344357 b^3Sigmag- 2 17 2 a^3Piu 1 18 3 15ChKaBeTa.2442
6722.7942 0.0105105 b^3Sigmag- 2 45 2 a^3Piu 1 44 2 79AmChMa.864
6722.8014 0.0055 b^3Sigmag- 2 45 2 a^3Piu 1 44 2 85RoWaMiVe.784
6723.0136 0.0055 b^3Sigmag- 2 33 2 a^3Piu 1 33 2 85RoWaMiVe.721
6723.0143 0.0045 b^3Sigmag- 2 33 2 a^3Piu 1 33 2 79AmChMa.946
6723.4323 0.011146852 B^1Deltag 6 27 1 A^1Piu 3 27 1 16ChKaBeTa.659
6723.8203 0.0045 b^3Sigmag- 2 34 1 a^3Piu 1 34 1 79AmChMa.915
6723.8209 0.0055 b^3Sigmag- 2 34 1 a^3Piu 1 34 1 85RoWaMiVe.698
6723.9718 0.014382277 b^3Sigmag- 2 46 1 a^3Piu 1 45 1 79AmChMa.838
6723.9753 0.010707277 b^3Sigmag- 2 46 1 a^3Piu 1 45 1 85RoWaMiVe.767
6725.6422 0.007 b^3Sigmag- 2 18 1 a^3Piu 1 19 2 15ChKaBeTa.2420
6726.4093 0.0091674 B^1Deltag 6 20 1 A^1Piu 3 21 1 16ChKaBeTa.660
6727.6719 0.0015 Bp^1Sigmag+ 0 28 1 A^1Piu 0 29 1 88DoNiBeb.535
6728.5073 0.0055 b^3Sigmag- 2 22 3 a^3Piu 1 23 3 85RoWaMiVe.680
6728.5193 0.014283556 b^3Sigmag- 2 22 3 a^3Piu 1 23 3 79AmChMa.800
6729.9486 0.007 b^3Sigmag- 2 24 1 a^3Piu 1 24 2 15ChKaBeTa.2467
6730.0964 0.0055 b^3Sigmag- 2 23 2 a^3Piu 1 24 2 85RoWaMiVe.662
6730.1008 0.0045 b^3Sigmag- 2 23 2 a^3Piu 1 24 2 79AmChMa.776
6730.6379 0.007 b^3Sigmag- 3 6 3 a^3Piu 2 5 2 15ChKaBeTa.2715
6732.3737 0.007 b^3Sigmag- 2 24 1 a^3Piu 1 25 1 15ChKaBeTa.2334
6732.3816 0.010505 b^3Sigmag- 2 24 1 a^3Piu 1 25 1 79AmChMa.750
6734.2685 0.006944703 B^1Deltag 6 26 1 A^1Piu 3 26 1 16ChKaBeTa.661
6737.521 0.007547475 B^1Deltag 6 19 1 A^1Piu 3 20 1 16ChKaBeTa.662
6739.1021 0.075 b^3Sigmag- 1 58 3 a^3Piu 0 57 3 85RoWaMiVe.644
6739.5642 0.008589900000000001 b^3Sigmag- 1 59 2 a^3Piu 0 58 2 79AmChMa.366
6740.0106 0.006635883 b^3Sigmag- 2 30 3 a^3Piu 1 30 3 79AmChMa.972
6740.0127 0.0055 b^3Sigmag- 2 30 3 a^3Piu 1 30 3 85RoWaMiVe.743
6740.4141 0.008463400000000001 b^3Sigmag- 1 60 1 a^3Piu 0 59 1 85RoWaMiVe.600
6740.4175 0.0045 b^3Sigmag- 1 60 1 a^3Piu 0 59 1 79AmChMa.340
6741.5855 0.007 b^3Sigmag- 2 12 1 a^3Piu 1 13 3 15ChKaBeTa.2425
6742.3482 0.0055 b^3Sigmag- 2 42 3 a^3Piu 1 41 3 85RoWaMiVe.805
6742.3482 0.014551554 b^3Sigmag- 2 31 2 a^3Piu 1 31 2 85RoWaMiVe.720
6742.3509 0.0045 b^3Sigmag- 2 42 3 a^3Piu 1 41 3 79AmChMa.891
6742.3509 0.011716554 b^3Sigmag- 2 31 2 a^3Piu 1 31 2 79AmChMa.945
6743.1796 0.0127842 b^3Sigmag- 2 43 2 a^3Piu 1 42 2 85RoWaMiVe.783
6743.2598 0.0045 b^3Sigmag- 2 32 1 a^3Piu 1 32 1 79AmChMa.914
6743.2602 0.0055 b^3Sigmag- 2 32 1 a^3Piu 1 32 1 85RoWaMiVe.697
6744.1812 0.0045 b^3Sigmag- 1 46 3 a^3Piu 0 46 3 79AmChMa.468
6744.1833 0.0055 b^3Sigmag- 1 46 3 a^3Piu 0 46 3 85RoWaMiVe.579
6744.4112 0.005523848 b^3Sigmag- 2 44 1 a^3Piu 1 43 1 79AmChMa.837
6744.4133 0.0055 b^3Sigmag- 2 44 1 a^3Piu 1 43 1 85RoWaMiVe.766
6744.9513 0.021515024 B^1Deltag 6 25 1 A^1Piu 3 25 1 16ChKaBeTa.663
6745.0161 0.0096316 b^3Sigmag- 2 15 2 a^3Piu 1 16 3 15ChKaBeTa.2441
6745.583 0.00916729 b^3Sigmag- 3 10 3 a^3Piu 2 9 2 15ChKaBeTa.2716
6745.9589 0.0045 b^3Sigmag- 1 47 2 a^3Piu 0 47 2 79AmChMa.440
6745.9603 0.0055 b^3Sigmag- 1 47 2 a^3Piu 0 47 2 85RoWaMiVe.556
6746.2261 0.0045 b^3Sigmag- 1 48 1 a^3Piu 0 48 1 79AmChMa.411
6746.2263 0.0055 b^3Sigmag- 1 48 1 a^3Piu 0 48 1 85RoWaMiVe.532
6748.1362 0.007 b^3Sigmag- 2 20 3 a^3Piu 1 21 3 15ChKaBeTa.2357
6748.1791 0.008 b^3Sigmag- 1 36 3 a^3Piu 0 37 3 79AmChMa.301
6748.1831 0.0055 b^3Sigmag- 1 36 3 a^3Piu 0 37 3 85RoWaMiVe.502
6748.187 0.007 b^3Sigmag- 2 16 1 a^3Piu 1 17 2 15ChKaBeTa.2419
6748.2569 0.00858352 b^3Sigmag- 2 21 2 a^3Piu 1 21 3 15ChKaBeTa.2492
6748.395 0.00346767 B^1Deltag 6 18 1 A^1Piu 3 19 1 16ChKaBeTa.664
6748.5861 0.006126438 Bp^1Sigmag+ 0 26 1 A^1Piu 0 27 1 88DoNiBeb.534
6749.078 0.0045 b^3Sigmag- 1 37 2 a^3Piu 0 38 2 79AmChMa.277
6749.0789 0.0055 b^3Sigmag- 1 37 2 a^3Piu 0 38 2 85RoWaMiVe.479
6749.8865 0.0055 b^3Sigmag- 2 21 2 a^3Piu 1 22 2 85RoWaMiVe.661
6749.8866 0.004841013 b^3Sigmag- 2 21 2 a^3Piu 1 22 2 79AmChMa.775
6750.5327 0.0055 b^3Sigmag- 1 38 1 a^3Piu 0 39 1 85RoWaMiVe.451
6750.533 0.0045 b^3Sigmag- 1 38 1 a^3Piu 0 39 1 79AmChMa.245
6751.09 0.008700158 b^3Sigmag- 3 12 3 a^3Piu 2 11 2 15ChKaBeTa.2717
6752.352 0.007 b^3Sigmag- 2 22 1 a^3Piu 1 23 1 15ChKaBeTa.2333
6752.3604 0.0107305 b^3Sigmag- 2 22 1 a^3Piu 1 23 1 79AmChMa.749
6754.9347 0.0116567 B^1Deltag 6 24 1 A^1Piu 3 24 1 16ChKaBeTa.665
6755.0469 0.007 b^3Sigmag- 3 14 3 a^3Piu 2 13 2 15ChKaBeTa.2718
6758.0535 0.0045 b^3Sigmag- 2 28 3 a^3Piu 1 28 3 79AmChMa.971
6758.0566 0.0080388 b^3Sigmag- 2 28 3 a^3Piu 1 28 3 85RoWaMiVe.742
6758.7167 0.004270065 B^1Deltag 6 17 1 A^1Piu 3 18 1 16ChKaBeTa.666
6760.4978 0.008 b^3Sigmag- 2 29 2 a^3Piu 1 29 2 79AmChMa.944
6760.4992 0.00660641 b^3Sigmag- 2 29 2 a^3Piu 1 29 2 85RoWaMiVe.719
6761.4059 0.0055 b^3Sigmag- 2 40 3 a^3Piu 1 39 3 85RoWaMiVe.804
6761.4066 0.0045 b^3Sigmag- 2 40 3 a^3Piu 1 39 3 79AmChMa.890
6761.516 0.0055 b^3Sigmag- 2 30 1 a^3Piu 1 30 1 85RoWaMiVe.696
6761.5169 0.0057112 b^3Sigmag- 2 30 1 a^3Piu 1 30 1 79AmChMa.913
6762.3505 0.007825086 b^3Sigmag- 2 41 2 a^3Piu 1 40 2 79AmChMa.863
6762.3523 0.005935086 b^3Sigmag- 2 41 2 a^3Piu 1 40 2 85RoWaMiVe.782
6763.648 0.01435335 b^3Sigmag- 2 42 1 a^3Piu 1 41 1 85RoWaMiVe.765
6763.6539 0.00815835 b^3Sigmag- 2 42 1 a^3Piu 1 41 1 79AmChMa.836
6764.7885 0.003 B^1Deltag 6 23 1 A^1Piu 3 23 1 16ChKaBeTa.667
6766.0765 0.010664500000000002 b^3Sigmag- 2 13 2 a^3Piu 1 14 3 15ChKaBeTa.2440
6766.5608 0.007 b^3Sigmag- 2 18 3 a^3Piu 1 19 3 15ChKaBeTa.2356
6766.5642 0.00141 b^3Sigmag- 2 18 3 a^3Piu 1 19 3 79AmChMa.799
6766.6887 0.007 b^3Sigmag- 2 19 2 a^3Piu 1 19 3 15ChKaBeTa.2491
6767.8415 0.0055 b^3Sigmag- 1 56 3 a^3Piu 0 55 3 85RoWaMiVe.643
6767.8424 0.0045 b^3Sigmag- 1 56 3 a^3Piu 0 55 3 79AmChMa.389
6768.3109 0.015669631 b^3Sigmag- 2 20 1 a^3Piu 1 20 2 15ChKaBeTa.2466
6768.3585 0.0045 b^3Sigmag- 1 57 2 a^3Piu 0 56 2 79AmChMa.365
6768.4476 0.001 Bp^1Sigmag+ 0 24 1 A^1Piu 0 25 1 88DoNiBeb.533
6768.4876 0.007 b^3Sigmag- 2 19 2 a^3Piu 1 20 2 15ChKaBeTa.2345
6768.4902 0.00177 b^3Sigmag- 2 19 2 a^3Piu 1 20 2 79AmChMa.774
6768.7573 0.003613587 B^1Deltag 6 16 1 A^1Piu 3 17 1 16ChKaBeTa.668
6769.24 0.018043706 b^3Sigmag- 1 58 1 a^3Piu 0 57 1 85RoWaMiVe.599
6769.5394 0.016981901 b^3Sigmag- 2 14 1 a^3Piu 1 15 2 15ChKaBeTa.2418
6771.1919 0.007 b^3Sigmag- 2 20 1 a^3Piu 1 21 1 15ChKaBeTa.2332
6771.1977 0.0045 b^3Sigmag- 2 20 1 a^3Piu 1 21 1 79AmChMa.748
6771.7773 0.0045 b^3Sigmag- 1 44 3 a^3Piu 0 44 3 79AmChMa.467
6771.7786 0.0055 b^3Sigmag- 1 44 3 a^3Piu 0 44 3 85RoWaMiVe.578
6773.611 0.0045 b^3Sigmag- 1 45 2 a^3Piu 0 45 2 79AmChMa.439
6773.6118 0.0055 b^3Sigmag- 1 45 2 a^3Piu 0 45 2 85RoWaMiVe.555
6773.9224 0.0055 b^3Sigmag- 1 46 1 a^3Piu 0 46 1 85RoWaMiVe.531
6773.9235 0.0045 b^3Sigmag- 1 46 1 a^3Piu 0 46 1 79AmChMa.410
6774.0225 0.003784141 B^1Deltag 6 22 1 A^1Piu 3 22 1 16ChKaBeTa.669
6774.9006 0.0055 b^3Sigmag- 2 26 3 a^3Piu 1 26 3 85RoWaMiVe.741
6774.9017 0.007861700000000001 b^3Sigmag- 2 26 3 a^3Piu 1 26 3 79AmChMa.970
6776.2196 0.0045 b^3Sigmag- 1 34 3 a^3Piu 0 35 3 79AmChMa.300
6776.2211 0.0055 b^3Sigmag- 1 34 3 a^3Piu 0 35 3 85RoWaMiVe.501
6777.184 0.006632116 b^3Sigmag- 1 35 2 a^3Piu 0 36 2 79AmChMa.276
6777.1844 0.006212116 b^3Sigmag- 1 35 2 a^3Piu 0 36 2 85RoWaMiVe.478
6777.4611 0.0059367000000000005 b^3Sigmag- 2 27 2 a^3Piu 1 27 2 79AmChMa.943
6777.4616 0.007720900000000001 b^3Sigmag- 2 27 2 a^3Piu 1 27 2 85RoWaMiVe.718
6778.2945 0.003 B^1Deltag 6 15 1 A^1Piu 3 16 1 16ChKaBeTa.670
6778.4708 0.04365900000000001 b^3Sigmag- 2 28 1 a^3Piu 1 28 1 79AmChMa.912
6778.4871 0.023936000000000002 b^3Sigmag- 2 28 1 a^3Piu 1 28 1 15ChKaBeTa.2371
6778.6906 0.006025484 b^3Sigmag- 1 36 1 a^3Piu 0 37 1 85RoWaMiVe.450
6778.6985 0.0074283000000000005 b^3Sigmag- 1 36 1 a^3Piu 0 37 1 79AmChMa.244
6779.6158 0.0045 b^3Sigmag- 2 38 3 a^3Piu 1 37 3 79AmChMa.889
6779.6173 0.0055 b^3Sigmag- 2 38 3 a^3Piu 1 37 3 85RoWaMiVe.803
6780.3094 0.008775797 b^3Sigmag- 2 39 2 a^3Piu 1 38 2 79AmChMa.862
6780.3132 0.0055 b^3Sigmag- 2 39 2 a^3Piu 1 38 2 85RoWaMiVe.781
6781.6802 0.005632000000000001 b^3Sigmag- 2 40 1 a^3Piu 1 39 1 79AmChMa.835
6781.6917 0.011891232 b^3Sigmag- 2 40 1 a^3Piu 1 39 1 85RoWaMiVe.764
6783.7565 0.007980525 b^3Sigmag- 2 16 3 a^3Piu 1 17 3 15ChKaBeTa.2355
6783.7639 0.006435000000000001 b^3Sigmag- 2 16 3 a^3Piu 1 17 3 79AmChMa.798
6783.8911 0.007 b^3Sigmag- 2 17 2 a^3Piu 1 17 3 15ChKaBeTa.2490
6785.7235 0.011771264 b^3Sigmag- 2 18 1 a^3Piu 1 18 2 15ChKaBeTa.2465
6785.895 0.021472 b^3Sigmag- 2 11 2 a^3Piu 1 12 3 15ChKaBeTa.2439
6785.8978 0.007334788 b^3Sigmag- 2 17 2 a^3Piu 1 18 2 85RoWaMiVe.660
6785.9005 0.0045 b^3Sigmag- 2 17 2 a^3Piu 1 18 2 79AmChMa.773
6787.2731 0.0015 Bp^1Sigmag+ 0 22 1 A^1Piu 0 23 1 88DoNiBeb.532
6787.5332 0.008675352 B^1Deltag 6 14 1 A^1Piu 3 15 1 16ChKaBeTa.671
6788.8939 0.007 b^3Sigmag- 2 18 1 a^3Piu 1 19 1 15ChKaBeTa.2331
6788.898 0.0045 b^3Sigmag- 2 18 1 a^3Piu 1 19 1 79AmChMa.747
6789.7069 0.007 b^3Sigmag- 2 12 1 a^3Piu 1 13 2 15ChKaBeTa.2417
6789.8402 0.009868407 B^1Deltag 6 29 1 A^1Piu 3 28 1 16ChKaBeTa.672
6790.3108 0.007 b^3Sigmag- 2 8 1 a^3Piu 1 9 3 15ChKaBeTa.2424
6790.5355 0.008418132 b^3Sigmag- 2 24 3 a^3Piu 1 24 3 79AmChMa.969
6790.5382 0.005583132 b^3Sigmag- 2 24 3 a^3Piu 1 24 3 85RoWaMiVe.740
6791.4734 0.003 B^1Deltag 6 20 1 A^1Piu 3 20 1 16ChKaBeTa.673
6793.2305 0.0055 b^3Sigmag- 2 25 2 a^3Piu 1 25 2 85RoWaMiVe.717
6793.2307 0.0045 b^3Sigmag- 2 25 2 a^3Piu 1 25 2 79AmChMa.942
6794.703 0.007769300000000001 b^3Sigmag- 2 26 1 a^3Piu 1 26 1 15ChKaBeTa.2370
6794.7097 0.0045 b^3Sigmag- 2 26 1 a^3Piu 1 26 1 79AmChMa.911
6795.3435 0.0045 b^3Sigmag- 1 54 3 a^3Piu 0 53 3 79AmChMa.388
6795.944 0.008683628 b^3Sigmag- 1 55 2 a^3Piu 0 54 2 85RoWaMiVe.621
6795.9527 0.0045 b^3Sigmag- 1 55 2 a^3Piu 0 54 2 79AmChMa.364
6796.138 0.0055 b^3Sigmag- 2 36 3 a^3Piu 1 35 3 85RoWaMiVe.802
6796.1399 0.0045 b^3Sigmag- 2 36 3 a^3Piu 1 35 3 79AmChMa.888
6796.2606 0.004087506 B^1Deltag 6 13 1 A^1Piu 3 14 1 16ChKaBeTa.674
6796.8633 0.024946900000000004 b^3Sigmag- 1 56 1 a^3Piu 0 55 1 79AmChMa.339
6796.8679 0.0193809 b^3Sigmag- 1 56 1 a^3Piu 0 55 1 85RoWaMiVe.598
6797.0731 0.005888342 b^3Sigmag- 2 37 2 a^3Piu 1 36 2 79AmChMa.861
6797.0782 0.011243342 b^3Sigmag- 2 37 2 a^3Piu 1 36 2 85RoWaMiVe.780
6798.1957 0.0055 b^3Sigmag- 1 42 3 a^3Piu 0 42 3 85RoWaMiVe.577
6798.1975 0.0045 b^3Sigmag- 1 42 3 a^3Piu 0 42 3 79AmChMa.466
6798.5233 0.011787189 b^3Sigmag- 2 38 1 a^3Piu 1 37 1 85RoWaMiVe.763
6798.5351 0.011799700000000002 b^3Sigmag- 2 38 1 a^3Piu 1 37 1 79AmChMa.834
6799.6637 0.003 B^1Deltag 6 19 1 A^1Piu 3 19 1 16ChKaBeTa.675
6799.7193 0.028022500000000002 b^3Sigmag- 2 14 3 a^3Piu 1 15 3 15ChKaBeTa.2354
6799.7226 0.024029500000000002 b^3Sigmag- 2 14 3 a^3Piu 1 15 3 79AmChMa.797
6799.8487 0.0312576 b^3Sigmag- 2 15 2 a^3Piu 1 15 3 15ChKaBeTa.2489
6800.0866 0.0045 b^3Sigmag- 1 43 2 a^3Piu 0 43 2 79AmChMa.438
6800.0876 0.0055 b^3Sigmag- 1 43 2 a^3Piu 0 43 2 85RoWaMiVe.554
6800.437 0.0055 b^3Sigmag- 1 44 1 a^3Piu 0 44 1 85RoWaMiVe.530
6800.4372 0.0045 b^3Sigmag- 1 44 1 a^3Piu 0 44 1 79AmChMa.409
6801.9092 0.036947057 b^3Sigmag- 2 16 1 a^3Piu 1 16 2 15ChKaBeTa.2464
6802.1083 0.0045 b^3Sigmag- 2 15 2 a^3Piu 1 16 2 79AmChMa.772
6802.1102 0.0055 b^3Sigmag- 2 15 2 a^3Piu 1 16 2 85RoWaMiVe.659
6803.0824 0.0055 b^3Sigmag- 1 32 3 a^3Piu 0 33 3 85RoWaMiVe.500
6803.0852 0.007296114 b^3Sigmag- 1 32 3 a^3Piu 0 33 3 79AmChMa.299
6804.123 0.0055 b^3Sigmag- 1 33 2 a^3Piu 0 34 2 85RoWaMiVe.477
6804.1258 0.00148 b^3Sigmag- 1 33 2 a^3Piu 0 34 2 79AmChMa.275
6804.1962 0.039336 b^3Sigmag- 2 10 1 a^3Piu 1 10 3 15ChKaBeTa.2473
6804.3464 0.0491436 b^3Sigmag- 2 9 2 a^3Piu 1 10 3 15ChKaBeTa.2438
6804.4626 0.0015 Bp^1Sigmag+ 0 30 1 A^1Piu 0 30 1 88DoNiBeb.550
6804.9644 0.007055400000000001 b^3Sigmag- 2 22 3 a^3Piu 1 22 3 85RoWaMiVe.739
6804.9655 0.005724400000000001 b^3Sigmag- 2 22 3 a^3Piu 1 22 3 79AmChMa.968
6805.0528 0.00111 Bp^1Sigmag+ 0 20 1 A^1Piu 0 21 1 88DoNiBeb.531
6805.4679 0.007 b^3Sigmag- 2 16 1 a^3Piu 1 17 1 15ChKaBeTa.2330
6805.4726 0.0045 b^3Sigmag- 2 16 1 a^3Piu 1 17 1 79AmChMa.746
6805.7082 0.0055 b^3Sigmag- 1 34 1 a^3Piu 0 35 1 85RoWaMiVe.449
6805.7115 0.0045 b^3Sigmag- 1 34 1 a^3Piu 0 35 1 79AmChMa.243
6807.3029 0.003 B^1Deltag 6 18 1 A^1Piu 3 18 1 16ChKaBeTa.676
6807.8074 0.0055 b^3Sigmag- 2 23 2 a^3Piu 1 23 2 85RoWaMiVe.716
6807.8246 0.01844736 b^3Sigmag- 2 23 2 a^3Piu 1 23 2 79AmChMa.941
6808.6356 0.010175883 b^3Sigmag- 2 10 1 a^3Piu 1 11 2 15ChKaBeTa.2416
6809.4173 0.007 b^3Sigmag- 2 24 1 a^3Piu 1 24 1 15ChKaBeTa.2369
6809.4221 0.0045 b^3Sigmag- 2 24 1 a^3Piu 1 24 1 79AmChMa.910
6811.5878 0.0045 b^3Sigmag- 2 34 3 a^3Piu 1 33 3 79AmChMa.887
6811.5892 0.0055 b^3Sigmag- 2 34 3 a^3Piu 1 33 3 85RoWaMiVe.801
6812.5651 0.01717999 b^3Sigmag- 2 6 1 a^3Piu 1 7 3 15ChKaBeTa.2423
6812.6119 0.0058795 B^1Deltag 6 11 1 A^1Piu 3 12 1 16ChKaBeTa.677
6812.6148 0.0045 b^3Sigmag- 2 35 2 a^3Piu 1 34 2 79AmChMa.860
6812.6194 0.0055 b^3Sigmag- 2 35 2 a^3Piu 1 34 2 85RoWaMiVe.779
6814.162 0.004 b^3Sigmag- 2 36 1 a^3Piu 1 35 1 79AmChMa.833
6814.1632 0.0055 b^3Sigmag- 2 36 1 a^3Piu 1 35 1 85RoWaMiVe.762
6814.4087 0.007 b^3Sigmag- 2 12 3 a^3Piu 1 13 3 15ChKaBeTa.2353
6814.4118 0.00238 b^3Sigmag- 2 12 3 a^3Piu 1 13 3 79AmChMa.796
6814.5451 0.007 b^3Sigmag- 2 13 2 a^3Piu 1 13 3 15ChKaBeTa.2488
6814.6385 0.027533028 B^1Deltag 6 17 1 A^1Piu 3 17 1 16ChKaBeTa.678
6814.8653 0.014624182 B^1Deltag 6 26 1 A^1Piu 3 25 1 16ChKaBeTa.679
6816.9371 0.013708821 b^3Sigmag- 2 14 1 a^3Piu 1 14 2 15ChKaBeTa.2463
6817.1115 0.0055 b^3Sigmag- 2 13 2 a^3Piu 1 14 2 85RoWaMiVe.658
6817.1155 0.0045 b^3Sigmag- 2 13 2 a^3Piu 1 14 2 79AmChMa.771
6818.1711 0.0055 b^3Sigmag- 2 20 3 a^3Piu 1 20 3 85RoWaMiVe.738
6818.1736 0.0045 b^3Sigmag- 2 20 3 a^3Piu 1 20 3 79AmChMa.967
6820.1421 0.00192372 Bp^1Sigmag+ 0 28 1 A^1Piu 0 28 1 88DoNiBeb.549
6820.9312 0.007 b^3Sigmag- 2 14 1 a^3Piu 1 15 1 15ChKaBeTa.2329
6820.9352 0.0045 b^3Sigmag- 2 14 1 a^3Piu 1 15 1 79AmChMa.745
6821.1907 0.0055 b^3Sigmag- 2 21 2 a^3Piu 1 21 2 85RoWaMiVe.715
6821.1937 0.0045 b^3Sigmag- 2 21 2 a^3Piu 1 21 2 79AmChMa.940
6821.4219 0.011844703 b^3Sigmag- 2 7 2 a^3Piu 1 8 3 15ChKaBeTa.2437
6821.5088 0.003 B^1Deltag 6 16 1 A^1Piu 3 16 1 16ChKaBeTa.680
6821.7816 0.0015 Bp^1Sigmag+ 0 18 1 A^1Piu 0 19 1 88DoNiBeb.530
6822.2373 0.003 B^1Deltag 6 25 1 A^1Piu 3 24 1 16ChKaBeTa.681
6822.33 0.0045 b^3Sigmag- 1 53 2 a^3Piu 0 52 2 79AmChMa.363
6822.3343 0.0055 b^3Sigmag- 1 53 2 a^3Piu 0 52 2 85RoWaMiVe.620
6823.0182 0.004 b^3Sigmag- 2 22 1 a^3Piu 1 22 1 15ChKaBeTa.2368
6823.0226 0.0045 b^3Sigmag- 2 22 1 a^3Piu 1 22 1 79AmChMa.909
6823.2918 0.0055 b^3Sigmag- 1 54 1 a^3Piu 0 53 1 85RoWaMiVe.597
6823.2931 0.0045 b^3Sigmag- 1 54 1 a^3Piu 0 53 1 79AmChMa.338
6823.4308 0.019879374 b^3Sigmag- 1 40 3 a^3Piu 0 40 3 85RoWaMiVe.576
6823.431 0.020089374 b^3Sigmag- 1 40 3 a^3Piu 0 40 3 79AmChMa.465
6825.2934 0.001 A^1Piu 6 18 1 X^1Sigmag+ 6 18 1 15ChKaBeTa.278
6825.3823 0.0045 b^3Sigmag- 1 41 2 a^3Piu 0 41 2 79AmChMa.437
6825.3836 0.0055 b^3Sigmag- 1 41 2 a^3Piu 0 41 2 85RoWaMiVe.553
6825.7155 0.0055 b^3Sigmag- 1 42 1 a^3Piu 0 42 1 85RoWaMiVe.529
6825.7173 0.0045 b^3Sigmag- 1 42 1 a^3Piu 0 42 1 79AmChMa.408
6825.833 0.010139800000000001 b^3Sigmag- 2 32 3 a^3Piu 1 31 3 79AmChMa.886
6825.8371 0.0055 b^3Sigmag- 2 32 3 a^3Piu 1 31 3 85RoWaMiVe.800
6826.3312 0.007 b^3Sigmag- 2 8 1 a^3Piu 1 9 2 15ChKaBeTa.2415
6826.9573 0.0055 b^3Sigmag- 2 33 2 a^3Piu 1 32 2 85RoWaMiVe.778
6826.9588 0.0045 b^3Sigmag- 2 33 2 a^3Piu 1 32 2 79AmChMa.859
6827.3463 0.003 B^1Deltag 6 9 1 A^1Piu 3 10 1 16ChKaBeTa.682
6827.806 0.0045 b^3Sigmag- 2 10 3 a^3Piu 1 11 3 79AmChMa.795
6827.8072 0.007 b^3Sigmag- 2 10 3 a^3Piu 1 11 3 15ChKaBeTa.2352
6827.9576 0.010378500000000002 b^3Sigmag- 2 11 2 a^3Piu 1 11 3 15ChKaBeTa.2487
6828.0553 0.003 B^1Deltag 6 15 1 A^1Piu 3 15 1 16ChKaBeTa.683
6828.6 0.00338 b^3Sigmag- 2 34 1 a^3Piu 1 33 1 79AmChMa.832
6828.603 0.0055 b^3Sigmag- 2 34 1 a^3Piu 1 33 1 85RoWaMiVe.761
6828.7666 0.0055 b^3Sigmag- 1 30 3 a^3Piu 0 31 3 85RoWaMiVe.499
6828.7681 0.0045 b^3Sigmag- 1 30 3 a^3Piu 0 31 3 79AmChMa.298
6829.8927 0.0045 b^3Sigmag- 1 31 2 a^3Piu 0 32 2 79AmChMa.274
6829.8927 0.0055 b^3Sigmag- 1 31 2 a^3Piu 0 32 2 85RoWaMiVe.476
6830.1473 0.0055 b^3Sigmag- 2 18 3 a^3Piu 1 18 3 85RoWaMiVe.737
6830.1494 0.0045 b^3Sigmag- 2 18 3 a^3Piu 1 18 3 79AmChMa.966
6830.7358 0.007 b^3Sigmag- 2 12 1 a^3Piu 1 12 2 15ChKaBeTa.2462
6830.8981 0.007 b^3Sigmag- 2 11 2 a^3Piu 1 12 2 15ChKaBeTa.2344
6830.918 0.026715700000000002 b^3Sigmag- 2 11 2 a^3Piu 1 12 2 79AmChMa.770
6831.5743 0.0055 b^3Sigmag- 1 32 1 a^3Piu 0 33 1 85RoWaMiVe.448
6831.5786 0.005902600000000001 b^3Sigmag- 1 32 1 a^3Piu 0 33 1 79AmChMa.242
6833.2453 0.007 b^3Sigmag- 2 18 3 a^3Piu 1 19 2 15ChKaBeTa.2456
6833.2453 0.010150800000000001 b^3Sigmag- 2 4 1 a^3Piu 1 5 3 15ChKaBeTa.2422
6833.3691 0.0045 b^3Sigmag- 2 19 2 a^3Piu 1 19 2 79AmChMa.939
6833.3742 0.0055 b^3Sigmag- 2 19 2 a^3Piu 1 19 2 85RoWaMiVe.714
6834.0977 0.0036993 B^1Deltag 6 14 1 A^1Piu 3 14 1 16ChKaBeTa.684
6834.7649 0.0015 Bp^1Sigmag+ 0 26 1 A^1Piu 0 26 1 88DoNiBeb.548
6835.3152 0.007 b^3Sigmag- 2 12 1 a^3Piu 1 13 1 15ChKaBeTa.2328
6835.4755 0.007 b^3Sigmag- 2 20 1 a^3Piu 1 20 1 15ChKaBeTa.2367
6835.4797 0.0045 b^3Sigmag- 2 20 1 a^3Piu 1 20 1 79AmChMa.908
6835.9854 0.005 B^1Deltag 6 23 1 A^1Piu 3 22 1 16ChKaBeTa.685
6836.8296 0.0085503 b^3Sigmag- 2 6 1 a^3Piu 1 6 3 15ChKaBeTa.2472
6836.976 0.007 b^3Sigmag- 2 5 2 a^3Piu 1 6 3 15ChKaBeTa.2436
6837.4613 0.0015 Bp^1Sigmag+ 0 16 1 A^1Piu 0 17 1 88DoNiBeb.529
6838.8671 0.015388882 b^3Sigmag- 2 30 3 a^3Piu 1 29 3 85RoWaMiVe.799
6838.8836 0.017261200000000004 b^3Sigmag- 2 30 3 a^3Piu 1 29 3 79AmChMa.885
6839.8105 0.003 B^1Deltag 6 13 1 A^1Piu 3 13 1 16ChKaBeTa.686
6839.8558 0.007 b^3Sigmag- 2 8 3 a^3Piu 1 9 3 15ChKaBeTa.2351
6839.8629 0.0121033 b^3Sigmag- 2 8 3 a^3Piu 1 9 3 79AmChMa.794
6840.0009 0.007 b^3Sigmag- 2 9 2 a^3Piu 1 9 3 15ChKaBeTa.2486
6840.0897 0.008175987 b^3Sigmag- 2 31 2 a^3Piu 1 30 2 79AmChMa.858
6840.0942 0.0055 b^3Sigmag- 2 31 2 a^3Piu 1 30 2 85RoWaMiVe.777
6840.4594 0.0048873 B^1Deltag 6 7 1 A^1Piu 3 8 1 16ChKaBeTa.687
6840.8846 0.005507836 b^3Sigmag- 2 16 3 a^3Piu 1 16 3 85RoWaMiVe.736
6840.8901 0.0080333 b^3Sigmag- 2 16 3 a^3Piu 1 16 3 79AmChMa.965
6841.018 0.007 b^3Sigmag- 2 17 2 a^3Piu 1 16 3 15ChKaBeTa.2527
6841.8366 0.015865300000000002 b^3Sigmag- 2 32 1 a^3Piu 1 31 1 85RoWaMiVe.760
6841.8464 0.0045 b^3Sigmag- 2 32 1 a^3Piu 1 31 1 79AmChMa.831
6842.3405 0.01152 B^1Deltag 6 22 1 A^1Piu 3 21 1 16ChKaBeTa.688
6842.7167 0.007672781 b^3Sigmag- 2 6 1 a^3Piu 1 7 2 15ChKaBeTa.2414
6843.2666 0.023727908 b^3Sigmag- 2 10 1 a^3Piu 1 10 2 15ChKaBeTa.2461
6843.4472 0.007 b^3Sigmag- 2 9 2 a^3Piu 1 10 2 15ChKaBeTa.2343
6843.4645 0.022902000000000002 b^3Sigmag- 2 9 2 a^3Piu 1 10 2 79AmChMa.769
6844.3519 0.0045 b^3Sigmag- 2 17 2 a^3Piu 1 17 2 79AmChMa.938
6844.3532 0.0055 b^3Sigmag- 2 17 2 a^3Piu 1 17 2 85RoWaMiVe.713
6845.0543 0.003 B^1Deltag 6 12 1 A^1Piu 3 12 1 16ChKaBeTa.689
6846.7946 0.007 b^3Sigmag- 2 18 1 a^3Piu 1 18 1 15ChKaBeTa.2366
6846.8009 0.0045 b^3Sigmag- 2 18 1 a^3Piu 1 18 1 79AmChMa.907
6847.0213 0.005 b^3Sigmag- 1 50 3 a^3Piu 0 49 3 79AmChMa.387
6847.0213 0.0055 b^3Sigmag- 1 50 3 a^3Piu 0 49 3 85RoWaMiVe.642
6847.4844 0.0055 b^3Sigmag- 1 38 3 a^3Piu 0 38 3 85RoWaMiVe.575
6847.4872 0.0045 b^3Sigmag- 1 38 3 a^3Piu 0 38 3 79AmChMa.464
6848.0939 0.003 B^1Deltag 6 21 1 A^1Piu 3 20 1 16ChKaBeTa.690
6848.3269 0.0015 Bp^1Sigmag+ 0 24 1 A^1Piu 0 24 1 88DoNiBeb.547
6848.5131 0.005944768 b^3Sigmag- 1 52 1 a^3Piu 0 51 1 85RoWaMiVe.596
6848.5191 0.0083116 b^3Sigmag- 1 52 1 a^3Piu 0 51 1 79AmChMa.337
6848.6655 0.0055 b^3Sigmag- 2 10 1 a^3Piu 1 11 1 85RoWaMiVe.645
6848.6661 0.0045 b^3Sigmag- 2 10 1 a^3Piu 1 11 1 79AmChMa.744
6849.4975 0.0055 b^3Sigmag- 1 39 2 a^3Piu 0 39 2 85RoWaMiVe.552
6849.499 0.0045 b^3Sigmag- 1 39 2 a^3Piu 0 39 2 79AmChMa.436
6849.9518 0.003 B^1Deltag 6 11 1 A^1Piu 3 11 1 16ChKaBeTa.691
6850.2925 0.014298858 b^3Sigmag- 1 40 1 a^3Piu 0 40 1 85RoWaMiVe.528
6850.353 0.0055 b^3Sigmag- 2 14 3 a^3Piu 1 14 3 85RoWaMiVe.735
6850.3543 0.0045 b^3Sigmag- 2 14 3 a^3Piu 1 14 3 79AmChMa.964
6850.4629 0.007 b^3Sigmag- 2 6 3 a^3Piu 1 7 3 15ChKaBeTa.2350
6850.4629 0.026938158 b^3Sigmag- 2 15 2 a^3Piu 1 14 3 15ChKaBeTa.2526
6850.6139 0.007 b^3Sigmag- 2 4 1 a^3Piu 1 4 3 15ChKaBeTa.2471
6850.6139 0.007 b^3Sigmag- 2 7 2 a^3Piu 1 7 3 15ChKaBeTa.2485
6850.6857 0.003 b^3Sigmag- 2 28 3 a^3Piu 1 27 3 15ChKaBeTa.2411
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6850.7527 0.007 b^3Sigmag- 2 3 2 a^3Piu 1 4 3 15ChKaBeTa.2435
6851.9451 0.015529924 B^1Deltag 6 5 1 A^1Piu 3 6 1 16ChKaBeTa.692
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6852.0211 0.0045 b^3Sigmag- 2 29 2 a^3Piu 1 28 2 79AmChMa.857
6852.0873 0.0015 Bp^1Sigmag+ 0 14 1 A^1Piu 0 15 1 88DoNiBeb.528
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6853.2715 0.0045 b^3Sigmag- 1 28 3 a^3Piu 0 29 3 79AmChMa.297
6853.6072 0.003 B^1Deltag 6 20 1 A^1Piu 3 19 1 16ChKaBeTa.693
6853.8784 0.011813896 b^3Sigmag- 2 30 1 a^3Piu 1 29 1 15ChKaBeTa.2395
6853.8924 0.012574100000000001 b^3Sigmag- 2 30 1 a^3Piu 1 29 1 79AmChMa.830
6853.9692 0.022945666 b^3Sigmag- 2 14 3 a^3Piu 1 15 2 15ChKaBeTa.2455
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6854.3921 0.004165013 B^1Deltag 6 10 1 A^1Piu 3 10 1 16ChKaBeTa.694
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6854.5767 0.007 b^3Sigmag- 2 8 1 a^3Piu 1 8 2 15ChKaBeTa.2460
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6854.7387 0.0136741 b^3Sigmag- 2 7 2 a^3Piu 1 8 2 79AmChMa.768
6856.2811 0.009698004 b^3Sigmag- 1 30 1 a^3Piu 0 31 1 85RoWaMiVe.447
6856.2828 0.007913004 b^3Sigmag- 1 30 1 a^3Piu 0 31 1 79AmChMa.241
6856.9909 0.007 b^3Sigmag- 2 16 1 a^3Piu 1 16 1 15ChKaBeTa.2365
6856.9938 0.0045 b^3Sigmag- 2 16 1 a^3Piu 1 16 1 79AmChMa.906
6857.1664 0.00687 b^3Sigmag- 2 15 2 a^3Piu 1 16 1 15ChKaBeTa.2433
6857.761 0.008622900000000001 b^3Sigmag- 2 4 1 a^3Piu 1 5 2 15ChKaBeTa.2413
6858.4781 0.004248411 B^1Deltag 6 9 1 A^1Piu 3 9 1 16ChKaBeTa.695
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6858.5379 0.0055 b^3Sigmag- 2 12 3 a^3Piu 1 12 3 85RoWaMiVe.734
6858.5884 0.019733152 B^1Deltag 6 19 1 A^1Piu 3 18 1 16ChKaBeTa.696
6858.6741 0.007 b^3Sigmag- 2 13 2 a^3Piu 1 12 3 15ChKaBeTa.2525
6859.4628 0.010794300000000001 b^3Sigmag- 2 4 3 a^3Piu 1 5 3 15ChKaBeTa.2349
6859.6223 0.0125103 b^3Sigmag- 2 5 2 a^3Piu 1 5 3 15ChKaBeTa.2484
6860.0658 0.007 A^1Piu 5 27 1 X^1Sigmag+ 5 28 1 15ChKaBeTa.266
6860.8281 0.0015 Bp^1Sigmag+ 0 22 1 A^1Piu 0 22 1 88DoNiBeb.546
6861.0456 0.0037279000000000006 b^3Sigmag- 2 8 1 a^3Piu 1 9 1 79AmChMa.743
6861.0491 0.007 b^3Sigmag- 2 8 1 a^3Piu 1 9 1 15ChKaBeTa.2327
6861.2802 0.010430200000000002 b^3Sigmag- 2 26 3 a^3Piu 1 25 3 85RoWaMiVe.798
6861.2844 0.00638 b^3Sigmag- 2 26 3 a^3Piu 1 25 3 79AmChMa.883
6862.1102 0.003 B^1Deltag 6 8 1 A^1Piu 3 8 1 16ChKaBeTa.697
6862.1746 0.007 b^3Sigmag- 2 2 1 a^3Piu 1 2 3 15ChKaBeTa.2470
6862.3056 0.007 b^3Sigmag- 2 1 2 a^3Piu 1 2 3 15ChKaBeTa.2434
6862.5225 0.010358241 b^3Sigmag- 2 12 3 a^3Piu 1 13 2 15ChKaBeTa.2454
6862.6692 0.0055 b^3Sigmag- 2 13 2 a^3Piu 1 13 2 85RoWaMiVe.711
6862.6743 0.009691000000000002 b^3Sigmag- 2 13 2 a^3Piu 1 13 2 79AmChMa.936
6862.7259 0.009700900000000002 b^3Sigmag- 2 27 2 a^3Piu 1 26 2 79AmChMa.856
6862.732 0.006157002 b^3Sigmag- 2 27 2 a^3Piu 1 26 2 85RoWaMiVe.775
6863.2533 0.003 B^1Deltag 6 18 1 A^1Piu 3 17 1 16ChKaBeTa.698
6864.5557 0.007 b^3Sigmag- 2 6 1 a^3Piu 1 6 2 15ChKaBeTa.2459
6864.6025 0.010118703 b^3Sigmag- 2 28 1 a^3Piu 1 27 1 79AmChMa.829
6864.6108 0.007 b^3Sigmag- 2 28 1 a^3Piu 1 27 1 15ChKaBeTa.2394
6864.7048 0.007 b^3Sigmag- 2 5 2 a^3Piu 1 6 2 15ChKaBeTa.2341
6864.8825 0.007 b^3Sigmag- 1 21 2 a^3Piu 0 22 3 15ChKaBeTa.2226
6865.381 0.01287649 B^1Deltag 6 7 1 A^1Piu 3 7 1 16ChKaBeTa.699
6865.381 0.045579600000000005 b^3Sigmag- 2 10 3 a^3Piu 1 10 3 15ChKaBeTa.2381
6865.523 0.0449625 b^3Sigmag- 2 11 2 a^3Piu 1 10 3 15ChKaBeTa.2524
6865.6618 0.0015 Bp^1Sigmag+ 0 12 1 A^1Piu 0 13 1 88DoNiBeb.527
6866.0875 0.007 b^3Sigmag- 2 14 1 a^3Piu 1 14 1 15ChKaBeTa.2364
6866.0946 0.0062227 b^3Sigmag- 2 14 1 a^3Piu 1 14 1 79AmChMa.905
6866.267 0.012010502 b^3Sigmag- 2 13 2 a^3Piu 1 14 1 15ChKaBeTa.2432
6866.5277 0.0115159 b^3Sigmag- 2 2 3 a^3Piu 1 3 3 15ChKaBeTa.2348
6866.5735 0.0191169 b^3Sigmag- 2 4 1 a^3Piu 1 3 3 15ChKaBeTa.2510
6866.7049 0.0124971 b^3Sigmag- 2 3 2 a^3Piu 1 3 3 15ChKaBeTa.2483
6867.4147 0.003 B^1Deltag 6 17 1 A^1Piu 3 16 1 16ChKaBeTa.700
6868.1989 0.003 B^1Deltag 6 6 1 A^1Piu 3 6 1 16ChKaBeTa.701
6869.3225 0.007 A^1Piu 6 10 1 X^1Sigmag+ 6 10 1 15ChKaBeTa.276
6869.8273 0.0089221 b^3Sigmag- 2 10 3 a^3Piu 1 11 2 15ChKaBeTa.2453
6869.9786 0.0055 b^3Sigmag- 2 11 2 a^3Piu 1 11 2 85RoWaMiVe.710
6869.981 0.005839418 b^3Sigmag- 2 11 2 a^3Piu 1 11 2 79AmChMa.935
6870.3369 0.0102839 b^3Sigmag- 1 36 3 a^3Piu 0 36 3 79AmChMa.463
6870.3444 0.0055 b^3Sigmag- 1 36 3 a^3Piu 0 36 3 85RoWaMiVe.574
6870.6442 0.003 B^1Deltag 6 5 1 A^1Piu 3 5 1 16ChKaBeTa.702
6870.6503 0.0055 b^3Sigmag- 2 24 3 a^3Piu 1 23 3 85RoWaMiVe.797
6870.6523 0.0045 b^3Sigmag- 2 24 3 a^3Piu 1 23 3 79AmChMa.882
6870.8179 0.007 b^3Sigmag- 2 8 3 a^3Piu 1 8 3 15ChKaBeTa.2380
6870.8256 0.008895700000000001 b^3Sigmag- 2 8 3 a^3Piu 1 8 3 79AmChMa.962
6870.9041 0.007018364 b^3Sigmag- 1 48 3 a^3Piu 0 47 3 79AmChMa.386
6870.9042 0.006913364 b^3Sigmag- 1 48 3 a^3Piu 0 47 3 85RoWaMiVe.641
6870.9182 0.007 b^3Sigmag- 2 0 3 a^3Piu 1 1 3 15ChKaBeTa.2347
6870.9636 0.007 b^3Sigmag- 2 9 2 a^3Piu 1 8 3 15ChKaBeTa.2523
6871.0934 0.007 b^3Sigmag- 2 2 1 a^3Piu 1 1 3 15ChKaBeTa.2509
6871.2194 0.007 b^3Sigmag- 2 1 2 a^3Piu 1 1 3 15ChKaBeTa.2482
6871.2693 0.003 B^1Deltag 6 16 1 A^1Piu 3 15 1 16ChKaBeTa.703
6871.412 0.027648500000000003 b^3Sigmag- 2 2 1 a^3Piu 1 3 2 15ChKaBeTa.2412
6871.4558 0.032739615 b^3Sigmag- 1 49 2 a^3Piu 0 48 2 79AmChMa.362
6871.4838 0.0055 b^3Sigmag- 1 49 2 a^3Piu 0 48 2 85RoWaMiVe.619
6872.2624 0.004 Bp^1Sigmag+ 0 20 1 A^1Piu 0 20 1 88DoNiBeb.545
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6872.4322 0.00351 b^3Sigmag- 1 37 2 a^3Piu 0 37 2 79AmChMa.435
6872.533 0.0045 b^3Sigmag- 1 50 1 a^3Piu 0 49 1 79AmChMa.336
6872.6064 0.007 b^3Sigmag- 2 6 1 a^3Piu 1 7 1 15ChKaBeTa.2326
6872.6615 0.0064812 B^1Deltag 6 4 1 A^1Piu 3 4 1 16ChKaBeTa.704
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6873.1901 0.010257500000000001 b^3Sigmag- 2 4 1 a^3Piu 1 4 2 15ChKaBeTa.2458
6873.3313 0.007 b^3Sigmag- 2 3 2 a^3Piu 1 4 2 15ChKaBeTa.2340
6873.7786 0.0662893 b^3Sigmag- 2 1 2 a^3Piu 1 0 3 15ChKaBeTa.2519
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6874.2882 0.003149267 B^1Deltag 6 3 1 A^1Piu 3 3 1 16ChKaBeTa.705
6874.2882 0.007 b^3Sigmag- 2 11 2 a^3Piu 1 12 1 15ChKaBeTa.2431
6874.5727 0.006487475 b^3Sigmag- 2 26 1 a^3Piu 1 25 1 79AmChMa.828
6874.5727 0.006487475 b^3Sigmag- 2 26 1 a^3Piu 1 25 1 85RoWaMiVe.759
6874.6135 0.011142725 B^1Deltag 6 15 1 A^1Piu 3 14 1 16ChKaBeTa.706
6874.7072 0.008971600000000001 b^3Sigmag- 2 6 3 a^3Piu 1 6 3 15ChKaBeTa.2379
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6874.8824 0.0205139 b^3Sigmag- 2 7 2 a^3Piu 1 6 3 15ChKaBeTa.2522
6875.5049 0.007962558 B^1Deltag 6 2 1 A^1Piu 3 2 1 16ChKaBeTa.707
6875.8713 0.007 b^3Sigmag- 2 8 3 a^3Piu 1 9 2 15ChKaBeTa.2452
6875.8713 0.008 b^3Sigmag- 2 10 1 a^3Piu 1 9 2 15ChKaBeTa.2508
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6878.7863 0.0069069000000000005 b^3Sigmag- 2 22 3 a^3Piu 1 21 3 79AmChMa.881
6879.8338 0.005224673 b^3Sigmag- 1 28 1 a^3Piu 0 29 1 79AmChMa.240
6879.8354 0.0055 b^3Sigmag- 1 28 1 a^3Piu 0 29 1 85RoWaMiVe.446
6880.1815 0.01664836 B^1Deltag 6 13 1 A^1Piu 3 12 1 16ChKaBeTa.708
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6880.6119 0.007 b^3Sigmag- 2 6 3 a^3Piu 1 7 2 15ChKaBeTa.2451
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6880.7665 0.010274 b^3Sigmag- 2 7 2 a^3Piu 1 7 2 79AmChMa.933
6881.1566 0.007 b^3Sigmag- 2 10 1 a^3Piu 1 10 1 15ChKaBeTa.2362
6881.1646 0.009207000000000002 b^3Sigmag- 2 10 1 a^3Piu 1 10 1 79AmChMa.903
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6882.1969 0.012910206 A^1Piu 6 6 1 X^1Sigmag+ 6 6 1 15ChKaBeTa.274
6882.4059 0.007470676 B^1Deltag 6 12 1 A^1Piu 3 11 1 16ChKaBeTa.710
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6883.9831 0.009826146 b^3Sigmag- 2 6 1 a^3Piu 1 5 2 15ChKaBeTa.2506
6883.9831 0.012240800000000001 b^3Sigmag- 2 4 3 a^3Piu 1 5 2 15ChKaBeTa.2450
6884.1294 0.009040505 b^3Sigmag- 2 5 2 a^3Piu 1 5 2 79AmChMa.932
6884.1376 0.004210568 B^1Deltag 6 11 1 A^1Piu 3 10 1 16ChKaBeTa.711
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6885.1194 0.003702116 B^1Deltag 6 4 1 A^1Piu 3 3 1 16ChKaBeTa.712
6885.5328 0.010009677 B^1Deltag 6 10 1 A^1Piu 3 9 1 16ChKaBeTa.713
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6887.2945 0.007555900000000001 b^3Sigmag- 2 8 1 a^3Piu 1 8 1 79AmChMa.902
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6887.5994 0.008367251 b^3Sigmag- 2 21 2 a^3Piu 1 20 2 15ChKaBeTa.2404
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6889.6398 0.0015 Bp^1Sigmag+ 0 8 1 A^1Piu 0 9 1 88DoNiBeb.525
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6892.017 0.0058982 b^3Sigmag- 1 34 3 a^3Piu 0 34 3 79AmChMa.462
6892.0183 0.0055 b^3Sigmag- 1 34 3 a^3Piu 0 34 3 85RoWaMiVe.573
6892.6903 0.007 b^3Sigmag- 2 6 1 a^3Piu 1 6 1 15ChKaBeTa.2360
6892.7831 0.0127457 b^3Sigmag- 2 4 3 a^3Piu 1 3 3 15ChKaBeTa.2407
6892.8384 0.007 b^3Sigmag- 2 5 2 a^3Piu 1 6 1 15ChKaBeTa.2428
6893.3301 0.011464812 b^3Sigmag- 2 18 3 a^3Piu 1 18 2 15ChKaBeTa.2503
6893.4607 0.007 b^3Sigmag- 2 19 2 a^3Piu 1 18 2 15ChKaBeTa.2403
6893.462 0.00542377 b^3Sigmag- 2 19 2 a^3Piu 1 18 2 79AmChMa.852
6893.5943 0.020855709 b^3Sigmag- 1 46 3 a^3Piu 0 45 3 79AmChMa.385
6893.6098 0.0055 b^3Sigmag- 1 46 3 a^3Piu 0 45 3 85RoWaMiVe.640
6894.1811 0.0045 b^3Sigmag- 1 35 2 a^3Piu 0 35 2 79AmChMa.434
6894.1823 0.0055 b^3Sigmag- 1 35 2 a^3Piu 0 35 2 85RoWaMiVe.550
6894.2449 0.0071159000000000005 b^3Sigmag- 1 47 2 a^3Piu 0 46 2 79AmChMa.361
6894.2501 0.007 b^3Sigmag- 2 2 1 a^3Piu 1 3 1 15ChKaBeTa.2324
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6894.9236 0.0055 b^3Sigmag- 1 36 1 a^3Piu 0 36 1 85RoWaMiVe.526
6895.0525 0.007 b^3Sigmag- 2 2 3 a^3Piu 1 2 2 15ChKaBeTa.2495
6895.2277 0.007 b^3Sigmag- 2 3 2 a^3Piu 1 2 2 15ChKaBeTa.2396
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6895.3515 0.0055 b^3Sigmag- 1 48 1 a^3Piu 0 47 1 85RoWaMiVe.595
6895.7168 0.024600523 b^3Sigmag- 2 16 3 a^3Piu 1 15 3 85RoWaMiVe.793
6895.7172 0.024 b^3Sigmag- 2 16 3 a^3Piu 1 15 3 79AmChMa.879
6896.4602 0.007377398 b^3Sigmag- 2 20 1 a^3Piu 1 19 1 15ChKaBeTa.2393
6896.4698 0.0070774 b^3Sigmag- 2 20 1 a^3Piu 1 19 1 79AmChMa.825
6897.3614 0.0138215 b^3Sigmag- 2 6 3 a^3Piu 1 5 3 15ChKaBeTa.2408
6897.6381 0.007 b^3Sigmag- 2 4 1 a^3Piu 1 4 1 15ChKaBeTa.2359
6897.7808 0.0086779 b^3Sigmag- 2 3 2 a^3Piu 1 4 1 15ChKaBeTa.2427
6897.9324 0.053661108 b^3Sigmag- 2 16 3 a^3Piu 1 16 2 15ChKaBeTa.2502
6898.1018 0.009243322 b^3Sigmag- 2 17 2 a^3Piu 1 16 2 15ChKaBeTa.2402
6898.113 0.008730700000000001 b^3Sigmag- 2 17 2 a^3Piu 1 16 2 79AmChMa.851
6898.7132 0.0055 b^3Sigmag- 1 24 3 a^3Piu 0 25 3 85RoWaMiVe.496
6898.7159 0.0045 b^3Sigmag- 1 24 3 a^3Piu 0 25 3 79AmChMa.295
6898.8151 0.0055 b^3Sigmag- 2 14 3 a^3Piu 1 13 3 85RoWaMiVe.792
6898.8162 0.0045 b^3Sigmag- 2 14 3 a^3Piu 1 13 3 79AmChMa.878
6899.4084 0.009933 b^3Sigmag- 2 4 3 a^3Piu 1 4 2 15ChKaBeTa.2496
6899.5668 0.012978900000000002 b^3Sigmag- 2 5 2 a^3Piu 1 4 2 15ChKaBeTa.2397
6899.6694 0.009878000000000001 A^1Piu 6 13 1 X^1Sigmag+ 6 12 1 15ChKaBeTa.281
6900.0065 0.0045 b^3Sigmag- 2 8 3 a^3Piu 1 7 3 79AmChMa.875
6900.0111 0.0055 b^3Sigmag- 2 8 3 a^3Piu 1 7 3 85RoWaMiVe.791
6900.0463 0.0015 Bp^1Sigmag+ 0 6 1 A^1Piu 0 7 1 88DoNiBeb.524
6900.1587 0.0045 b^3Sigmag- 1 25 2 a^3Piu 0 26 2 79AmChMa.271
6900.1596 0.0055 b^3Sigmag- 1 25 2 a^3Piu 0 26 2 85RoWaMiVe.473
6900.1991 0.0015 Bp^1Sigmag+ 0 14 1 A^1Piu 0 14 1 88DoNiBeb.542
6900.2946 0.003 B^1Deltag 5 27 1 A^1Piu 2 28 1 16ChKaBeTa.718
6900.6073 0.007 b^3Sigmag- 2 12 3 a^3Piu 1 11 3 15ChKaBeTa.2410
6900.6135 0.0045 b^3Sigmag- 2 12 3 a^3Piu 1 11 3 79AmChMa.877
6901.0325 0.007 b^3Sigmag- 2 10 3 a^3Piu 1 9 3 15ChKaBeTa.2409
6901.0431 0.015086500000000001 b^3Sigmag- 2 10 3 a^3Piu 1 9 3 79AmChMa.876
6901.2771 0.012404700000000001 b^3Sigmag- 2 2 3 a^3Piu 1 1 2 15ChKaBeTa.2529
6901.3783 0.007702586 b^3Sigmag- 2 14 3 a^3Piu 1 14 2 15ChKaBeTa.2501
6901.4615 0.007396916 b^3Sigmag- 2 18 1 a^3Piu 1 17 1 15ChKaBeTa.2392
6901.4814 0.0206129 b^3Sigmag- 2 18 1 a^3Piu 1 17 1 79AmChMa.824
6901.6394 0.007 b^3Sigmag- 2 17 2 a^3Piu 1 17 1 15ChKaBeTa.2481
6902.228 0.0055 b^3Sigmag- 1 26 1 a^3Piu 0 27 1 85RoWaMiVe.445
6902.2287 0.0045 b^3Sigmag- 1 26 1 a^3Piu 0 27 1 79AmChMa.239
6902.3612 0.002 A^1Piu 6 11 1 X^1Sigmag+ 6 10 1 15ChKaBeTa.280
6902.4452 0.007 b^3Sigmag- 2 6 3 a^3Piu 1 6 2 15ChKaBeTa.2497
6902.5459 0.007 b^3Sigmag- 2 2 1 a^3Piu 1 2 1 15ChKaBeTa.2358
6902.5885 0.009308065 b^3Sigmag- 2 7 2 a^3Piu 1 6 2 15ChKaBeTa.2398
6902.6768 0.007 b^3Sigmag- 2 1 2 a^3Piu 1 2 1 15ChKaBeTa.2426
6903.5574 0.007 b^3Sigmag- 2 12 3 a^3Piu 1 12 2 15ChKaBeTa.2500
6903.5574 0.023141507 A^1Piu 6 9 1 X^1Sigmag+ 6 8 1 15ChKaBeTa.279
6903.6939 0.007 b^3Sigmag- 2 13 2 a^3Piu 1 12 2 15ChKaBeTa.2401
6903.6998 0.0091949 b^3Sigmag- 2 13 2 a^3Piu 1 12 2 79AmChMa.850
6904.1211 0.007 b^3Sigmag- 2 8 3 a^3Piu 1 8 2 15ChKaBeTa.2498
6904.2604 0.008176434 b^3Sigmag- 2 9 2 a^3Piu 1 8 2 79AmChMa.848
6904.2663 0.007 b^3Sigmag- 2 9 2 a^3Piu 1 8 2 15ChKaBeTa.2399
6904.4791 0.007 b^3Sigmag- 2 10 3 a^3Piu 1 10 2 15ChKaBeTa.2499
6904.6155 0.007111500000000001 b^3Sigmag- 2 11 2 a^3Piu 1 10 2 79AmChMa.849
6904.6185 0.007 b^3Sigmag- 2 11 2 a^3Piu 1 10 2 15ChKaBeTa.2400
6905.3346 0.007 b^3Sigmag- 2 16 1 a^3Piu 1 15 1 15ChKaBeTa.2391
6905.3414 0.0045 b^3Sigmag- 2 16 1 a^3Piu 1 15 1 79AmChMa.823
6905.5042 0.007 b^3Sigmag- 2 15 2 a^3Piu 1 15 1 15ChKaBeTa.2480
6907.3814 0.0015 Bp^1Sigmag+ 0 12 1 A^1Piu 0 12 1 88DoNiBeb.541
6908.108 0.007 b^3Sigmag- 2 14 1 a^3Piu 1 13 1 15ChKaBeTa.2390
6908.1134 0.0045 b^3Sigmag- 2 14 1 a^3Piu 1 13 1 79AmChMa.822
6908.2728 0.007 b^3Sigmag- 2 13 2 a^3Piu 1 13 1 15ChKaBeTa.2479
6908.765 0.011 b^3Sigmag- 2 2 3 a^3Piu 1 3 1 15ChKaBeTa.2445
6908.8096 0.007 b^3Sigmag- 2 4 1 a^3Piu 1 3 1 15ChKaBeTa.2385
6908.953 0.007 b^3Sigmag- 2 3 2 a^3Piu 1 3 1 15ChKaBeTa.2474
6909.3888 0.0015 Bp^1Sigmag+ 0 4 1 A^1Piu 0 5 1 88DoNiBeb.523
6909.7772 0.012864774 b^3Sigmag- 2 6 1 a^3Piu 1 5 1 15ChKaBeTa.2386
6909.7773 0.009004600000000001 b^3Sigmag- 2 4 3 a^3Piu 1 5 1 15ChKaBeTa.2446
6909.8258 0.007027873 b^3Sigmag- 2 12 1 a^3Piu 1 11 1 79AmChMa.821
6909.8317 0.007 b^3Sigmag- 2 12 1 a^3Piu 1 11 1 15ChKaBeTa.2389
6909.933 0.007 b^3Sigmag- 2 5 2 a^3Piu 1 5 1 15ChKaBeTa.2475
6909.9925 0.007 b^3Sigmag- 2 11 2 a^3Piu 1 11 1 15ChKaBeTa.2478
6910.4909 0.007 b^3Sigmag- 2 6 3 a^3Piu 1 7 1 15ChKaBeTa.2447
6910.4909 0.007 b^3Sigmag- 2 8 1 a^3Piu 1 7 1 15ChKaBeTa.2387
6910.5824 0.007 b^3Sigmag- 2 10 1 a^3Piu 1 9 1 15ChKaBeTa.2388
6910.5824 0.013797372 b^3Sigmag- 2 8 3 a^3Piu 1 9 1 15ChKaBeTa.2448
6910.6058 0.0319539 b^3Sigmag- 2 10 1 a^3Piu 1 9 1 79AmChMa.820
6910.6429 0.007 b^3Sigmag- 2 7 2 a^3Piu 1 7 1 15ChKaBeTa.2476
6910.7405 0.007 b^3Sigmag- 2 9 2 a^3Piu 1 9 1 15ChKaBeTa.2477
6912.1906 0.0230967 b^3Sigmag- 2 4 3 a^3Piu 1 3 2 15ChKaBeTa.2530
6912.4968 0.0055 b^3Sigmag- 1 32 3 a^3Piu 0 32 3 85RoWaMiVe.572
6912.4977 0.0045 b^3Sigmag- 1 32 3 a^3Piu 0 32 3 79AmChMa.461
6913.0837 0.001 A^1Piu 5 23 1 X^1Sigmag+ 5 24 1 15ChKaBeTa.264
6913.4979 0.0015 Bp^1Sigmag+ 0 10 1 A^1Piu 0 10 1 88DoNiBeb.540
6913.7645 0.003 B^1Deltag 5 33 1 A^1Piu 2 33 1 16ChKaBeTa.719
6914.7411 0.005190318 b^3Sigmag- 1 33 2 a^3Piu 0 33 2 79AmChMa.433
6914.7411 0.0055 b^3Sigmag- 1 33 2 a^3Piu 0 33 2 85RoWaMiVe.549
6915.1129 0.004591624 b^3Sigmag- 1 44 3 a^3Piu 0 43 3 79AmChMa.384
6915.1131 0.0055 b^3Sigmag- 1 44 3 a^3Piu 0 43 3 85RoWaMiVe.639
6915.5733 0.0045 b^3Sigmag- 1 34 1 a^3Piu 0 34 1 79AmChMa.404
6915.5742 0.0055 b^3Sigmag- 1 34 1 a^3Piu 0 34 1 85RoWaMiVe.525
6915.819 0.00238 b^3Sigmag- 1 45 2 a^3Piu 0 44 2 79AmChMa.360
6915.8192 0.0055 b^3Sigmag- 1 45 2 a^3Piu 0 44 2 85RoWaMiVe.617
6916.3701 0.031844188 b^3Sigmag- 1 18 1 a^3Piu 0 19 2 15ChKaBeTa.2201
6916.9642 0.0055 b^3Sigmag- 1 46 1 a^3Piu 0 45 1 85RoWaMiVe.594
6916.9672 0.0045 b^3Sigmag- 1 46 1 a^3Piu 0 45 1 79AmChMa.334
6917.0755 0.007 b^3Sigmag- 2 2 3 a^3Piu 1 2 1 15ChKaBeTa.2493
6917.2456 0.0116523 b^3Sigmag- 2 3 2 a^3Piu 1 2 1 15ChKaBeTa.2511
6917.6761 0.0015 Bp^1Sigmag+ 0 2 1 A^1Piu 0 3 1 88DoNiBeb.522
6918.0597 0.0015 Bp^1Sigmag+ 0 26 1 A^1Piu 0 25 1 88DoNiBeb.520
6918.5507 0.0015 Bp^1Sigmag+ 0 8 1 A^1Piu 0 8 1 88DoNiBeb.539
6919.6418 0.0055 b^3Sigmag- 1 22 3 a^3Piu 0 23 3 85RoWaMiVe.495
6919.6439 0.0045 b^3Sigmag- 1 22 3 a^3Piu 0 23 3 79AmChMa.294
6921.0403 0.007 b^3Sigmag- 1 24 1 a^3Piu 0 24 2 15ChKaBeTa.2247
6921.2187 0.0055 b^3Sigmag- 1 23 2 a^3Piu 0 24 2 85RoWaMiVe.472
6921.2196 0.0045 b^3Sigmag- 1 23 2 a^3Piu 0 24 2 79AmChMa.270
6921.8775 0.007 b^3Sigmag- 2 6 3 a^3Piu 1 5 2 15ChKaBeTa.2531
6922.3086 0.007 A^1Piu 5 30 1 X^1Sigmag+ 5 30 1 15ChKaBeTa.269
6922.5386 0.0015 Bp^1Sigmag+ 0 6 1 A^1Piu 0 6 1 88DoNiBeb.538
6923.4638 0.006739341 b^3Sigmag- 1 24 1 a^3Piu 0 25 1 85RoWaMiVe.444
6923.4656 0.008629341 b^3Sigmag- 1 24 1 a^3Piu 0 25 1 79AmChMa.238
6924.0233 0.01067 b^3Sigmag- 2 5 2 a^3Piu 1 4 1 15ChKaBeTa.2512
6924.9053 0.00355178 Bp^1Sigmag+ 0 0 1 A^1Piu 0 1 1 88DoNiBeb.521
6925.2655 0.002015443 Bp^1Sigmag+ 0 24 1 A^1Piu 0 23 1 88DoNiBeb.519
6925.4629 0.0015 Bp^1Sigmag+ 0 4 1 A^1Piu 0 4 1 88DoNiBeb.537
6927.3239 0.0015 Bp^1Sigmag+ 0 2 1 A^1Piu 0 2 1 88DoNiBeb.536
6928.008 0.003 B^1Deltag 5 25 1 A^1Piu 2 26 1 16ChKaBeTa.720
6930.1533 0.007 b^3Sigmag- 2 8 3 a^3Piu 1 7 2 15ChKaBeTa.2532
6930.5803 0.007 b^3Sigmag- 2 6 3 a^3Piu 1 6 1 15ChKaBeTa.2494
6930.7302 0.007 b^3Sigmag- 2 7 2 a^3Piu 1 6 1 15ChKaBeTa.2513
6931.4011 0.0015 Bp^1Sigmag+ 0 22 1 A^1Piu 0 21 1 88DoNiBeb.518
6931.7802 0.0045 b^3Sigmag- 1 30 3 a^3Piu 0 30 3 79AmChMa.460
6931.7805 0.0055 b^3Sigmag- 1 30 3 a^3Piu 0 30 3 85RoWaMiVe.571
6933.7527 0.0015 Bp^1Sigmag+ 0 2 1 A^1Piu 0 1 1 88DoNiBeb.508
6934.117 0.0045 b^3Sigmag- 1 31 2 a^3Piu 0 31 2 79AmChMa.432
6934.119 0.0055 b^3Sigmag- 1 31 2 a^3Piu 0 31 2 85RoWaMiVe.548
6935.0544 0.0055 b^3Sigmag- 1 32 1 a^3Piu 0 32 1 85RoWaMiVe.524
6935.4143 0.007027141 b^3Sigmag- 1 42 3 a^3Piu 0 41 3 85RoWaMiVe.638
6935.4163 0.004927141 b^3Sigmag- 1 42 3 a^3Piu 0 41 3 79AmChMa.383
6935.9218 0.007 b^3Sigmag- 1 15 2 a^3Piu 0 16 3 15ChKaBeTa.2224
6936.1756 0.0055 b^3Sigmag- 1 43 2 a^3Piu 0 42 2 85RoWaMiVe.616
6936.1812 0.0045 b^3Sigmag- 1 43 2 a^3Piu 0 42 2 79AmChMa.359
6936.461 0.0015 Bp^1Sigmag+ 0 20 1 A^1Piu 0 19 1 88DoNiBeb.517
6936.9854 0.0093203 b^3Sigmag- 2 9 2 a^3Piu 1 8 1 15ChKaBeTa.2514
6937.3646 0.007816906 b^3Sigmag- 1 44 1 a^3Piu 0 43 1 15ChKaBeTa.2184
6937.3726 0.009010100000000002 b^3Sigmag- 1 44 1 a^3Piu 0 43 1 79AmChMa.333
6938.3299 0.0015 Bp^1Sigmag+ 0 4 1 A^1Piu 0 3 1 88DoNiBeb.509
6939.0845 0.007 b^3Sigmag- 1 16 1 a^3Piu 0 17 2 15ChKaBeTa.2200
6939.3648 0.0045 b^3Sigmag- 1 20 3 a^3Piu 0 21 3 79AmChMa.293
6939.3658 0.0055 b^3Sigmag- 1 20 3 a^3Piu 0 21 3 85RoWaMiVe.494
6939.497 0.011114553 b^3Sigmag- 1 21 2 a^3Piu 0 21 3 15ChKaBeTa.2272
6940.1249 0.003 B^1Deltag 5 31 1 A^1Piu 2 31 1 16ChKaBeTa.721
6940.4449 0.0015 Bp^1Sigmag+ 0 18 1 A^1Piu 0 17 1 88DoNiBeb.516
6940.9154 0.010324516 b^3Sigmag- 1 22 1 a^3Piu 0 22 2 15ChKaBeTa.2246
6941.0974 0.0055 b^3Sigmag- 1 21 2 a^3Piu 0 22 2 85RoWaMiVe.471
6941.0989 0.0045 b^3Sigmag- 1 21 2 a^3Piu 0 22 2 79AmChMa.269
6941.8384 0.0015 Bp^1Sigmag+ 0 6 1 A^1Piu 0 5 1 88DoNiBeb.510
6942.4846 0.008040321 b^3Sigmag- 2 11 2 a^3Piu 1 10 1 15ChKaBeTa.2515
6943.3574 0.0015 Bp^1Sigmag+ 0 16 1 A^1Piu 0 15 1 88DoNiBeb.515
6943.5443 0.0055 b^3Sigmag- 1 22 1 a^3Piu 0 23 1 85RoWaMiVe.443
6943.5462 0.0045 b^3Sigmag- 1 22 1 a^3Piu 0 23 1 79AmChMa.237
6944.2805 0.0015 Bp^1Sigmag+ 0 8 1 A^1Piu 0 7 1 88DoNiBeb.511
6944.8633 0.007 A^1Piu 5 28 1 X^1Sigmag+ 5 28 1 15ChKaBeTa.268
6945.1939 0.0015 Bp^1Sigmag+ 0 14 1 A^1Piu 0 13 1 88DoNiBeb.514
6945.6536 0.002 Bp^1Sigmag+ 0 10 1 A^1Piu 0 9 1 88DoNiBeb.512
6945.9601 0.0015 Bp^1Sigmag+ 0 12 1 A^1Piu 0 11 1 88DoNiBeb.513
6946.9387 0.007 b^3Sigmag- 2 14 3 a^3Piu 1 13 2 15ChKaBeTa.2533
6947.081 0.007 b^3Sigmag- 2 13 2 a^3Piu 1 12 1 15ChKaBeTa.2516
6947.669 0.007 b^3Sigmag- 2 6 3 a^3Piu 1 5 1 15ChKaBeTa.2528
6949.8639 0.0045 b^3Sigmag- 1 28 3 a^3Piu 0 28 3 79AmChMa.459
6949.8642 0.0055 b^3Sigmag- 1 28 3 a^3Piu 0 28 3 85RoWaMiVe.570
6950.6558 0.007 b^3Sigmag- 2 15 2 a^3Piu 1 14 1 15ChKaBeTa.2517
6951.7134 0.007 b^3Sigmag- 2 22 3 a^3Piu 1 21 2 15ChKaBeTa.2535
6951.7994 0.011 b^3Sigmag- 2 18 3 a^3Piu 1 17 2 15ChKaBeTa.2534
6952.3029 0.0045 b^3Sigmag- 1 29 2 a^3Piu 0 29 2 79AmChMa.431
6952.303 0.0055 b^3Sigmag- 1 29 2 a^3Piu 0 29 2 85RoWaMiVe.547
6952.522 0.009783058 B^1Deltag 5 30 1 A^1Piu 2 30 1 16ChKaBeTa.722
6953.1519 0.009061132 b^3Sigmag- 2 17 2 a^3Piu 1 16 1 15ChKaBeTa.2518
6953.363 0.0055 b^3Sigmag- 1 30 1 a^3Piu 0 30 1 85RoWaMiVe.523
6953.3643 0.0045 b^3Sigmag- 1 30 1 a^3Piu 0 30 1 79AmChMa.402
6953.5404 0.007 b^3Sigmag- 1 29 2 a^3Piu 0 30 1 15ChKaBeTa.2216
6954.495 0.012733563 b^3Sigmag- 1 40 3 a^3Piu 0 39 3 85RoWaMiVe.637
6954.5051 0.023338563 b^3Sigmag- 1 40 3 a^3Piu 0 39 3 79AmChMa.382
6955.3229 0.008788207 b^3Sigmag- 1 41 2 a^3Piu 0 40 2 85RoWaMiVe.615
6955.3315 0.0045 b^3Sigmag- 1 41 2 a^3Piu 0 40 2 79AmChMa.358
6956.4969 0.007 b^3Sigmag- 1 42 1 a^3Piu 0 41 1 15ChKaBeTa.2183
6956.5008 0.0045 b^3Sigmag- 1 42 1 a^3Piu 0 41 1 79AmChMa.332
6957.1498 0.007 b^3Sigmag- 1 13 2 a^3Piu 0 14 3 15ChKaBeTa.2223
6957.8765 0.0055 b^3Sigmag- 1 18 3 a^3Piu 0 19 3 85RoWaMiVe.493
6957.8766 0.0045 b^3Sigmag- 1 18 3 a^3Piu 0 19 3 79AmChMa.292
6958.0024 0.007 b^3Sigmag- 1 19 2 a^3Piu 0 19 3 15ChKaBeTa.2271
6959.6036 0.016532349 b^3Sigmag- 1 20 1 a^3Piu 0 20 2 15ChKaBeTa.2245
6959.7875 0.0045 b^3Sigmag- 1 19 2 a^3Piu 0 20 2 79AmChMa.268
6959.7893 0.0055 b^3Sigmag- 1 19 2 a^3Piu 0 20 2 85RoWaMiVe.470
6960.5876 0.011904815 b^3Sigmag- 1 14 1 a^3Piu 0 15 2 15ChKaBeTa.2199
6962.476 0.0055 b^3Sigmag- 1 20 1 a^3Piu 0 21 1 85RoWaMiVe.442
6962.478 0.0045 b^3Sigmag- 1 20 1 a^3Piu 0 21 1 79AmChMa.236
6964.875 0.003 B^1Deltag 5 29 1 A^1Piu 2 29 1 16ChKaBeTa.723
6966.2952 0.007 A^1Piu 5 26 1 X^1Sigmag+ 5 26 1 15ChKaBeTa.267
6966.7438 0.0055 b^3Sigmag- 1 26 3 a^3Piu 0 26 3 85RoWaMiVe.569
6966.744 0.0045 b^3Sigmag- 1 26 3 a^3Piu 0 26 3 79AmChMa.458
6969.2991 0.0045 b^3Sigmag- 1 27 2 a^3Piu 0 27 2 79AmChMa.430
6969.2992 0.0055 b^3Sigmag- 1 27 2 a^3Piu 0 27 2 85RoWaMiVe.546
6970.5007 0.0045 b^3Sigmag- 1 28 1 a^3Piu 0 28 1 79AmChMa.401
6970.5011 0.0055 b^3Sigmag- 1 28 1 a^3Piu 0 28 1 85RoWaMiVe.522
6970.6872 0.010357981 b^3Sigmag- 1 27 2 a^3Piu 0 28 1 15ChKaBeTa.2215
6972.3758 0.0055 b^3Sigmag- 1 38 3 a^3Piu 0 37 3 85RoWaMiVe.636
6972.3791 0.005 b^3Sigmag- 1 38 3 a^3Piu 0 37 3 79AmChMa.381
6973.2649 0.0055 b^3Sigmag- 1 39 2 a^3Piu 0 38 2 85RoWaMiVe.614
6973.2686 0.0045 b^3Sigmag- 1 39 2 a^3Piu 0 38 2 79AmChMa.357
6974.9013 0.025157806 b^3Sigmag- 1 40 1 a^3Piu 0 39 1 15ChKaBeTa.2182
6975.158 0.0055 b^3Sigmag- 1 16 3 a^3Piu 0 17 3 85RoWaMiVe.492
6975.1606 0.0045 b^3Sigmag- 1 16 3 a^3Piu 0 17 3 79AmChMa.291
6975.2924 0.007 b^3Sigmag- 1 17 2 a^3Piu 0 17 3 15ChKaBeTa.2270
6976.4961 0.003 B^1Deltag 5 28 1 A^1Piu 2 28 1 16ChKaBeTa.724
6977.0956 0.009092731 b^3Sigmag- 1 11 2 a^3Piu 0 12 3 15ChKaBeTa.2222
6977.0956 0.038420562 b^3Sigmag- 1 18 1 a^3Piu 0 18 2 15ChKaBeTa.2244
6977.2824 0.0055 b^3Sigmag- 1 17 2 a^3Piu 0 18 2 85RoWaMiVe.469
6977.2833 0.0045 b^3Sigmag- 1 17 2 a^3Piu 0 18 2 79AmChMa.267
6978.6029 0.005 B^1Deltag 5 21 1 A^1Piu 2 22 1 16ChKaBeTa.725
6980.2656 0.022389338 b^3Sigmag- 1 18 1 a^3Piu 0 19 1 85RoWaMiVe.441
6980.2913 0.026389000000000003 b^3Sigmag- 1 18 1 a^3Piu 0 19 1 79AmChMa.235
6980.9019 0.007 b^3Sigmag- 1 12 1 a^3Piu 0 13 2 15ChKaBeTa.2198
6980.9019 0.007 A^1Piu 5 17 1 X^1Sigmag+ 5 18 1 15ChKaBeTa.263
6982.416 0.0055 b^3Sigmag- 1 24 3 a^3Piu 0 24 3 85RoWaMiVe.568
6982.4168 0.0045 b^3Sigmag- 1 24 3 a^3Piu 0 24 3 79AmChMa.457
6985.1008 0.0055 b^3Sigmag- 1 25 2 a^3Piu 0 25 2 85RoWaMiVe.545
6985.1082 0.006538697 b^3Sigmag- 1 25 2 a^3Piu 0 25 2 79AmChMa.429
6986.4692 0.0055 b^3Sigmag- 1 26 1 a^3Piu 0 26 1 85RoWaMiVe.521
6986.4701 0.0045 b^3Sigmag- 1 26 1 a^3Piu 0 26 1 79AmChMa.400
6986.6493 0.007 b^3Sigmag- 1 25 2 a^3Piu 0 26 1 15ChKaBeTa.2214
6988.008 0.003 B^1Deltag 5 27 1 A^1Piu 2 27 1 16ChKaBeTa.726
6989.0374 0.0055 b^3Sigmag- 1 36 3 a^3Piu 0 35 3 85RoWaMiVe.635
6989.0377 0.0045 b^3Sigmag- 1 36 3 a^3Piu 0 35 3 79AmChMa.380
6989.9945 0.0055 b^3Sigmag- 1 37 2 a^3Piu 0 36 2 85RoWaMiVe.613
6989.9968 0.0045 b^3Sigmag- 1 37 2 a^3Piu 0 36 2 79AmChMa.356
6991.2019 0.0055 b^3Sigmag- 1 14 3 a^3Piu 0 15 3 85RoWaMiVe.491
6991.2034 0.0045 b^3Sigmag- 1 14 3 a^3Piu 0 15 3 79AmChMa.290
6991.3334 0.007 b^3Sigmag- 1 15 2 a^3Piu 0 15 3 15ChKaBeTa.2269
6991.5224 0.007559808 b^3Sigmag- 1 38 1 a^3Piu 0 37 1 15ChKaBeTa.2181
6991.5231 0.006824808 b^3Sigmag- 1 38 1 a^3Piu 0 37 1 79AmChMa.330
6993.3993 0.008 b^3Sigmag- 1 16 1 a^3Piu 0 16 2 15ChKaBeTa.2243
6993.5751 0.0045 b^3Sigmag- 1 15 2 a^3Piu 0 16 2 79AmChMa.266
6993.577 0.0055 b^3Sigmag- 1 15 2 a^3Piu 0 16 2 85RoWaMiVe.468
6995.5423 0.00797171 b^3Sigmag- 1 10 1 a^3Piu 0 10 3 15ChKaBeTa.2250
6995.7051 0.007 b^3Sigmag- 1 9 2 a^3Piu 0 10 3 15ChKaBeTa.2221
6996.8705 0.005648003 b^3Sigmag- 1 22 3 a^3Piu 0 22 3 85RoWaMiVe.567
6996.8816 0.008572899 b^3Sigmag- 1 22 3 a^3Piu 0 22 3 79AmChMa.456
69974.22 0.1 f^3Sigmag- 0 24 3 a^3Piu 0 25 3 69HeLaMa.113
69975.46 0.1 f^3Sigmag- 0 25 2 a^3Piu 0 26 2 69HeLaMa.102
69977.91 0.1 f^3Sigmag- 0 26 1 a^3Piu 0 27 1 69HeLaMa.90
69988.36 0.1 f^3Sigmag- 0 30 3 a^3Piu 0 30 3 69HeLaMa.43
6999.7085 0.0055 b^3Sigmag- 1 23 2 a^3Piu 0 23 2 85RoWaMiVe.544
6999.9759 0.015545626 b^3Sigmag- 1 10 1 a^3Piu 0 11 2 15ChKaBeTa.2197
69990.5 0.1 f^3Sigmag- 0 31 2 a^3Piu 0 31 2 69HeLaMa.29
69991.87 0.1 f^3Sigmag- 0 32 1 a^3Piu 0 32 1 69HeLaMa.14
7000.4689 0.007 A^1Piu 5 15 1 X^1Sigmag+ 5 16 1 15ChKaBeTa.262
70000.49 0.1327018 f^3Sigmag- 0 22 3 a^3Piu 0 23 3 69HeLaMa.112
70002.03 0.1 f^3Sigmag- 0 23 2 a^3Piu 0 24 2 69HeLaMa.101
70004.4 0.1 f^3Sigmag- 0 24 1 a^3Piu 0 25 1 69HeLaMa.89
7001.271 0.0055 b^3Sigmag- 1 24 1 a^3Piu 0 24 1 85RoWaMiVe.520
7001.4511 0.007 b^3Sigmag- 1 23 2 a^3Piu 0 24 1 15ChKaBeTa.2213
7001.4981 0.003319558 B^1Deltag 5 19 1 A^1Piu 2 20 1 88DoNiBeb.277
70013.48 0.1 f^3Sigmag- 0 28 3 a^3Piu 0 28 3 69HeLaMa.42
70015.69 0.1 f^3Sigmag- 0 29 2 a^3Piu 0 29 2 69HeLaMa.28
70016.97 0.1 f^3Sigmag- 0 30 1 a^3Piu 0 30 1 69HeLaMa.13
70026.52 0.1 f^3Sigmag- 0 21 2 a^3Piu 0 22 2 69HeLaMa.100
70029.33 0.1 f^3Sigmag- 0 22 1 a^3Piu 0 23 1 69HeLaMa.88
7003.977 0.0015 A^1Piu 5 22 1 X^1Sigmag+ 5 22 1 88DoNiBea.61
70036.89 0.1 f^3Sigmag- 0 26 3 a^3Piu 0 26 3 69HeLaMa.41
70038.99 0.1 f^3Sigmag- 0 27 2 a^3Piu 0 27 2 69HeLaMa.27
7004.4797 0.0055 b^3Sigmag- 1 34 3 a^3Piu 0 33 3 85RoWaMiVe.634
7004.4799 0.0045 b^3Sigmag- 1 34 3 a^3Piu 0 33 3 79AmChMa.379
70040.42 0.1 f^3Sigmag- 0 28 1 a^3Piu 0 28 1 69HeLaMa.12
70047.64 0.1 f^3Sigmag- 0 18 3 a^3Piu 0 19 3 69HeLaMa.110
70049.41 0.1452 f^3Sigmag- 0 19 2 a^3Piu 0 20 2 69HeLaMa.99
7005.5171 0.0055 b^3Sigmag- 1 35 2 a^3Piu 0 34 2 85RoWaMiVe.612
7005.5184 0.005620959 b^3Sigmag- 1 35 2 a^3Piu 0 34 2 79AmChMa.355
7005.9748 0.0045 b^3Sigmag- 1 12 3 a^3Piu 0 13 3 79AmChMa.289
7005.9782 0.0055 b^3Sigmag- 1 12 3 a^3Piu 0 13 3 85RoWaMiVe.490
70052.33 0.1 f^3Sigmag- 0 20 1 a^3Piu 0 21 1 69HeLaMa.87
70058.1 0.1 f^3Sigmag- 0 24 3 a^3Piu 0 24 3 69HeLaMa.40
70060.55 0.1 f^3Sigmag- 0 25 2 a^3Piu 0 25 2 69HeLaMa.26
70062.32 0.1410772 f^3Sigmag- 0 26 1 a^3Piu 0 26 1 69HeLaMa.11
70068.64 0.1 f^3Sigmag- 0 16 3 a^3Piu 0 17 3 69HeLaMa.109
7007.1086 0.002219177 b^3Sigmag- 1 36 1 a^3Piu 0 35 1 15ChKaBeTa.2180
7007.1111 0.0045 b^3Sigmag- 1 36 1 a^3Piu 0 35 1 79AmChMa.329
70070.71 0.1 f^3Sigmag- 0 17 2 a^3Piu 0 18 2 69HeLaMa.98
70073.85 0.1 f^3Sigmag- 0 18 1 a^3Piu 0 19 1 69HeLaMa.86
70077.87 0.1 f^3Sigmag- 0 22 3 a^3Piu 0 22 3 69HeLaMa.39
7008.4906 0.007 b^3Sigmag- 1 14 1 a^3Piu 0 14 2 15ChKaBeTa.2242
7008.6598 0.010294671 b^3Sigmag- 1 13 2 a^3Piu 0 14 2 85RoWaMiVe.467
7008.6697 0.0045 b^3Sigmag- 1 13 2 a^3Piu 0 14 2 79AmChMa.265
70080.45 0.1 f^3Sigmag- 0 23 2 a^3Piu 0 23 2 69HeLaMa.25
70082.19 0.1 f^3Sigmag- 0 24 1 a^3Piu 0 24 1 69HeLaMa.10
70087.9 0.1 f^3Sigmag- 0 14 3 a^3Piu 0 15 3 69HeLaMa.108
70089.94 0.1 f^3Sigmag- 0 15 2 a^3Piu 0 16 2 69HeLaMa.97
7009.525 0.004786557 B^1Deltag 5 25 1 A^1Piu 2 25 1 16ChKaBeTa.727
70093.71 0.1 f^3Sigmag- 0 16 1 a^3Piu 0 17 1 69HeLaMa.85
70095.21 0.1 f^3Sigmag- 0 20 3 a^3Piu 0 20 3 69HeLaMa.38
70098.7 0.1875907 f^3Sigmag- 0 21 2 a^3Piu 0 21 2 69HeLaMa.24
7010.1072 0.0055 b^3Sigmag- 1 20 3 a^3Piu 0 20 3 85RoWaMiVe.566
70100.64 0.1 f^3Sigmag- 0 22 1 a^3Piu 0 22 1 69HeLaMa.9
70105.45 0.202675 f^3Sigmag- 0 12 3 a^3Piu 0 13 3 69HeLaMa.107
70107.99 0.1 f^3Sigmag- 0 13 2 a^3Piu 0 14 2 69HeLaMa.96
70111.93 0.2 f^3Sigmag- 0 14 1 a^3Piu 0 15 1 69HeLaMa.84
70111.93 0.2 f^3Sigmag- 0 18 3 a^3Piu 0 18 3 69HeLaMa.37
70114.94 0.1 f^3Sigmag- 0 19 2 a^3Piu 0 19 2 69HeLaMa.23
70117.34 0.1 f^3Sigmag- 0 20 1 a^3Piu 0 20 1 69HeLaMa.8
7012.4665 0.0045 b^3Sigmag- 1 14 1 a^3Piu 0 15 1 79AmChMa.234
7012.4682 0.0055 b^3Sigmag- 1 14 1 a^3Piu 0 15 1 85RoWaMiVe.440
7012.7763 0.007 b^3Sigmag- 1 8 1 a^3Piu 0 8 3 15ChKaBeTa.2249
7012.9204 0.012044194 b^3Sigmag- 1 7 2 a^3Piu 0 8 3 15ChKaBeTa.2220
70121.19 0.1 f^3Sigmag- 0 10 3 a^3Piu 0 11 3 69HeLaMa.106
70124.06 0.2 f^3Sigmag- 0 11 2 a^3Piu 0 12 2 69HeLaMa.95
70124.06 0.2 f^3Sigmag- 0 26 3 a^3Piu 0 25 3 69HeLaMa.79
70125.19 0.1 f^3Sigmag- 0 27 2 a^3Piu 0 26 2 69HeLaMa.67
70126.44 0.1 f^3Sigmag- 0 16 3 a^3Piu 0 16 3 69HeLaMa.36
70127.37 0.1 f^3Sigmag- 0 28 1 a^3Piu 0 27 1 69HeLaMa.55
70128.63 0.1 f^3Sigmag- 0 12 1 a^3Piu 0 13 1 69HeLaMa.83
70129.63 0.1 f^3Sigmag- 0 17 2 a^3Piu 0 17 2 69HeLaMa.22
7013.1183 0.0045 b^3Sigmag- 1 21 2 a^3Piu 0 21 2 79AmChMa.427
7013.1184 0.0055 b^3Sigmag- 1 21 2 a^3Piu 0 21 2 85RoWaMiVe.543
70132.32 0.1 f^3Sigmag- 0 18 1 a^3Piu 0 18 1 69HeLaMa.7
70135.11 0.1 f^3Sigmag- 0 8 3 a^3Piu 0 9 3 69HeLaMa.105
70138.48 0.1 f^3Sigmag- 0 9 2 a^3Piu 0 10 2 69HeLaMa.94
70139.19 0.2 f^3Sigmag- 0 14 3 a^3Piu 0 14 3 69HeLaMa.35
70139.19 0.3733004 f^3Sigmag- 0 24 3 a^3Piu 0 23 3 69HeLaMa.78
7014.9125 0.0045 b^3Sigmag- 1 22 1 a^3Piu 0 22 1 79AmChMa.398
7014.9125 0.0055 b^3Sigmag- 1 22 1 a^3Piu 0 22 1 85RoWaMiVe.519
70140.4 0.1 f^3Sigmag- 0 25 2 a^3Piu 0 24 2 69HeLaMa.66
70142.68 0.2 f^3Sigmag- 0 15 2 a^3Piu 0 15 2 69HeLaMa.21
70142.68 0.3077305 f^3Sigmag- 0 26 1 a^3Piu 0 25 1 69HeLaMa.54
70144.01 0.1 f^3Sigmag- 0 10 1 a^3Piu 0 11 1 69HeLaMa.82
70145.77 0.1 f^3Sigmag- 0 16 1 a^3Piu 0 16 1 69HeLaMa.6
70147.33 0.1 f^3Sigmag- 0 6 3 a^3Piu 0 7 3 69HeLaMa.104
70149.99 0.1552837 f^3Sigmag- 0 12 3 a^3Piu 0 12 3 69HeLaMa.34
7015.0911 0.007 b^3Sigmag- 1 21 2 a^3Piu 0 22 1 15ChKaBeTa.2212
70151.33 0.1 f^3Sigmag- 0 7 2 a^3Piu 0 8 2 69HeLaMa.93
70152.51 0.1 f^3Sigmag- 0 22 3 a^3Piu 0 21 3 69HeLaMa.77
70153.97 0.2 f^3Sigmag- 0 13 2 a^3Piu 0 13 2 69HeLaMa.20
70153.97 0.2 f^3Sigmag- 0 23 2 a^3Piu 0 22 2 69HeLaMa.65
70156.71 0.1 f^3Sigmag- 0 24 1 a^3Piu 0 23 1 69HeLaMa.53
70157.62 0.2 f^3Sigmag- 0 14 1 a^3Piu 0 14 1 69HeLaMa.5
70157.62 0.2 f^3Sigmag- 0 8 1 a^3Piu 0 9 1 69HeLaMa.81
70157.62 0.4587374 f^3Sigmag- 0 4 3 a^3Piu 0 5 3 69HeLaMa.103
70159.16 0.1764587 f^3Sigmag- 0 10 3 a^3Piu 0 10 3 69HeLaMa.33
70162.35 0.1 f^3Sigmag- 0 5 2 a^3Piu 0 6 2 69HeLaMa.92
70163.57 0.2 f^3Sigmag- 0 11 2 a^3Piu 0 11 2 69HeLaMa.19
70163.57 0.2 f^3Sigmag- 0 20 3 a^3Piu 0 19 3 69HeLaMa.76
70165.52 0.1816485 f^3Sigmag- 0 21 2 a^3Piu 0 20 2 69HeLaMa.64
70166.45 0.1 f^3Sigmag- 0 8 3 a^3Piu 0 8 3 69HeLaMa.32
70167.87 0.1 f^3Sigmag- 0 12 1 a^3Piu 0 12 1 69HeLaMa.4
70168.69 0.1 f^3Sigmag- 0 22 1 a^3Piu 0 21 1 69HeLaMa.52
7017.817 0.007 b^3Sigmag- 1 8 1 a^3Piu 0 9 2 15ChKaBeTa.2196
70170.5 0.1 f^3Sigmag- 0 6 1 a^3Piu 0 7 1 69HeLaMa.80
70171.37 0.2 f^3Sigmag- 0 3 2 a^3Piu 0 4 2 69HeLaMa.91
70171.61 0.2 f^3Sigmag- 0 9 2 a^3Piu 0 9 2 69HeLaMa.18
70171.68 0.2 f^3Sigmag- 0 6 3 a^3Piu 0 6 3 69HeLaMa.31
70173.91 0.1624876 f^3Sigmag- 0 18 3 a^3Piu 0 17 3 69HeLaMa.75
70174.89 0.1 f^3Sigmag- 0 4 3 a^3Piu 0 4 3 69HeLaMa.30
70175.74 0.1 f^3Sigmag- 0 19 2 a^3Piu 0 18 2 69HeLaMa.63
70176.66 0.1 f^3Sigmag- 0 10 1 a^3Piu 0 10 1 69HeLaMa.3
70177.57 0.1 f^3Sigmag- 0 7 2 a^3Piu 0 7 2 69HeLaMa.17
70178.95 0.1 f^3Sigmag- 0 20 1 a^3Piu 0 19 1 69HeLaMa.51
7018.5101 0.007 A^1Piu 5 13 1 X^1Sigmag+ 5 14 1 15ChKaBeTa.261
7018.7012 0.007112600000000001 b^3Sigmag- 1 32 3 a^3Piu 0 31 3 85RoWaMiVe.633
7018.7065 0.0045 b^3Sigmag- 1 32 3 a^3Piu 0 31 3 79AmChMa.378
70182.03 0.2 f^3Sigmag- 0 5 2 a^3Piu 0 5 2 69HeLaMa.16
70184.15 0.2 f^3Sigmag- 0 17 2 a^3Piu 0 16 2 69HeLaMa.62
70184.15 0.2 f^3Sigmag- 0 3 2 a^3Piu 0 3 2 69HeLaMa.15
70184.15 0.2 f^3Sigmag- 0 8 1 a^3Piu 0 8 1 69HeLaMa.2
70187.68 0.2 f^3Sigmag- 0 18 1 a^3Piu 0 17 1 69HeLaMa.50
70188.04 0.2 f^3Sigmag- 0 14 3 a^3Piu 0 13 3 69HeLaMa.73
7019.4552 0.004 b^3Sigmag- 1 10 3 a^3Piu 0 11 3 15ChKaBeTa.2154
7019.4594 0.0045 b^3Sigmag- 1 10 3 a^3Piu 0 11 3 79AmChMa.288
7019.5505 0.003 B^1Deltag 5 24 1 A^1Piu 2 24 1 16ChKaBeTa.728
7019.5988 0.007 b^3Sigmag- 1 11 2 a^3Piu 0 11 3 15ChKaBeTa.2268
7019.8273 0.0055 b^3Sigmag- 1 33 2 a^3Piu 0 32 2 85RoWaMiVe.611
7019.8311 0.0045 b^3Sigmag- 1 33 2 a^3Piu 0 32 2 79AmChMa.354
70190.65 0.2 f^3Sigmag- 0 6 1 a^3Piu 0 6 1 69HeLaMa.1
70190.65 0.2593745 f^3Sigmag- 0 15 2 a^3Piu 0 14 2 69HeLaMa.61
70190.65 0.36440800000000007 f^3Sigmag- 0 4 3 a^3Piu 0 3 3 69HeLaMa.68
70192.52 0.1 f^3Sigmag- 0 12 3 a^3Piu 0 11 3 69HeLaMa.72
70194.57 0.2 f^3Sigmag- 0 16 1 a^3Piu 0 15 1 69HeLaMa.49
70194.57 0.2 f^3Sigmag- 0 6 3 a^3Piu 0 5 3 69HeLaMa.69
70195.24 0.3611388 f^3Sigmag- 0 13 2 a^3Piu 0 12 2 69HeLaMa.60
70195.24 0.4799663 f^3Sigmag- 0 10 3 a^3Piu 0 9 3 69HeLaMa.71
70196.33 0.4326278 f^3Sigmag- 0 8 3 a^3Piu 0 7 3 69HeLaMa.70
70197.66 0.2 f^3Sigmag- 0 5 2 a^3Piu 0 4 2 69HeLaMa.56
70198.54 0.2 f^3Sigmag- 0 11 2 a^3Piu 0 10 2 69HeLaMa.59
70199.91 0.2 f^3Sigmag- 0 14 1 a^3Piu 0 13 1 69HeLaMa.48
70199.91 0.2 f^3Sigmag- 0 9 2 a^3Piu 0 8 2 69HeLaMa.58
70199.91 0.2685881 f^3Sigmag- 0 7 2 a^3Piu 0 6 2 69HeLaMa.57
70203.98 0.1 f^3Sigmag- 0 12 1 a^3Piu 0 11 1 69HeLaMa.47
70206.44 0.1 f^3Sigmag- 0 10 1 a^3Piu 0 9 1 69HeLaMa.46
70207.75 0.2 f^3Sigmag- 0 8 1 a^3Piu 0 7 1 69HeLaMa.45
70207.75 0.271667 f^3Sigmag- 0 6 1 a^3Piu 0 5 1 69HeLaMa.44
7021.5115 0.0045 b^3Sigmag- 1 34 1 a^3Piu 0 33 1 79AmChMa.328
7021.5145 0.0055 b^3Sigmag- 1 34 1 a^3Piu 0 33 1 85RoWaMiVe.593
7022.111 0.0055 b^3Sigmag- 1 18 3 a^3Piu 0 18 3 85RoWaMiVe.565
7022.1126 0.0045 b^3Sigmag- 1 18 3 a^3Piu 0 18 3 79AmChMa.454
7022.3631 0.007 b^3Sigmag- 1 12 1 a^3Piu 0 12 2 15ChKaBeTa.2241
7022.5273 0.0055 b^3Sigmag- 1 11 2 a^3Piu 0 12 2 85RoWaMiVe.466
7022.529 0.0045 b^3Sigmag- 1 11 2 a^3Piu 0 12 2 79AmChMa.264
7022.7601 0.007998184 B^1Deltag 5 17 1 A^1Piu 2 18 1 88DoNiBeb.276
7025.1867 0.012975125 b^3Sigmag- 1 18 3 a^3Piu 0 19 2 15ChKaBeTa.2235
7025.3214 0.004708 b^3Sigmag- 1 19 2 a^3Piu 0 19 2 79AmChMa.426
7025.3255 0.0055 b^3Sigmag- 1 19 2 a^3Piu 0 19 2 85RoWaMiVe.542
7026.9288 0.0055 b^3Sigmag- 1 12 1 a^3Piu 0 13 1 85RoWaMiVe.439
7026.931 0.0045 b^3Sigmag- 1 12 1 a^3Piu 0 13 1 79AmChMa.233
7027.3992 0.0055 b^3Sigmag- 1 20 1 a^3Piu 0 20 1 85RoWaMiVe.518
7027.4 0.00164 b^3Sigmag- 1 20 1 a^3Piu 0 20 1 79AmChMa.397
7027.578 0.011313739 b^3Sigmag- 1 19 2 a^3Piu 0 20 1 15ChKaBeTa.2211
7028.4702 0.007 b^3Sigmag- 1 6 1 a^3Piu 0 6 3 15ChKaBeTa.2248
7028.6198 0.007 b^3Sigmag- 1 5 2 a^3Piu 0 6 3 15ChKaBeTa.2219
7029.4157 0.009 B^1Deltag 5 23 1 A^1Piu 2 23 1 88DoNiBeb.318
7031.5814 0.007 b^3Sigmag- 1 8 3 a^3Piu 0 9 3 15ChKaBeTa.2153
7031.5878 0.0062876 b^3Sigmag- 1 8 3 a^3Piu 0 9 3 79AmChMa.287
7031.7135 0.0055 b^3Sigmag- 1 30 3 a^3Piu 0 29 3 85RoWaMiVe.632
7031.7149 0.0045 b^3Sigmag- 1 30 3 a^3Piu 0 29 3 79AmChMa.377
7031.7225 0.008431203 b^3Sigmag- 1 9 2 a^3Piu 0 9 3 15ChKaBeTa.2267
7032.8691 0.0055 b^3Sigmag- 1 16 3 a^3Piu 0 16 3 85RoWaMiVe.564
7032.8756 0.007667 b^3Sigmag- 1 16 3 a^3Piu 0 16 3 79AmChMa.453
7032.9347 0.015281862 b^3Sigmag- 1 31 2 a^3Piu 0 30 2 85RoWaMiVe.610
7033.0031 0.007 b^3Sigmag- 1 17 2 a^3Piu 0 16 3 15ChKaBeTa.2312
7034.3486 0.007 b^3Sigmag- 1 6 1 a^3Piu 0 7 2 15ChKaBeTa.2195
7034.7194 0.007 b^3Sigmag- 1 32 1 a^3Piu 0 31 1 15ChKaBeTa.2179
7034.7296 0.006923329 b^3Sigmag- 1 32 1 a^3Piu 0 31 1 79AmChMa.327
7034.9936 0.007 b^3Sigmag- 1 10 1 a^3Piu 0 10 2 15ChKaBeTa.2240
7035.1544 0.0045 b^3Sigmag- 1 9 2 a^3Piu 0 10 2 79AmChMa.263
7035.1547 0.0055 b^3Sigmag- 1 9 2 a^3Piu 0 10 2 85RoWaMiVe.465
7035.6016 0.0015 A^1Piu 5 18 1 X^1Sigmag+ 5 18 1 88DoNiBea.60
7036.1877 0.014544925 b^3Sigmag- 1 16 3 a^3Piu 0 17 2 15ChKaBeTa.2234
7036.3278 0.0055 b^3Sigmag- 1 17 2 a^3Piu 0 17 2 85RoWaMiVe.541
7036.3289 0.0045 b^3Sigmag- 1 17 2 a^3Piu 0 17 2 79AmChMa.425
7037.2319 0.014293400000000001 b^3Sigmag- 8 28 1 a^3Piu 6 29 1 15ChKaBeTa.3693
7038.646 0.0015 B^1Deltag 5 22 1 A^1Piu 2 22 1 88DoNiBeb.275
7038.7433 0.017279977 b^3Sigmag- 1 18 1 a^3Piu 0 18 1 85RoWaMiVe.517
7038.9193 0.009435422 b^3Sigmag- 1 17 2 a^3Piu 0 18 1 15ChKaBeTa.2210
7040.3465 0.0055 b^3Sigmag- 1 10 1 a^3Piu 0 11 1 85RoWaMiVe.438
7040.3506 0.0045 b^3Sigmag- 1 10 1 a^3Piu 0 11 1 79AmChMa.232
7042.2647 0.007 b^3Sigmag- 1 6 3 a^3Piu 0 7 3 15ChKaBeTa.2152
7042.2647 0.007 b^3Sigmag- 1 8 1 a^3Piu 0 7 3 15ChKaBeTa.2292
7042.3636 0.0055 b^3Sigmag- 1 14 3 a^3Piu 0 14 3 85RoWaMiVe.563
7042.3657 0.0045 b^3Sigmag- 1 14 3 a^3Piu 0 14 3 79AmChMa.452
7042.4167 0.007 b^3Sigmag- 1 7 2 a^3Piu 0 7 3 15ChKaBeTa.2266
7042.4804 0.01425638 b^3Sigmag- 1 15 2 a^3Piu 0 14 3 15ChKaBeTa.2311
7042.5342 0.007 b^3Sigmag- 1 3 2 a^3Piu 0 4 3 15ChKaBeTa.2218
7043.495 0.00962472 b^3Sigmag- 1 28 3 a^3Piu 0 27 3 79AmChMa.376
7043.4953 0.00930972 b^3Sigmag- 1 28 3 a^3Piu 0 27 3 85RoWaMiVe.631
7044.8154 0.0055 b^3Sigmag- 1 29 2 a^3Piu 0 28 2 85RoWaMiVe.609
7044.8193 0.005641064 b^3Sigmag- 1 29 2 a^3Piu 0 28 2 79AmChMa.353
7045.9736 0.014 b^3Sigmag- 1 14 3 a^3Piu 0 15 2 15ChKaBeTa.2233
7046.1167 0.0045 b^3Sigmag- 1 15 2 a^3Piu 0 15 2 79AmChMa.424
7046.1167 0.0055 b^3Sigmag- 1 15 2 a^3Piu 0 15 2 85RoWaMiVe.540
7046.355 0.007 b^3Sigmag- 1 8 1 a^3Piu 0 8 2 15ChKaBeTa.2239
7046.5125 0.0055 b^3Sigmag- 1 7 2 a^3Piu 0 8 2 85RoWaMiVe.464
7046.5182 0.009051015 b^3Sigmag- 1 7 2 a^3Piu 0 8 2 79AmChMa.262
7046.7371 0.007 b^3Sigmag- 1 30 1 a^3Piu 0 29 1 15ChKaBeTa.2178
7046.7413 0.0045 b^3Sigmag- 1 30 1 a^3Piu 0 29 1 79AmChMa.326
7048.96 0.0055 b^3Sigmag- 1 16 1 a^3Piu 0 16 1 85RoWaMiVe.516
7048.9616 0.0045 b^3Sigmag- 1 16 1 a^3Piu 0 16 1 79AmChMa.395
7049.1321 0.007 b^3Sigmag- 1 15 2 a^3Piu 0 16 1 15ChKaBeTa.2209
7049.5181 0.007 b^3Sigmag- 1 4 1 a^3Piu 0 5 2 15ChKaBeTa.2194
7049.991 0.0015 A^1Piu 5 9 1 X^1Sigmag+ 5 10 1 88DoNiBea.64
7050.5635 0.0045 b^3Sigmag- 1 12 3 a^3Piu 0 12 3 79AmChMa.451
7050.564 0.0055 b^3Sigmag- 1 12 3 a^3Piu 0 12 3 85RoWaMiVe.562
7050.6997 0.007 b^3Sigmag- 1 13 2 a^3Piu 0 12 3 15ChKaBeTa.2310
7051.3427 0.007 b^3Sigmag- 1 4 3 a^3Piu 0 5 3 15ChKaBeTa.2151
7051.4993 0.007 b^3Sigmag- 1 5 2 a^3Piu 0 5 3 15ChKaBeTa.2265
7051.7078 0.0015 B^1Deltag 5 14 1 A^1Piu 2 15 1 88DoNiBeb.323
7052.811 0.0055 b^3Sigmag- 1 8 1 a^3Piu 0 9 1 85RoWaMiVe.437
7052.8129 0.0045 b^3Sigmag- 1 8 1 a^3Piu 0 9 1 79AmChMa.231
7054.0534 0.0045 b^3Sigmag- 1 26 3 a^3Piu 0 25 3 79AmChMa.375
7054.0547 0.0055 b^3Sigmag- 1 26 3 a^3Piu 0 25 3 85RoWaMiVe.630
7054.21 0.007 b^3Sigmag- 1 1 2 a^3Piu 0 2 3 15ChKaBeTa.2217
7054.5363 0.0091894 b^3Sigmag- 1 12 3 a^3Piu 0 13 2 15ChKaBeTa.2232
7054.6828 0.0055 b^3Sigmag- 1 13 2 a^3Piu 0 13 2 85RoWaMiVe.539
7054.6865 0.0045 b^3Sigmag- 1 13 2 a^3Piu 0 13 2 79AmChMa.423
7054.8868 0.005 A^1Piu 0 69 1 X^1Sigmag+ 0 70 1 77ChMaMa.249
7055.4934 0.0055 b^3Sigmag- 1 27 2 a^3Piu 0 26 2 85RoWaMiVe.608
7055.4959 0.0045 b^3Sigmag- 1 27 2 a^3Piu 0 26 2 79AmChMa.352
7056.1209 0.0015 B^1Deltag 5 20 1 A^1Piu 2 20 1 88DoNiBeb.274
7056.4192 0.013190100000000001 b^3Sigmag- 1 6 1 a^3Piu 0 6 2 15ChKaBeTa.2238
7056.5608 0.0055 b^3Sigmag- 1 5 2 a^3Piu 0 6 2 85RoWaMiVe.463
7056.5633 0.0082555 b^3Sigmag- 1 5 2 a^3Piu 0 6 2 79AmChMa.261
7057.4263 0.0055 b^3Sigmag- 1 10 3 a^3Piu 0 10 3 85RoWaMiVe.561
7057.4308 0.0058982 b^3Sigmag- 1 10 3 a^3Piu 0 10 3 79AmChMa.450
7057.5623 0.007 b^3Sigmag- 1 11 2 a^3Piu 0 10 3 15ChKaBeTa.2309
7057.5623 0.007 b^3Sigmag- 1 28 1 a^3Piu 0 27 1 15ChKaBeTa.2177
7057.5671 0.0045 b^3Sigmag- 1 28 1 a^3Piu 0 27 1 79AmChMa.325
7057.748 0.007 b^3Sigmag- 1 27 2 a^3Piu 0 27 1 15ChKaBeTa.2262
7058.0746 0.0055 b^3Sigmag- 1 14 1 a^3Piu 0 14 1 85RoWaMiVe.515
7058.0747 0.0045 b^3Sigmag- 1 14 1 a^3Piu 0 14 1 79AmChMa.394
7058.2461 0.007 b^3Sigmag- 1 13 2 a^3Piu 0 14 1 15ChKaBeTa.2208
7058.4733 0.007 b^3Sigmag- 1 2 3 a^3Piu 0 3 3 15ChKaBeTa.2150
7058.6519 0.007 b^3Sigmag- 1 3 2 a^3Piu 0 3 3 15ChKaBeTa.2264
7060.7432 0.22910360000000002 b^3Sigmag- 8 26 1 a^3Piu 6 27 1 15ChKaBeTa.3692
7061.0959 0.0015 A^1Piu 5 14 1 X^1Sigmag+ 5 14 1 88DoNiBea.59
7061.8577 0.013090322 b^3Sigmag- 1 10 3 a^3Piu 0 11 2 15ChKaBeTa.2231
7062.0048 0.007 b^3Sigmag- 1 11 2 a^3Piu 0 11 2 15ChKaBeTa.2163
7062.0112 0.0046277 b^3Sigmag- 1 11 2 a^3Piu 0 11 2 79AmChMa.422
7062.8763 0.007 b^3Sigmag- 1 8 3 a^3Piu 0 8 3 15ChKaBeTa.2167
7062.8769 0.0045 b^3Sigmag- 1 8 3 a^3Piu 0 8 3 79AmChMa.449
7063.0177 0.007 b^3Sigmag- 1 9 2 a^3Piu 0 8 3 15ChKaBeTa.2308
7063.0964 0.007 b^3Sigmag- 1 2 1 a^3Piu 0 1 3 15ChKaBeTa.2291
7063.2227 0.007 b^3Sigmag- 1 1 2 a^3Piu 0 1 3 15ChKaBeTa.2263
7063.2965 0.007 b^3Sigmag- 1 2 1 a^3Piu 0 3 2 15ChKaBeTa.2193
7063.3831 0.0055 b^3Sigmag- 1 24 3 a^3Piu 0 23 3 85RoWaMiVe.629
7063.3855 0.0045 b^3Sigmag- 1 24 3 a^3Piu 0 23 3 79AmChMa.374
7064.3403 0.0015 B^1Deltag 5 19 1 A^1Piu 2 19 1 88DoNiBeb.317
7064.4404 0.0055 b^3Sigmag- 1 6 1 a^3Piu 0 7 1 85RoWaMiVe.436
7064.4451 0.0077429000000000005 b^3Sigmag- 1 6 1 a^3Piu 0 7 1 79AmChMa.230
7064.9576 0.0045 b^3Sigmag- 1 25 2 a^3Piu 0 24 2 79AmChMa.351
7064.958 0.0055 b^3Sigmag- 1 25 2 a^3Piu 0 24 2 85RoWaMiVe.607
7065.1067 0.007 b^3Sigmag- 1 4 1 a^3Piu 0 4 2 15ChKaBeTa.2237
7065.2484 0.007 b^3Sigmag- 1 3 2 a^3Piu 0 4 2 15ChKaBeTa.2149
7065.8163 0.007 b^3Sigmag- 1 1 2 a^3Piu 0 0 3 15ChKaBeTa.2304
7066.1238 0.0045 b^3Sigmag- 1 12 1 a^3Piu 0 12 1 79AmChMa.393
7066.1238 0.0055 b^3Sigmag- 1 12 1 a^3Piu 0 12 1 85RoWaMiVe.514
7066.2831 0.007 b^3Sigmag- 1 11 2 a^3Piu 0 12 1 15ChKaBeTa.2207
7066.7829 0.0045 b^3Sigmag- 1 6 3 a^3Piu 0 6 3 79AmChMa.448
7066.7879 0.007450901 b^3Sigmag- 1 6 3 a^3Piu 0 6 3 15ChKaBeTa.2166
7066.9295 0.007 b^3Sigmag- 1 7 2 a^3Piu 0 6 3 15ChKaBeTa.2307
7067.1964 0.007 b^3Sigmag- 1 26 1 a^3Piu 0 25 1 15ChKaBeTa.2176
7067.2016 0.00224 b^3Sigmag- 1 26 1 a^3Piu 0 25 1 79AmChMa.324
7067.9127 0.007 b^3Sigmag- 1 8 3 a^3Piu 0 9 2 15ChKaBeTa.2230
7068.0639 0.007 b^3Sigmag- 1 9 2 a^3Piu 0 9 2 15ChKaBeTa.2162
7068.069 0.0045 b^3Sigmag- 1 9 2 a^3Piu 0 9 2 79AmChMa.421
7068.7735 0.007 b^3Sigmag- 1 2 3 a^3Piu 0 2 3 15ChKaBeTa.2164
7068.8977 0.006370100000000001 b^3Sigmag- 1 4 3 a^3Piu 0 4 3 79AmChMa.447
7068.9033 0.007 b^3Sigmag- 1 4 3 a^3Piu 0 4 3 15ChKaBeTa.2165
7068.9556 0.005 b^3Sigmag- 1 3 2 a^3Piu 0 2 3 15ChKaBeTa.2305
7069.0577 0.007 b^3Sigmag- 1 5 2 a^3Piu 0 4 3 15ChKaBeTa.2306
7071.4776 0.0055 b^3Sigmag- 1 22 3 a^3Piu 0 21 3 85RoWaMiVe.628
7071.5322 0.0015 A^1Piu 5 12 1 X^1Sigmag+ 5 12 1 88DoNiBea.58
7071.9676 0.0015 B^1Deltag 5 18 1 A^1Piu 2 18 1 88DoNiBeb.273
7072.5019 0.007 b^3Sigmag- 1 2 1 a^3Piu 0 2 2 15ChKaBeTa.2236
7072.8129 0.007 b^3Sigmag- 1 7 2 a^3Piu 0 7 2 15ChKaBeTa.2161
7072.8152 0.0045 b^3Sigmag- 1 7 2 a^3Piu 0 7 2 79AmChMa.420
7073.1707 0.0055 b^3Sigmag- 1 10 1 a^3Piu 0 10 1 85RoWaMiVe.513
7073.3227 0.01002861 b^3Sigmag- 1 9 2 a^3Piu 0 10 1 15ChKaBeTa.2206
7073.5709 0.001 A^1Piu 5 23 1 X^1Sigmag+ 5 22 1 88DoNiBea.54
7075.3156 0.006987151 A^1Piu 5 5 1 X^1Sigmag+ 5 6 1 88DoNiBea.63
7075.4624 0.0055 b^3Sigmag- 1 4 1 a^3Piu 0 5 1 85RoWaMiVe.435
7075.6436 0.008233579 b^3Sigmag- 1 24 1 a^3Piu 0 23 1 79AmChMa.323
7075.6537 0.0062496 b^3Sigmag- 1 24 1 a^3Piu 0 23 1 85RoWaMiVe.592
7075.8271 0.007 b^3Sigmag- 1 23 2 a^3Piu 0 23 1 15ChKaBeTa.2261
7076.0375 0.013866176 b^3Sigmag- 1 6 1 a^3Piu 0 5 2 15ChKaBeTa.2290
7076.0376 0.008500800000000001 b^3Sigmag- 1 4 3 a^3Piu 0 5 2 15ChKaBeTa.2229
7076.2014 0.010677700000000002 b^3Sigmag- 1 5 2 a^3Piu 0 5 2 79AmChMa.419
7076.9097 0.002263411 B^1Deltag 5 11 1 A^1Piu 2 12 1 88DoNiBeb.266
7077.7875 0.007 b^3Sigmag- 1 2 3 a^3Piu 0 1 3 15ChKaBeTa.2189
7077.99 0.007 b^3Sigmag- 1 2 3 a^3Piu 0 3 2 15ChKaBeTa.2228
7078.0186 0.007 b^3Sigmag- 1 4 1 a^3Piu 0 3 2 15ChKaBeTa.2289
7078.1627 0.007 b^3Sigmag- 1 3 2 a^3Piu 0 3 2 15ChKaBeTa.2160
7078.3321 0.0045 b^3Sigmag- 1 20 3 a^3Piu 0 19 3 79AmChMa.373
7078.3332 0.0055 b^3Sigmag- 1 20 3 a^3Piu 0 19 3 85RoWaMiVe.627
7078.6098 0.007 b^3Sigmag- 1 0 3 a^3Piu 0 1 2 15ChKaBeTa.2227
7078.9119 0.007 b^3Sigmag- 1 1 2 a^3Piu 0 1 2 15ChKaBeTa.2159
7079.311 0.007 b^3Sigmag- 1 8 1 a^3Piu 0 8 1 15ChKaBeTa.2158
7079.314 0.003316776 b^3Sigmag- 1 8 1 a^3Piu 0 8 1 79AmChMa.392
7079.4616 0.007 b^3Sigmag- 1 7 2 a^3Piu 0 8 1 15ChKaBeTa.2205
7080.0113 0.001 b^3Sigmag- 8 30 3 a^3Piu 6 30 3 15ChKaBeTa.3752
7080.2411 0.0055 b^3Sigmag- 1 21 2 a^3Piu 0 20 2 85RoWaMiVe.606
7080.252 0.0109747 b^3Sigmag- 1 21 2 a^3Piu 0 20 2 79AmChMa.350
7080.3379 0.004046552 B^1Deltag 5 26 1 A^1Piu 2 25 1 16ChKaBeTa.729
7080.4223 0.001 A^1Piu 5 10 1 X^1Sigmag+ 5 10 1 88DoNiBea.57
7082.9284 0.0055 b^3Sigmag- 1 22 1 a^3Piu 0 21 1 85RoWaMiVe.591
7082.9296 0.0045 b^3Sigmag- 1 22 1 a^3Piu 0 21 1 79AmChMa.322
7082.9814 0.047114259 b^3Sigmag- 8 24 1 a^3Piu 6 25 1 15ChKaBeTa.3691
7083.1055 0.007 b^3Sigmag- 1 21 2 a^3Piu 0 21 1 15ChKaBeTa.2260
7083.9365 0.0045 b^3Sigmag- 1 18 3 a^3Piu 0 17 3 79AmChMa.372
7083.9371 0.0055 b^3Sigmag- 1 18 3 a^3Piu 0 17 3 85RoWaMiVe.626
7084.1529 0.0015 A^1Piu 5 21 1 X^1Sigmag+ 5 20 1 88DoNiBea.53
7084.5409 0.012145043 B^1Deltag 5 10 1 A^1Piu 2 11 1 88DoNiBeb.322
7084.7189 0.007 b^3Sigmag- 1 6 1 a^3Piu 0 6 1 15ChKaBeTa.2157
7084.724 0.0058729 b^3Sigmag- 1 6 1 a^3Piu 0 6 1 79AmChMa.391
7084.8676 0.007 b^3Sigmag- 1 5 2 a^3Piu 0 6 1 15ChKaBeTa.2204
7085.0218 0.007 b^3Sigmag- 1 4 3 a^3Piu 0 3 3 15ChKaBeTa.2190
7085.6528 0.0015 A^1Piu 5 3 1 X^1Sigmag+ 5 4 1 88DoNiBea.62
7085.925 0.007 b^3Sigmag- 1 18 3 a^3Piu 0 18 2 15ChKaBeTa.2288
7086.0571 0.0055 b^3Sigmag- 1 19 2 a^3Piu 0 18 2 85RoWaMiVe.605
7086.0575 0.0045 b^3Sigmag- 1 19 2 a^3Piu 0 18 2 79AmChMa.349
7086.1907 0.0015 B^1Deltag 5 16 1 A^1Piu 2 16 1 88DoNiBeb.272
7086.2371 0.0055 b^3Sigmag- 1 2 1 a^3Piu 0 3 1 85RoWaMiVe.434
7087.1931 0.007 b^3Sigmag- 1 2 3 a^3Piu 0 2 2 15ChKaBeTa.2280
7087.3718 0.007 b^3Sigmag- 1 3 2 a^3Piu 0 2 2 15ChKaBeTa.2185
7087.6907 0.0015 B^1Deltag 5 25 1 A^1Piu 2 24 1 88DoNiBeb.271
7087.7705 0.001 A^1Piu 5 8 1 X^1Sigmag+ 5 8 1 88DoNiBea.56
7088.2776 0.0055 b^3Sigmag- 1 16 3 a^3Piu 0 15 3 85RoWaMiVe.625
7088.2806 0.0045 b^3Sigmag- 1 16 3 a^3Piu 0 15 3 79AmChMa.371
7089.0377 0.0055 b^3Sigmag- 1 20 1 a^3Piu 0 19 1 85RoWaMiVe.590
7089.0429 0.0045 b^3Sigmag- 1 20 1 a^3Piu 0 19 1 79AmChMa.321
7089.2137 0.007 b^3Sigmag- 1 19 2 a^3Piu 0 19 1 15ChKaBeTa.2259
7089.6724 0.007 b^3Sigmag- 1 4 1 a^3Piu 0 4 1 15ChKaBeTa.2156
7089.6724 0.008694521 b^3Sigmag- 1 6 3 a^3Piu 0 5 3 15ChKaBeTa.2191
7089.8194 0.007 b^3Sigmag- 1 3 2 a^3Piu 0 4 1 15ChKaBeTa.2203
7090.5121 0.00952529 b^3Sigmag- 1 16 3 a^3Piu 0 16 2 15ChKaBeTa.2287
7090.6497 0.0055 b^3Sigmag- 1 17 2 a^3Piu 0 16 2 85RoWaMiVe.604
7090.6528 0.0045 b^3Sigmag- 1 17 2 a^3Piu 0 16 2 79AmChMa.348
7091.3335 0.0055 b^3Sigmag- 1 14 3 a^3Piu 0 13 3 85RoWaMiVe.624
7091.336 0.0045 b^3Sigmag- 1 14 3 a^3Piu 0 13 3 79AmChMa.370
7091.619 0.007 b^3Sigmag- 1 4 3 a^3Piu 0 4 2 15ChKaBeTa.2281
7091.7288 0.0015 B^1Deltag 5 9 1 A^1Piu 2 10 1 88DoNiBeb.265
7091.7778 0.007 b^3Sigmag- 1 5 2 a^3Piu 0 4 2 15ChKaBeTa.2186
7092.3632 0.007 b^3Sigmag- 1 8 3 a^3Piu 0 7 3 15ChKaBeTa.2192
7092.7415 0.0015 B^1Deltag 5 15 1 A^1Piu 2 15 1 88DoNiBeb.316
7093.0742 0.0055 b^3Sigmag- 1 12 3 a^3Piu 0 11 3 85RoWaMiVe.623
7093.0743 0.0045 b^3Sigmag- 1 12 3 a^3Piu 0 11 3 79AmChMa.369
7093.4487 0.0055 b^3Sigmag- 1 10 3 a^3Piu 0 9 3 85RoWaMiVe.622
7093.449 0.0045 b^3Sigmag- 1 10 3 a^3Piu 0 9 3 79AmChMa.368
7093.5767 0.0015 A^1Piu 5 6 1 X^1Sigmag+ 5 6 1 88DoNiBea.55
7093.8794 0.007 b^3Sigmag- 1 14 3 a^3Piu 0 14 2 15ChKaBeTa.2286
7094 0.017971696 b^3Sigmag- 1 18 1 a^3Piu 0 17 1 15ChKaBeTa.2175
7094.1605 0.0091542 b^3Sigmag- 1 17 2 a^3Piu 0 17 1 15ChKaBeTa.2258
7094.5905 0.024808300000000002 b^3Sigmag- 1 2 1 a^3Piu 0 2 1 15ChKaBeTa.2155
7094.7316 0.0081103 b^3Sigmag- 1 1 2 a^3Piu 0 2 1 15ChKaBeTa.2202
7094.7316 0.013341426 b^3Sigmag- 1 6 3 a^3Piu 0 6 2 15ChKaBeTa.2282
7094.871 0.007 b^3Sigmag- 1 7 2 a^3Piu 0 6 2 15ChKaBeTa.2187
7096.0003 0.007 b^3Sigmag- 1 12 3 a^3Piu 0 12 2 15ChKaBeTa.2285
7096.1421 0.0055 b^3Sigmag- 1 13 2 a^3Piu 0 12 2 85RoWaMiVe.603
7096.1483 0.005845375 b^3Sigmag- 1 13 2 a^3Piu 0 12 2 79AmChMa.347
7096.4555 0.007 b^3Sigmag- 1 8 3 a^3Piu 0 8 2 15ChKaBeTa.2283
7096.6038 0.0055 b^3Sigmag- 1 9 2 a^3Piu 0 8 2 85RoWaMiVe.601
7096.6074 0.005197795 b^3Sigmag- 1 9 2 a^3Piu 0 8 2 79AmChMa.345
7096.869 0.007 b^3Sigmag- 1 10 3 a^3Piu 0 10 2 15ChKaBeTa.2284
7097.0115 0.0045 b^3Sigmag- 1 11 2 a^3Piu 0 10 2 79AmChMa.346
7097.0143 0.0055 b^3Sigmag- 1 11 2 a^3Piu 0 10 2 85RoWaMiVe.602
7097.8138 0.007 b^3Sigmag- 1 16 1 a^3Piu 0 15 1 15ChKaBeTa.2174
7097.8204 0.0045 b^3Sigmag- 1 16 1 a^3Piu 0 15 1 79AmChMa.319
7097.9863 0.007 b^3Sigmag- 1 15 2 a^3Piu 0 15 1 15ChKaBeTa.2257
7098.5474 0.003 B^1Deltag 5 8 1 A^1Piu 2 9 1 88DoNiBeb.321
7098.7956 0.0015 B^1Deltag 5 14 1 A^1Piu 2 14 1 88DoNiBeb.262
7099.6244 0.05468540000000001 b^3Sigmag- 8 20 3 a^3Piu 6 21 3 15ChKaBeTa.3710
7099.8742 0.01701078 b^3Sigmag- 8 28 3 a^3Piu 6 28 3 15ChKaBeTa.3751
7100.5347 0.007 b^3Sigmag- 1 14 1 a^3Piu 0 13 1 15ChKaBeTa.2173
7100.5365 0.00128 b^3Sigmag- 1 14 1 a^3Piu 0 13 1 79AmChMa.318
7100.7005 0.011217421 b^3Sigmag- 1 13 2 a^3Piu 0 13 1 15ChKaBeTa.2256
7100.9577 0.007 b^3Sigmag- 1 4 1 a^3Piu 0 3 1 15ChKaBeTa.2168
7101.1 0.007 b^3Sigmag- 1 3 2 a^3Piu 0 3 1 15ChKaBeTa.2251
7101.3897 0.003110918 B^1Deltag 5 23 1 A^1Piu 2 22 1 88DoNiBeb.270
7101.9808 0.01024526 b^3Sigmag- 1 6 1 a^3Piu 0 5 1 15ChKaBeTa.2169
7102.1327 0.007 b^3Sigmag- 1 5 2 a^3Piu 0 5 1 15ChKaBeTa.2252
7102.2021 0.007 b^3Sigmag- 1 12 1 a^3Piu 0 11 1 15ChKaBeTa.2172
7102.208 0.0045 b^3Sigmag- 1 12 1 a^3Piu 0 11 1 79AmChMa.317
7102.3041 0.007 b^3Sigmag- 8 29 2 a^3Piu 6 29 2 15ChKaBeTa.3738
7102.3657 0.007 b^3Sigmag- 1 11 2 a^3Piu 0 11 1 15ChKaBeTa.2255
7102.7459 0.0045 b^3Sigmag- 1 8 1 a^3Piu 0 7 1 79AmChMa.315
7102.7478 0.007 b^3Sigmag- 1 8 1 a^3Piu 0 7 1 15ChKaBeTa.2170
7102.8979 0.007 b^3Sigmag- 1 10 1 a^3Piu 0 9 1 15ChKaBeTa.2171
7102.8979 0.007 b^3Sigmag- 1 7 2 a^3Piu 0 7 1 15ChKaBeTa.2253
7103.0555 0.007 b^3Sigmag- 1 9 2 a^3Piu 0 9 1 15ChKaBeTa.2254
7103.459 0.007 b^3Sigmag- 8 30 1 a^3Piu 6 30 1 15ChKaBeTa.3725
7103.9092 0.007 b^3Sigmag- 8 22 1 a^3Piu 6 23 1 15ChKaBeTa.3690
7104.5356 0.007 b^3Sigmag- 1 4 3 a^3Piu 0 3 2 15ChKaBeTa.2314
7104.9288 0.0015 B^1Deltag 5 7 1 A^1Piu 2 8 1 88DoNiBeb.264
7105.1865 0.011034963 B^1Deltag 4 31 1 A^1Piu 1 32 1 16ChKaBeTa.730
7105.466 0.0015 A^1Piu 4 25 1 X^1Sigmag+ 4 26 1 88DoNiBea.46
7106.6236 0.001 A^1Piu 5 15 1 X^1Sigmag+ 5 14 1 88DoNiBea.52
7109.2998 0.007 b^3Sigmag- 1 2 3 a^3Piu 0 2 1 15ChKaBeTa.2273
7109.4781 0.007 b^3Sigmag- 1 3 2 a^3Piu 0 2 1 15ChKaBeTa.2293
7109.6675 0.004 A^1Piu 5 3 1 X^1Sigmag+ 5 2 1 15ChKaBeTa.270
7109.7659 0.0015 B^1Deltag 5 12 1 A^1Piu 2 12 1 88DoNiBeb.261
7110.9283 0.00198357 B^1Deltag 5 6 1 A^1Piu 2 7 1 88DoNiBeb.320
7111.0128 0.0015 A^1Piu 5 13 1 X^1Sigmag+ 5 12 1 88DoNiBea.51
7113.0467 0.001 A^1Piu 5 5 1 X^1Sigmag+ 5 4 1 88DoNiBea.47
7113.4539 0.0015 B^1Deltag 5 21 1 A^1Piu 2 20 1 88DoNiBeb.269
7113.8503 0.0015 A^1Piu 5 11 1 X^1Sigmag+ 5 10 1 88DoNiBea.50
7114.3557 0.007 b^3Sigmag- 1 6 3 a^3Piu 0 5 2 15ChKaBeTa.2315
7114.6743 0.0015 B^1Deltag 5 11 1 A^1Piu 2 11 1 88DoNiBeb.315
7114.8674 0.0015 A^1Piu 5 7 1 X^1Sigmag+ 5 6 1 88DoNiBea.48
7115.1289 0.010093058 A^1Piu 5 9 1 X^1Sigmag+ 5 8 1 88DoNiBea.49
7115.7213 0.005 A^1Piu 0 67 1 X^1Sigmag+ 0 68 1 77ChMaMa.248
7116.0926 0.007 A^1Piu 4 32 1 X^1Sigmag+ 4 32 1 15ChKaBeTa.258
7116.0965 0.0015 A^1Piu 4 32 1 X^1Sigmag+ 4 32 1 88DoNiBea.33
7116.1928 0.007 b^3Sigmag- 1 4 3 a^3Piu 0 4 1 15ChKaBeTa.2274
7116.3517 0.007 b^3Sigmag- 1 5 2 a^3Piu 0 4 1 15ChKaBeTa.2294
7116.5012 0.0015 B^1Deltag 5 5 1 A^1Piu 2 6 1 88DoNiBeb.263
7118.4178 0.007 b^3Sigmag- 8 26 3 a^3Piu 6 26 3 15ChKaBeTa.3750
7118.8818 0.0325622 b^3Sigmag- 8 18 3 a^3Piu 6 19 3 15ChKaBeTa.3709
7118.9691 0.0030334 B^1Deltag 5 20 1 A^1Piu 2 19 1 88DoNiBeb.311
7119.12 0.0015 B^1Deltag 5 10 1 A^1Piu 2 10 1 88DoNiBeb.260
7120.8648 0.004 b^3Sigmag- 8 19 2 a^3Piu 6 20 2 15ChKaBeTa.3701
7120.9627 0.007 b^3Sigmag- 8 27 2 a^3Piu 6 27 2 15ChKaBeTa.3737
7121.6841 0.002482096 B^1Deltag 5 4 1 A^1Piu 2 5 1 88DoNiBeb.319
7122.2682 0.034943152 b^3Sigmag- 8 28 1 a^3Piu 6 28 1 15ChKaBeTa.3724
7122.7586 0.007 b^3Sigmag- 1 8 3 a^3Piu 0 7 2 15ChKaBeTa.2316
7123.0331 0.007 b^3Sigmag- 1 6 3 a^3Piu 0 6 1 15ChKaBeTa.2275
7123.1905 0.009126700000000001 b^3Sigmag- 1 7 2 a^3Piu 0 6 1 15ChKaBeTa.2295
7123.1947 0.007744587 B^1Deltag 5 9 1 A^1Piu 2 9 1 88DoNiBeb.314
7123.6038 0.008963615 b^3Sigmag- 8 20 1 a^3Piu 6 21 1 15ChKaBeTa.3689
7123.8802 0.0015 B^1Deltag 5 19 1 A^1Piu 2 18 1 88DoNiBeb.268
71232.12 0.4332372 f^3Sigmag- 1 30 1 a^3Piu 0 31 1 69HeLaMa.204
71259.82 0.1 f^3Sigmag- 1 26 3 a^3Piu 0 27 3 69HeLaMa.228
7126.848 0.0015 B^1Deltag 5 8 1 A^1Piu 2 8 1 88DoNiBeb.259
71260.92 0.1 f^3Sigmag- 1 27 2 a^3Piu 0 28 2 69HeLaMa.216
71263.46 0.16689310000000002 f^3Sigmag- 1 28 1 a^3Piu 0 29 1 69HeLaMa.203
7127.4631 0.010190926 b^3Sigmag- 1 4 3 a^3Piu 0 3 1 15ChKaBeTa.2313
71271.62 0.1 f^3Sigmag- 1 34 1 a^3Piu 0 34 1 69HeLaMa.129
7128.5359 0.001 B^1Deltag 5 18 1 A^1Piu 2 17 1 88DoNiBeb.310
71289.82 0.1 f^3Sigmag- 1 24 3 a^3Piu 0 25 3 69HeLaMa.227
7129.4138 0.007 b^3Sigmag- 1 8 3 a^3Piu 0 8 1 15ChKaBeTa.2276
7129.557 0.007 b^3Sigmag- 1 9 2 a^3Piu 0 8 1 15ChKaBeTa.2296
7129.7814 0.007 b^3Sigmag- 1 10 3 a^3Piu 0 9 2 15ChKaBeTa.2317
71290.96 0.1 f^3Sigmag- 1 25 2 a^3Piu 0 26 2 69HeLaMa.215
71293.47 0.1 f^3Sigmag- 1 26 1 a^3Piu 0 27 1 69HeLaMa.202
71297.47 0.1 f^3Sigmag- 1 30 3 a^3Piu 0 30 3 69HeLaMa.158
71299.76 0.1 f^3Sigmag- 1 31 2 a^3Piu 0 31 2 69HeLaMa.143
7130.1094 0.0015 B^1Deltag 5 7 1 A^1Piu 2 7 1 88DoNiBeb.313
71300.94 0.1 f^3Sigmag- 1 32 1 a^3Piu 0 32 1 69HeLaMa.128
7131.4815 0.001 A^1Piu 4 23 1 X^1Sigmag+ 4 24 1 88DoNiBea.45
71317.99 0.1 f^3Sigmag- 1 22 3 a^3Piu 0 23 3 69HeLaMa.226
71319.15 0.1 f^3Sigmag- 1 23 2 a^3Piu 0 24 2 69HeLaMa.214
7132.671 0.0015 B^1Deltag 5 17 1 A^1Piu 2 16 1 88DoNiBeb.267
7132.9446 0.0015 B^1Deltag 5 6 1 A^1Piu 2 6 1 88DoNiBeb.258
71321.85 0.1 f^3Sigmag- 1 24 1 a^3Piu 0 25 1 69HeLaMa.201
71324.7 0.1 f^3Sigmag- 1 28 3 a^3Piu 0 28 3 69HeLaMa.157
71327.72 0.1 f^3Sigmag- 1 29 2 a^3Piu 0 29 2 69HeLaMa.142
71328.48 0.4332372 f^3Sigmag- 1 30 1 a^3Piu 0 30 1 69HeLaMa.127
71344.36 0.1288144 f^3Sigmag- 1 20 3 a^3Piu 0 21 3 69HeLaMa.225
71345.85 0.1 f^3Sigmag- 1 21 2 a^3Piu 0 22 2 69HeLaMa.213
71348.61 0.1599246 f^3Sigmag- 1 22 1 a^3Piu 0 23 1 69HeLaMa.200
7135.0444 0.007 b^3Sigmag- 1 10 3 a^3Piu 0 10 1 15ChKaBeTa.2277
7135.1852 0.007 b^3Sigmag- 1 11 2 a^3Piu 0 10 1 15ChKaBeTa.2297
7135.3886 0.001919311 B^1Deltag 5 5 1 A^1Piu 2 5 1 88DoNiBeb.312
7135.4789 0.007 b^3Sigmag- 1 12 3 a^3Piu 0 11 2 15ChKaBeTa.2318
7135.6041 0.007 b^3Sigmag- 8 24 3 a^3Piu 6 24 3 15ChKaBeTa.3749
71350.14 0.1 f^3Sigmag- 1 26 3 a^3Piu 0 26 3 69HeLaMa.156
71352.42 0.1 f^3Sigmag- 1 27 2 a^3Piu 0 27 2 69HeLaMa.141
71353.87 0.14123890000000003 f^3Sigmag- 1 28 1 a^3Piu 0 28 1 69HeLaMa.126
7136.1852 0.004556885 B^1Deltag 4 29 1 A^1Piu 1 30 1 16ChKaBeTa.731
7136.5009 0.0015 B^1Deltag 5 16 1 A^1Piu 2 15 1 88DoNiBeb.309
7136.7885 0.023951400000000005 b^3Sigmag- 8 16 3 a^3Piu 6 17 3 15ChKaBeTa.3708
71368.76 0.1 f^3Sigmag- 1 18 3 a^3Piu 0 19 3 69HeLaMa.224
7137.4207 0.005151125 B^1Deltag 5 4 1 A^1Piu 2 4 1 88DoNiBeb.257
71370.44 0.1573 f^3Sigmag- 1 19 2 a^3Piu 0 20 2 69HeLaMa.212
71373.56 0.2 f^3Sigmag- 1 20 1 a^3Piu 0 21 1 69HeLaMa.199
71373.56 0.2 f^3Sigmag- 1 24 3 a^3Piu 0 24 3 69HeLaMa.155
71375.94 0.1 f^3Sigmag- 1 25 2 a^3Piu 0 25 2 69HeLaMa.140
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73103.6 0.1578676 g^3Deltag 1 25 3 a^3Piu 0 24 3 69HeLaMa.711
73103.8 0.1656534 g^3Deltag 1 5 2 a^3Piu 0 5 2 69HeLaMa.743
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73105 0.2218238 g^3Deltag 1 3 3 a^3Piu 0 3 3 69HeLaMa.769
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73113.52 0.1398221 g^3Deltag 1 22 3 a^3Piu 0 21 3 69HeLaMa.708
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7430.4366 0.020358800000000003 b^3Sigmag- 7 23 2 a^3Piu 5 22 2 15ChKaBeTa.3662
7430.6143 0.007 b^3Sigmag- 7 8 3 a^3Piu 5 8 3 15ChKaBeTa.3623
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7432.8966 0.034917300000000005 b^3Sigmag- 7 24 1 a^3Piu 5 23 1 15ChKaBeTa.3647
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7434.2655 0.007 b^3Sigmag- 7 6 1 a^3Piu 5 7 1 15ChKaBeTa.3549
7434.2655 0.024 b^3Sigmag- 5 52 1 a^3Piu 3 52 1 15ChKaBeTa.3309
7434.9305 0.012750100000000002 b^3Sigmag- 7 3 2 a^3Piu 5 4 2 15ChKaBeTa.3561
7434.9961 0.036949 b^3Sigmag- 7 6 3 a^3Piu 5 6 3 15ChKaBeTa.3622
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7441.1839 0.010472000000000002 b^3Sigmag- 7 10 1 a^3Piu 5 10 1 15ChKaBeTa.3589
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7446.4822 0.041319469 b^3Sigmag- 7 19 2 a^3Piu 5 18 2 15ChKaBeTa.3660
7446.7566 0.004492992 B^1Deltag 3 26 1 A^1Piu 0 27 1 16ChKaBeTa.818
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7449.4911 0.053493417 b^3Sigmag- 7 20 1 a^3Piu 5 19 1 15ChKaBeTa.3645
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7453.8495 0.062296300000000006 b^3Sigmag- 6 36 1 a^3Piu 4 36 1 15ChKaBeTa.3463
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7459.7014 0.009978342 b^3Sigmag- 7 5 2 a^3Piu 5 4 2 15ChKaBeTa.3653
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7514.5869 0.042 b^3Sigmag- 6 21 2 a^3Piu 4 22 2 15ChKaBeTa.3423
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7520.7039 0.013636700000000002 b^3Sigmag- 4 50 1 a^3Piu 2 51 1 85RoWaMiVe.1202
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7522.1122 0.003 B^1Deltag 3 27 1 A^1Piu 0 27 1 16ChKaBeTa.827
7523.0889 0.006473728 B^1Deltag 3 20 1 A^1Piu 0 21 1 16ChKaBeTa.828
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7529.3945 0.025888019 b^3Sigmag- 5 45 2 a^3Piu 3 45 2 15ChKaBeTa.3330
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7529.8076 0.009668361 b^3Sigmag- 5 46 1 a^3Piu 3 46 1 15ChKaBeTa.3306
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7532.2816 0.030138900000000003 b^3Sigmag- 6 18 3 a^3Piu 4 19 3 15ChKaBeTa.3438
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7533.0079 0.044795948 b^3Sigmag- 6 26 3 a^3Piu 4 26 3 15ChKaBeTa.3495
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7536.9265 0.029675306 b^3Sigmag- 6 20 1 a^3Piu 4 21 1 15ChKaBeTa.3406
7536.9265 0.17099060000000002 b^3Sigmag- 6 28 1 a^3Piu 4 28 1 15ChKaBeTa.3459
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7540.3552 0.007 b^3Sigmag- 6 36 3 a^3Piu 4 35 3 15ChKaBeTa.3544
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7542.7925 0.0015 A^1Piu 3 6 1 X^1Sigmag+ 3 6 1 88DoNiBea.83
7543.6434 0.003 B^1Deltag 3 25 1 A^1Piu 0 25 1 16ChKaBeTa.831
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7545.3177 0.004268566 B^1Deltag 3 18 1 A^1Piu 0 19 1 16ChKaBeTa.832
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7644.2168 0.007 b^3Sigmag- 6 9 2 a^3Piu 4 9 2 15ChKaBeTa.3467
7644.3807 0.027925803 b^3Sigmag- 4 51 2 a^3Piu 2 51 2 79AmChMa.1756
7644.615 0.008149919 b^3Sigmag- 4 52 1 a^3Piu 2 52 1 85RoWaMiVe.1237
7644.6233 0.016864919 b^3Sigmag- 4 52 1 a^3Piu 2 52 1 79AmChMa.1729
7645.2485 0.007 A^1Piu 2 26 1 X^1Sigmag+ 2 26 1 15ChKaBeTa.232
7645.4862 0.012 b^3Sigmag- 4 62 1 a^3Piu 2 61 1 79AmChMa.1667
7645.8766 0.007 b^3Sigmag- 6 4 3 a^3Piu 4 4 3 15ChKaBeTa.3484
7646.0184 0.007 b^3Sigmag- 6 20 3 a^3Piu 4 19 3 15ChKaBeTa.3536
7646.0482 0.018554800000000003 b^3Sigmag- 6 2 3 a^3Piu 4 2 3 15ChKaBeTa.3483
7647.9958 0.021916400000000003 b^3Sigmag- 6 21 2 a^3Piu 4 20 2 15ChKaBeTa.3522
7648.9418 0.003 B^1Deltag 3 11 1 A^1Piu 0 11 1 16ChKaBeTa.859
7649.0661 0.003 B^1Deltag 3 21 1 A^1Piu 0 20 1 16ChKaBeTa.860
7649.4551 0.010041579 b^3Sigmag- 6 10 1 a^3Piu 4 10 1 15ChKaBeTa.3450
7649.6215 0.007 b^3Sigmag- 3 52 3 a^3Piu 1 53 3 79AmChMa.1132
7650.1248 0.013091525 b^3Sigmag- 3 53 2 a^3Piu 1 54 2 79AmChMa.1111
7650.1352 0.0055 b^3Sigmag- 3 53 2 a^3Piu 1 54 2 85RoWaMiVe.1076
7650.7022 0.017446 b^3Sigmag- 6 22 1 a^3Piu 4 21 1 15ChKaBeTa.3510
7651.0698 0.04703769 b^3Sigmag- 3 54 1 a^3Piu 1 55 1 85RoWaMiVe.1066
7651.0708 0.04598769 b^3Sigmag- 3 54 1 a^3Piu 1 55 1 79AmChMa.1090
7653.1148 0.013635600000000001 b^3Sigmag- 6 18 3 a^3Piu 4 17 3 15ChKaBeTa.3535
7653.2539 0.007 b^3Sigmag- 6 5 2 a^3Piu 4 5 2 15ChKaBeTa.3466
7653.4009 0.004276612 B^1Deltag 3 10 1 A^1Piu 0 10 1 16ChKaBeTa.861
7653.4009 0.020296466 b^3Sigmag- 6 4 1 a^3Piu 4 5 1 15ChKaBeTa.3398
7654.5 0.004947312 B^1Deltag 3 20 1 A^1Piu 0 19 1 16ChKaBeTa.862
7654.6827 0.0701866 b^3Sigmag- 6 2 3 a^3Piu 4 1 3 15ChKaBeTa.3529
7655.1311 0.012698400000000002 b^3Sigmag- 5 26 3 a^3Piu 3 27 3 15ChKaBeTa.3281
7655.1375 0.0045 b^3Sigmag- 5 26 3 a^3Piu 3 27 3 79AmChMa.1976
7655.3144 0.026626599 b^3Sigmag- 6 19 2 a^3Piu 4 18 2 15ChKaBeTa.3521
7656.1013 0.014043700000000001 b^3Sigmag- 6 8 1 a^3Piu 4 8 1 15ChKaBeTa.3449
7656.4844 0.06382505 b^3Sigmag- 5 27 2 a^3Piu 3 28 2 79AmChMa.1967
7656.4984 0.07852505 b^3Sigmag- 5 27 2 a^3Piu 3 28 2 15ChKaBeTa.3267
7657.4814 0.003543182 B^1Deltag 3 9 1 A^1Piu 0 9 1 16ChKaBeTa.863
7658.2977 0.018035600000000002 b^3Sigmag- 5 28 1 a^3Piu 3 29 1 15ChKaBeTa.3252
7658.2977 0.018035600000000002 b^3Sigmag- 5 28 1 a^3Piu 3 29 1 79AmChMa.1960
7658.3237 0.004 b^3Sigmag- 6 20 1 a^3Piu 4 19 1 15ChKaBeTa.3509
7658.8428 0.11804540000000002 b^3Sigmag- 6 16 3 a^3Piu 4 15 3 15ChKaBeTa.3534
7659.2839 0.014076700000000001 b^3Sigmag- 5 34 3 a^3Piu 3 34 3 15ChKaBeTa.3349
7659.2839 0.014076700000000001 b^3Sigmag- 5 34 3 a^3Piu 3 34 3 79AmChMa.2071
7659.377 0.006042683 B^1Deltag 3 19 1 A^1Piu 0 18 1 16ChKaBeTa.864
7660.5774 0.003941551 A^1Piu 2 17 1 X^1Sigmag+ 2 18 1 15ChKaBeTa.215
7661.1287 0.003 B^1Deltag 3 8 1 A^1Piu 0 8 1 16ChKaBeTa.865
7661.2929 0.009156332 b^3Sigmag- 6 17 2 a^3Piu 4 16 2 15ChKaBeTa.3520
7661.8856 0.028266700000000002 b^3Sigmag- 6 6 1 a^3Piu 4 6 1 15ChKaBeTa.3448
7662.373 0.0201718 b^3Sigmag- 5 35 2 a^3Piu 3 35 2 15ChKaBeTa.3325
7662.387 0.0045 b^3Sigmag- 5 35 2 a^3Piu 3 35 2 79AmChMa.2050
7663.099 0.03596922 b^3Sigmag- 4 40 3 a^3Piu 2 41 3 15ChKaBeTa.3183
7663.143 0.0045 b^3Sigmag- 5 36 1 a^3Piu 3 36 1 79AmChMa.2028
7663.1525 0.0121055 b^3Sigmag- 5 36 1 a^3Piu 3 36 1 15ChKaBeTa.3302
7663.1525 0.02103894 b^3Sigmag- 6 14 3 a^3Piu 4 13 3 15ChKaBeTa.3533
7663.9812 0.004464693 B^1Deltag 3 18 1 A^1Piu 0 17 1 16ChKaBeTa.866
7664.0293 0.007 b^3Sigmag- 6 2 1 a^3Piu 4 3 1 15ChKaBeTa.3397
7664.3932 0.010950716 B^1Deltag 3 7 1 A^1Piu 0 7 1 16ChKaBeTa.867
7665.141 0.019838786 b^3Sigmag- 4 42 1 a^3Piu 2 43 1 79AmChMa.1600
7665.2986 0.007 b^3Sigmag- 6 6 3 a^3Piu 4 5 3 15ChKaBeTa.3530
7665.6013 0.001 A^1Piu 2 24 1 X^1Sigmag+ 2 24 1 15ChKaBeTa.231
7665.9244 0.011499318 b^3Sigmag- 6 15 2 a^3Piu 4 14 2 15ChKaBeTa.3519
7666.0295 0.0045 b^3Sigmag- 5 44 3 a^3Piu 3 43 3 79AmChMa.2014
7666.0355 0.007 b^3Sigmag- 6 12 3 a^3Piu 4 11 3 15ChKaBeTa.3532
7666.79 0.0045 b^3Sigmag- 5 45 2 a^3Piu 3 44 2 79AmChMa.2000
7667.0857 0.0539176 b^3Sigmag- 6 4 1 a^3Piu 4 4 1 15ChKaBeTa.3447
7667.2385 0.003 B^1Deltag 3 6 1 A^1Piu 0 6 1 16ChKaBeTa.868
7667.4169 0.02 b^3Sigmag- 6 10 3 a^3Piu 4 9 3 15ChKaBeTa.3531
7668.0463 0.009892235 B^1Deltag 3 17 1 A^1Piu 0 16 1 16ChKaBeTa.869
7669.1902 0.020523088 b^3Sigmag- 6 13 2 a^3Piu 4 12 2 15ChKaBeTa.3518
7669.6802 0.005722751 B^1Deltag 3 5 1 A^1Piu 0 5 1 16ChKaBeTa.870
7669.7654 0.008657000000000001 b^3Sigmag- 6 16 1 a^3Piu 4 15 1 15ChKaBeTa.3508
7670.1336 0.007861467 A^1Piu 0 54 1 X^1Sigmag+ 0 54 1 77ChMaMa.276
7670.5998 0.004536 b^3Sigmag- 3 61 2 a^3Piu 1 61 2 79AmChMa.1266
7670.6052 0.0055 b^3Sigmag- 3 61 2 a^3Piu 1 61 2 85RoWaMiVe.1126
7670.6331 0.0096712 b^3Sigmag- 6 7 2 a^3Piu 4 6 2 15ChKaBeTa.3515
7671.079 0.007 b^3Sigmag- 6 11 2 a^3Piu 4 10 2 15ChKaBeTa.3517
7671.5742 0.007 b^3Sigmag- 6 9 2 a^3Piu 4 8 2 15ChKaBeTa.3516
7671.7119 0.0060588 B^1Deltag 3 4 1 A^1Piu 0 4 1 16ChKaBeTa.871
7671.8218 0.006647075 B^1Deltag 3 16 1 A^1Piu 0 15 1 16ChKaBeTa.872
7672.0997 0.054865800000000006 b^3Sigmag- 6 2 1 a^3Piu 4 2 1 15ChKaBeTa.3446
7673.6373 0.013293019 b^3Sigmag- 6 14 1 a^3Piu 4 13 1 15ChKaBeTa.3507
7674.565 0.003 B^1Deltag 3 2 1 A^1Piu 0 2 1 16ChKaBeTa.873
7675.0923 0.003 B^1Deltag 3 15 1 A^1Piu 0 14 1 16ChKaBeTa.874
7675.7819 0.0055 b^3Sigmag- 4 48 3 a^3Piu 2 48 3 85RoWaMiVe.1270
7675.7883 0.009 b^3Sigmag- 4 48 3 a^3Piu 2 48 3 79AmChMa.1782
7676.3374 0.0085547 b^3Sigmag- 6 12 1 a^3Piu 4 11 1 15ChKaBeTa.3506
7677.4231 0.007 A^1Piu 2 33 1 X^1Sigmag+ 2 32 1 15ChKaBeTa.254
7677.5601 0.0045 b^3Sigmag- 4 49 2 a^3Piu 2 49 2 79AmChMa.1755
7677.8377 0.005731761 b^3Sigmag- 4 50 1 a^3Piu 2 50 1 85RoWaMiVe.1236
7677.8534 0.022 b^3Sigmag- 4 50 1 a^3Piu 2 50 1 79AmChMa.1728
7677.939 0.007 b^3Sigmag- 6 10 1 a^3Piu 4 9 1 15ChKaBeTa.3505
7677.939 0.0117491 b^3Sigmag- 6 4 1 a^3Piu 4 3 1 15ChKaBeTa.3502
7678.035 0.003 B^1Deltag 3 14 1 A^1Piu 0 13 1 16ChKaBeTa.875
7678.4635 0.007 b^3Sigmag- 6 6 1 a^3Piu 4 5 1 15ChKaBeTa.3503
7678.5756 0.015062557 b^3Sigmag- 6 8 1 a^3Piu 4 7 1 15ChKaBeTa.3504
7678.6981 0.0259248 b^3Sigmag- 5 24 3 a^3Piu 3 25 3 15ChKaBeTa.3280
7678.7166 0.005 A^1Piu 0 63 1 X^1Sigmag+ 0 62 1 77ChMaMa.314
7678.7166 0.018861700000000002 b^3Sigmag- 5 24 3 a^3Piu 3 25 3 79AmChMa.1975
7679.4717 0.0045 b^3Sigmag- 4 60 1 a^3Piu 2 59 1 79AmChMa.1666
7680.1878 0.0283371 b^3Sigmag- 5 25 2 a^3Piu 3 26 2 15ChKaBeTa.3266
7680.5082 0.01041866 B^1Deltag 3 13 1 A^1Piu 0 12 1 16ChKaBeTa.876
7680.8309 0.001 A^1Piu 2 15 1 X^1Sigmag+ 2 16 1 15ChKaBeTa.214
7682.1319 0.010243200000000001 b^3Sigmag- 5 26 1 a^3Piu 3 27 1 15ChKaBeTa.3251
7682.6065 0.005522763 B^1Deltag 3 12 1 A^1Piu 0 11 1 16ChKaBeTa.877
7682.7679 0.010500600000000002 b^3Sigmag- 5 32 3 a^3Piu 3 32 3 15ChKaBeTa.3348
7682.7679 0.010500600000000002 b^3Sigmag- 5 32 3 a^3Piu 3 32 3 79AmChMa.2070
7684.2662 0.003 B^1Deltag 3 11 1 A^1Piu 0 10 1 16ChKaBeTa.878
7684.3749 0.001 A^1Piu 2 22 1 X^1Sigmag+ 2 22 1 15ChKaBeTa.230
7685.0486 0.015833242 b^3Sigmag- 5 33 2 a^3Piu 3 33 2 15ChKaBeTa.3324
7685.0639 0.015573800000000002 b^3Sigmag- 5 33 2 a^3Piu 3 33 2 79AmChMa.2049
7685.5509 0.003145559 B^1Deltag 3 10 1 A^1Piu 0 9 1 16ChKaBeTa.879
7685.7551 0.0047707 B^1Deltag 3 5 1 A^1Piu 0 4 1 16ChKaBeTa.880
7685.9282 0.09047830000000001 b^3Sigmag- 5 34 1 a^3Piu 3 34 1 15ChKaBeTa.3301
7685.9481 0.06639930000000001 b^3Sigmag- 5 34 1 a^3Piu 3 34 1 79AmChMa.2027
7686.2644 0.007 A^1Piu 0 45 1 X^1Sigmag+ 0 46 1 15ChKaBeTa.177
7686.2682 0.005 A^1Piu 0 45 1 X^1Sigmag+ 0 46 1 77ChMaMa.237
7686.3943 0.003 B^1Deltag 3 9 1 A^1Piu 0 8 1 16ChKaBeTa.881
7686.5349 0.003 B^1Deltag 3 6 1 A^1Piu 0 5 1 16ChKaBeTa.882
7686.8605 0.003 B^1Deltag 3 8 1 A^1Piu 0 7 1 16ChKaBeTa.883
7686.8935 0.004453876 B^1Deltag 3 7 1 A^1Piu 0 6 1 16ChKaBeTa.884
7689.31 0.036510024 b^3Sigmag- 5 42 3 a^3Piu 3 41 3 79AmChMa.2013
7690.1082 0.044286 b^3Sigmag- 5 43 2 a^3Piu 3 42 2 79AmChMa.1999
7690.2015 0.012597083 b^3Sigmag- 3 50 3 a^3Piu 1 51 3 79AmChMa.1131
7690.7788 0.015695941 b^3Sigmag- 3 51 2 a^3Piu 1 52 2 85RoWaMiVe.1075
7690.7962 0.033965941 b^3Sigmag- 3 51 2 a^3Piu 1 52 2 79AmChMa.1110
7691.3364 0.16196400000000002 b^3Sigmag- 5 44 1 a^3Piu 3 43 1 79AmChMa.1990
7691.7532 0.0055 b^3Sigmag- 3 52 1 a^3Piu 1 53 1 85RoWaMiVe.1065
7691.7671 0.017 b^3Sigmag- 3 52 1 a^3Piu 1 53 1 79AmChMa.1089
7695.8962 0.018315538 b^3Sigmag- 4 38 3 a^3Piu 2 39 3 15ChKaBeTa.3182
7696.4227 0.010513328 A^1Piu 2 31 1 X^1Sigmag+ 2 30 1 15ChKaBeTa.253
7696.7606 0.0045 b^3Sigmag- 4 39 2 a^3Piu 2 40 2 79AmChMa.1618
7696.7614 0.0055 b^3Sigmag- 4 39 2 a^3Piu 2 40 2 85RoWaMiVe.1212
7698.0583 0.020957458 b^3Sigmag- 4 40 1 a^3Piu 2 41 1 79AmChMa.1599
7699.5054 0.002 A^1Piu 2 13 1 X^1Sigmag+ 2 14 1 15ChKaBeTa.213
7700.9412 0.013334464 b^3Sigmag- 5 22 3 a^3Piu 3 23 3 15ChKaBeTa.3279
7701.5549 0.007 A^1Piu 2 20 1 X^1Sigmag+ 2 20 1 15ChKaBeTa.229
7702.5639 0.029060900000000004 b^3Sigmag- 5 23 2 a^3Piu 3 24 2 15ChKaBeTa.3265
7702.5811 0.0082489 b^3Sigmag- 5 23 2 a^3Piu 3 24 2 79AmChMa.1966
7704.0348 0.007 b^3Sigmag- 5 30 3 a^3Piu 3 30 3 15ChKaBeTa.3347
7704.0491 0.015 b^3Sigmag- 5 30 3 a^3Piu 3 30 3 79AmChMa.2069
7704.8187 0.009087902 b^3Sigmag- 5 24 1 a^3Piu 3 25 1 15ChKaBeTa.3250
7706.4172 0.036232900000000005 b^3Sigmag- 5 31 2 a^3Piu 3 31 2 85RoWaMiVe.1299
7706.4331 0.055471900000000005 b^3Sigmag- 5 31 2 a^3Piu 3 31 2 79AmChMa.2048
7707.4029 0.01854728 b^3Sigmag- 5 32 1 a^3Piu 3 32 1 15ChKaBeTa.3300
7707.4212 0.028895900000000002 b^3Sigmag- 5 32 1 a^3Piu 3 32 1 79AmChMa.2026
7707.6172 0.012532871 b^3Sigmag- 4 46 3 a^3Piu 2 46 3 85RoWaMiVe.1269
7707.6219 0.007597871 b^3Sigmag- 4 46 3 a^3Piu 2 46 3 79AmChMa.1781
7708.74 0.0055 b^3Sigmag- 3 58 3 a^3Piu 1 58 3 85RoWaMiVe.1143
7708.7423 0.0045 b^3Sigmag- 3 58 3 a^3Piu 1 58 3 79AmChMa.1294
7709 0.05 b^3Sigmag- 3 68 3 a^3Piu 1 67 3 79AmChMa.1211
7709.2582 0.0055 b^3Sigmag- 4 48 1 a^3Piu 2 48 1 85RoWaMiVe.1235
7709.3133 0.023 b^3Sigmag- 3 69 2 a^3Piu 1 68 2 79AmChMa.1183
7709.432 0.0045 b^3Sigmag- 4 47 2 a^3Piu 2 47 2 79AmChMa.1754
7709.4368 0.0055 b^3Sigmag- 4 47 2 a^3Piu 2 47 2 85RoWaMiVe.1253
7710.333 0.0055 b^3Sigmag- 3 59 2 a^3Piu 1 59 2 85RoWaMiVe.1125
7710.3639 0.0045 b^3Sigmag- 3 60 1 a^3Piu 1 60 1 79AmChMa.1236
7710.3832 0.020172143 b^3Sigmag- 3 60 1 a^3Piu 1 60 1 85RoWaMiVe.1104
7711.202 0.007 b^3Sigmag- 5 40 3 a^3Piu 3 39 3 15ChKaBeTa.3396
7711.2033 0.0057431 b^3Sigmag- 5 40 3 a^3Piu 3 39 3 79AmChMa.2012
7711.3679 0.0045 b^3Sigmag- 2 70 1 a^3Piu 0 70 1 79AmChMa.689
7712.122 0.0045 b^3Sigmag- 4 58 1 a^3Piu 2 57 1 79AmChMa.1665
7712.9637 0.003 A^1Piu 0 52 1 X^1Sigmag+ 0 52 1 77ChMaMa.275
7713.3824 0.0962863 b^3Sigmag- 5 42 1 a^3Piu 3 41 1 79AmChMa.1989
7713.7984 0.007 A^1Piu 2 29 1 X^1Sigmag+ 2 28 1 15ChKaBeTa.252
7716.5899 0.00258 A^1Piu 2 11 1 X^1Sigmag+ 2 12 1 15ChKaBeTa.212
7717.1442 0.007 A^1Piu 2 18 1 X^1Sigmag+ 2 18 1 15ChKaBeTa.228
7721.8524 0.0557953 b^3Sigmag- 5 20 3 a^3Piu 3 21 3 79AmChMa.1974
7721.8557 0.05180230000000001 b^3Sigmag- 5 20 3 a^3Piu 3 21 3 15ChKaBeTa.3278
7721.9514 0.005 A^1Piu 0 61 1 X^1Sigmag+ 0 60 1 77ChMaMa.313
7723.6353 0.0228569 b^3Sigmag- 5 21 2 a^3Piu 3 22 2 15ChKaBeTa.3264
7723.9938 0.018 b^3Sigmag- 5 28 3 a^3Piu 3 28 3 15ChKaBeTa.3346
7724.0113 0.0240207 b^3Sigmag- 5 28 3 a^3Piu 3 28 3 79AmChMa.2068
7726.0944 0.007 b^3Sigmag- 5 22 1 a^3Piu 3 23 1 15ChKaBeTa.3249
7726.0995 0.009914300000000001 b^3Sigmag- 5 22 1 a^3Piu 3 23 1 79AmChMa.1959
7726.4676 0.011895400000000002 b^3Sigmag- 5 29 2 a^3Piu 3 29 2 15ChKaBeTa.3323
7726.4758 0.00224 b^3Sigmag- 5 29 2 a^3Piu 3 29 2 79AmChMa.2047
7727.3963 0.009876558 b^3Sigmag- 4 36 3 a^3Piu 2 37 3 79AmChMa.1638
7727.4022 0.007 b^3Sigmag- 4 36 3 a^3Piu 2 37 3 15ChKaBeTa.3181
7727.5839 0.061676054 b^3Sigmag- 5 30 1 a^3Piu 3 30 1 15ChKaBeTa.3299
7727.5856 0.063461054 b^3Sigmag- 5 30 1 a^3Piu 3 30 1 79AmChMa.2025
7728.3284 0.008754900000000001 b^3Sigmag- 4 37 2 a^3Piu 2 38 2 79AmChMa.1617
7728.3336 0.0055 b^3Sigmag- 4 37 2 a^3Piu 2 38 2 85RoWaMiVe.1211
7728.9705 0.007 A^1Piu 0 43 1 X^1Sigmag+ 0 44 1 15ChKaBeTa.176
7728.9738 0.005 A^1Piu 0 43 1 X^1Sigmag+ 0 44 1 77ChMaMa.236
7729.54 0.02 b^3Sigmag- 3 48 3 a^3Piu 1 49 3 79AmChMa.1130
7729.5595 0.0055 b^3Sigmag- 3 48 3 a^3Piu 1 49 3 85RoWaMiVe.1085
7729.586 0.00598177 A^1Piu 2 27 1 X^1Sigmag+ 2 26 1 15ChKaBeTa.251
7729.7181 0.0045 b^3Sigmag- 4 38 1 a^3Piu 2 39 1 79AmChMa.1598
7729.7202 0.0055 b^3Sigmag- 4 38 1 a^3Piu 2 39 1 85RoWaMiVe.1199
7730.1407 0.0045 b^3Sigmag- 3 49 2 a^3Piu 1 50 2 79AmChMa.1109
7730.1499 0.010243797 b^3Sigmag- 3 49 2 a^3Piu 1 50 2 85RoWaMiVe.1074
7731.141 0.001 A^1Piu 2 16 1 X^1Sigmag+ 2 16 1 15ChKaBeTa.227
7731.1716 0.00485984 b^3Sigmag- 3 50 1 a^3Piu 1 51 1 79AmChMa.1088
7731.7872 0.007 b^3Sigmag- 5 38 3 a^3Piu 3 37 3 15ChKaBeTa.3395
7731.7931 0.0045 b^3Sigmag- 5 38 3 a^3Piu 3 37 3 79AmChMa.2011
7732.0808 0.00252 A^1Piu 2 9 1 X^1Sigmag+ 2 10 1 15ChKaBeTa.211
7732.702 0.0045 b^3Sigmag- 5 39 2 a^3Piu 3 38 2 79AmChMa.1998
7738.147 0.013037176 b^3Sigmag- 4 44 3 a^3Piu 2 44 3 85RoWaMiVe.1268
7738.1591 0.0045 b^3Sigmag- 4 44 3 a^3Piu 2 44 3 79AmChMa.1780
7740.0193 0.021283789 b^3Sigmag- 4 45 2 a^3Piu 2 45 2 85RoWaMiVe.1252
7740.404 0.013950096 b^3Sigmag- 4 46 1 a^3Piu 2 46 1 79AmChMa.1726
7740.4042 0.014160096 b^3Sigmag- 4 46 1 a^3Piu 2 46 1 85RoWaMiVe.1234
7741.4472 0.0045 b^3Sigmag- 5 18 3 a^3Piu 3 19 3 79AmChMa.1973
7741.4486 0.007 b^3Sigmag- 5 18 3 a^3Piu 3 19 3 15ChKaBeTa.3277
7742.5136 0.0045 b^3Sigmag- 4 55 2 a^3Piu 2 54 2 79AmChMa.1687
7742.6079 0.019820900000000002 b^3Sigmag- 5 26 3 a^3Piu 3 26 3 79AmChMa.2067
7742.6143 0.0120769 b^3Sigmag- 5 26 3 a^3Piu 3 26 3 15ChKaBeTa.3345
7743.4665 0.0045 b^3Sigmag- 4 56 1 a^3Piu 2 55 1 79AmChMa.1664
7743.5411 0.003 A^1Piu 2 14 1 X^1Sigmag+ 2 14 1 15ChKaBeTa.226
7743.772 0.007 A^1Piu 2 25 1 X^1Sigmag+ 2 24 1 15ChKaBeTa.250
7745.2064 0.007 b^3Sigmag- 5 27 2 a^3Piu 3 27 2 15ChKaBeTa.3322
7745.2128 0.006566141 b^3Sigmag- 5 27 2 a^3Piu 3 27 2 79AmChMa.2046
7745.978 0.003 A^1Piu 2 7 1 X^1Sigmag+ 2 8 1 15ChKaBeTa.210
7746.0795 0.0230934 b^3Sigmag- 5 20 1 a^3Piu 3 21 1 79AmChMa.1958
7746.0981 0.007 b^3Sigmag- 5 20 1 a^3Piu 3 21 1 15ChKaBeTa.3248
7746.465 0.019588243 b^3Sigmag- 5 28 1 a^3Piu 3 28 1 15ChKaBeTa.3298
7746.4723 0.011923243 b^3Sigmag- 5 28 1 a^3Piu 3 28 1 79AmChMa.2024
7747.1499 0.0045 b^3Sigmag- 3 56 3 a^3Piu 1 56 3 79AmChMa.1293
7747.1573 0.007699725 b^3Sigmag- 3 56 3 a^3Piu 1 56 3 85RoWaMiVe.1142
7748.241 0.029 b^3Sigmag- 3 66 3 a^3Piu 1 65 3 79AmChMa.1210
7748.7766 0.0045 b^3Sigmag- 3 57 2 a^3Piu 1 57 2 79AmChMa.1265
7748.8508 0.0045 b^3Sigmag- 3 58 1 a^3Piu 1 58 1 79AmChMa.1235
7748.861 0.010721676 b^3Sigmag- 3 58 1 a^3Piu 1 58 1 85RoWaMiVe.1103
7749.2923 0.016 b^3Sigmag- 3 68 1 a^3Piu 1 67 1 79AmChMa.1159
7752.04 0.006 b^3Sigmag- 5 37 2 a^3Piu 3 36 2 79AmChMa.1997
7753.5001 0.017783700000000003 b^3Sigmag- 5 38 1 a^3Piu 3 37 1 15ChKaBeTa.3365
7753.5301 0.0464849 b^3Sigmag- 5 38 1 a^3Piu 3 37 1 79AmChMa.1988
7754.2316 0.005 A^1Piu 0 50 1 X^1Sigmag+ 0 50 1 77ChMaMa.274
7754.3454 0.008921138 A^1Piu 2 12 1 X^1Sigmag+ 2 12 1 15ChKaBeTa.225
7755.009 0.0045 b^3Sigmag- 2 66 3 a^3Piu 0 66 3 79AmChMa.742
7756.3559 0.007 A^1Piu 2 23 1 X^1Sigmag+ 2 22 1 15ChKaBeTa.249
7757.6201 0.007 b^3Sigmag- 4 34 3 a^3Piu 2 35 3 15ChKaBeTa.3180
7757.6231 0.00227 b^3Sigmag- 4 34 3 a^3Piu 2 35 3 79AmChMa.1637
7758.2795 0.001 A^1Piu 2 5 1 X^1Sigmag+ 2 6 1 15ChKaBeTa.209
7758.6134 0.004 b^3Sigmag- 4 35 2 a^3Piu 2 36 2 15ChKaBeTa.3168
7758.6175 0.0045 b^3Sigmag- 4 35 2 a^3Piu 2 36 2 79AmChMa.1616
7759.6563 0.033601700000000005 b^3Sigmag- 5 16 3 a^3Piu 3 17 3 15ChKaBeTa.3276
7759.6714 0.015330700000000001 b^3Sigmag- 5 16 3 a^3Piu 3 17 3 79AmChMa.1972
7759.9076 0.015740253 b^3Sigmag- 5 24 3 a^3Piu 3 24 3 15ChKaBeTa.3344
7759.9089 0.014375253 b^3Sigmag- 5 24 3 a^3Piu 3 24 3 79AmChMa.2066
7760.0881 0.00835225 b^3Sigmag- 4 36 1 a^3Piu 2 37 1 85RoWaMiVe.1198
7760.1012 0.015526500000000002 b^3Sigmag- 4 36 1 a^3Piu 2 37 1 79AmChMa.1597
7761.8294 0.0213015 b^3Sigmag- 5 17 2 a^3Piu 3 18 2 79AmChMa.1965
7761.8331 0.0168245 b^3Sigmag- 5 17 2 a^3Piu 3 18 2 15ChKaBeTa.3263
7762.6297 0.007489215 b^3Sigmag- 5 25 2 a^3Piu 3 25 2 15ChKaBeTa.3321
7762.6376 0.0045 b^3Sigmag- 5 25 2 a^3Piu 3 25 2 79AmChMa.2045
7763.5559 0.007 A^1Piu 2 10 1 X^1Sigmag+ 2 10 1 15ChKaBeTa.224
7763.6004 0.012703184 A^1Piu 0 59 1 X^1Sigmag+ 0 58 1 77ChMaMa.312
7764.0593 0.010321300000000002 b^3Sigmag- 5 26 1 a^3Piu 3 26 1 15ChKaBeTa.3297
7764.0655 0.0045 b^3Sigmag- 5 26 1 a^3Piu 3 26 1 79AmChMa.2023
7764.8183 0.023962400000000002 b^3Sigmag- 5 18 1 a^3Piu 3 19 1 79AmChMa.1957
7764.8374 0.014016643 b^3Sigmag- 5 18 1 a^3Piu 3 19 1 15ChKaBeTa.3247
7767.3143 0.007 A^1Piu 2 21 1 X^1Sigmag+ 2 20 1 15ChKaBeTa.248
7767.365 0.008696944 b^3Sigmag- 4 42 3 a^3Piu 2 42 3 85RoWaMiVe.1267
7767.3734 0.0045 b^3Sigmag- 4 42 3 a^3Piu 2 42 3 79AmChMa.1779
7767.604 0.0082181 b^3Sigmag- 3 46 3 a^3Piu 1 47 3 79AmChMa.1129
7767.6107 0.0055 b^3Sigmag- 3 46 3 a^3Piu 1 47 3 85RoWaMiVe.1084
7768.0727 0.048576 b^3Sigmag- 5 34 3 a^3Piu 3 33 3 15ChKaBeTa.3394
7768.0727 0.048576 b^3Sigmag- 5 34 3 a^3Piu 3 33 3 79AmChMa.2009
7768.2465 0.0055 b^3Sigmag- 3 47 2 a^3Piu 1 48 2 85RoWaMiVe.1073
7768.9791 0.007 A^1Piu 2 3 1 X^1Sigmag+ 2 4 1 15ChKaBeTa.208
7769.3029 0.006424 b^3Sigmag- 3 48 1 a^3Piu 1 49 1 79AmChMa.1087
7769.3029 0.018042955 b^3Sigmag- 4 43 2 a^3Piu 2 43 2 79AmChMa.1752
7769.7362 0.0045 b^3Sigmag- 4 44 1 a^3Piu 2 44 1 79AmChMa.1725
7769.7441 0.008567955 b^3Sigmag- 4 44 1 a^3Piu 2 44 1 85RoWaMiVe.1233
7770.0126 0.006468823 b^3Sigmag- 5 35 2 a^3Piu 3 34 2 85RoWaMiVe.1308
7770.132 0.008824627 A^1Piu 0 41 1 X^1Sigmag+ 0 42 1 77ChMaMa.235
7771.1599 0.003 A^1Piu 2 8 1 X^1Sigmag+ 2 8 1 15ChKaBeTa.223
7771.569 0.0265969 b^3Sigmag- 5 36 1 a^3Piu 3 35 1 15ChKaBeTa.3364
7771.5934 0.013259400000000001 b^3Sigmag- 5 36 1 a^3Piu 3 35 1 79AmChMa.1987
7771.9392 0.034930826 b^3Sigmag- 4 52 3 a^3Piu 2 51 3 79AmChMa.1708
7772.5153 0.0045 b^3Sigmag- 4 53 2 a^3Piu 2 52 2 79AmChMa.1686
7773.4749 0.054 b^3Sigmag- 4 54 1 a^3Piu 2 53 1 79AmChMa.1663
7775.8589 0.005485528 b^3Sigmag- 5 22 3 a^3Piu 3 22 3 79AmChMa.2065
7775.8634 0.007 b^3Sigmag- 5 22 3 a^3Piu 3 22 3 15ChKaBeTa.3343
7776.4177 0.021 b^3Sigmag- 2 57 2 a^3Piu 0 58 2 79AmChMa.566
7776.5269 0.007149371 b^3Sigmag- 5 14 3 a^3Piu 3 15 3 15ChKaBeTa.3275
7776.684 0.005221286 A^1Piu 2 19 1 X^1Sigmag+ 2 18 1 15ChKaBeTa.247
7777.1663 0.003868343 A^1Piu 2 6 1 X^1Sigmag+ 2 6 1 15ChKaBeTa.222
7777.2784 0.0045 b^3Sigmag- 2 58 1 a^3Piu 0 59 1 79AmChMa.542
7778.0814 0.005 A^1Piu 2 1 1 X^1Sigmag+ 2 2 1 15ChKaBeTa.207
7778.7336 0.0045 b^3Sigmag- 5 23 2 a^3Piu 3 23 2 79AmChMa.2044
7778.735 0.007 b^3Sigmag- 5 23 2 a^3Piu 3 23 2 15ChKaBeTa.3320
7778.9487 0.01227273 b^3Sigmag- 5 15 2 a^3Piu 3 16 2 15ChKaBeTa.3262
7780.3648 0.007 b^3Sigmag- 5 24 1 a^3Piu 3 24 1 15ChKaBeTa.3296
7780.377 0.017986497 b^3Sigmag- 5 24 1 a^3Piu 3 24 1 79AmChMa.2022
7781.5716 0.007 A^1Piu 2 4 1 X^1Sigmag+ 2 4 1 15ChKaBeTa.221
7782.3237 0.009346236 b^3Sigmag- 5 16 1 a^3Piu 3 17 1 79AmChMa.1956
7782.3252 0.007771236 b^3Sigmag- 5 16 1 a^3Piu 3 17 1 15ChKaBeTa.3246
7784.2812 0.0045 b^3Sigmag- 3 54 3 a^3Piu 1 54 3 79AmChMa.1292
7784.3745 0.001 A^1Piu 2 2 1 X^1Sigmag+ 2 2 1 15ChKaBeTa.220
7784.4753 0.003 A^1Piu 2 17 1 X^1Sigmag+ 2 16 1 15ChKaBeTa.246
7785.4992 0.008877105 b^3Sigmag- 5 32 3 a^3Piu 3 31 3 15ChKaBeTa.3393
7785.5082 0.015524300000000001 b^3Sigmag- 5 32 3 a^3Piu 3 31 3 79AmChMa.2008
7785.9274 0.007735149 b^3Sigmag- 3 55 2 a^3Piu 1 55 2 85RoWaMiVe.1124
7785.9348 0.0045 b^3Sigmag- 3 55 2 a^3Piu 1 55 2 79AmChMa.1264
7786.0512 0.0045 b^3Sigmag- 3 56 1 a^3Piu 1 56 1 79AmChMa.1234
7786.0526 0.0055 b^3Sigmag- 3 56 1 a^3Piu 1 56 1 85RoWaMiVe.1102
7786.185 0.0045 b^3Sigmag- 3 64 3 a^3Piu 1 63 3 79AmChMa.1209
7786.5224 0.0045 b^3Sigmag- 3 65 2 a^3Piu 1 64 2 79AmChMa.1182
7786.5224 0.008037392 b^3Sigmag- 4 32 3 a^3Piu 2 33 3 79AmChMa.1636
7786.5245 0.007 b^3Sigmag- 4 32 3 a^3Piu 2 33 3 15ChKaBeTa.3179
7786.6507 0.018273533 b^3Sigmag- 5 33 2 a^3Piu 3 32 2 85RoWaMiVe.1307
7786.6665 0.006795800000000001 b^3Sigmag- 5 33 2 a^3Piu 3 32 2 79AmChMa.1996
7787.2713 0.0045 b^3Sigmag- 3 66 1 a^3Piu 1 65 1 79AmChMa.1158
7787.5955 0.006444121 b^3Sigmag- 4 33 2 a^3Piu 2 34 2 79AmChMa.1615
7787.6031 0.0055 b^3Sigmag- 4 33 2 a^3Piu 2 34 2 85RoWaMiVe.1210
7788.337 0.022775500000000004 b^3Sigmag- 5 34 1 a^3Piu 3 33 1 79AmChMa.1986
7788.7249 0.0068 A^1Piu 2 1 1 X^1Sigmag+ 2 0 1 15ChKaBeTa.238
7789.1699 0.0055 b^3Sigmag- 4 34 1 a^3Piu 2 35 1 85RoWaMiVe.1197
7789.1746 0.0045 b^3Sigmag- 4 34 1 a^3Piu 2 35 1 79AmChMa.1596
7790.4684 0.012164900000000001 b^3Sigmag- 5 20 3 a^3Piu 3 20 3 15ChKaBeTa.3342
7790.49 0.034087900000000004 b^3Sigmag- 5 20 3 a^3Piu 3 20 3 79AmChMa.2064
7790.6309 0.001 A^1Piu 2 15 1 X^1Sigmag+ 2 14 1 15ChKaBeTa.245
7793.5231 0.016064459 b^3Sigmag- 5 21 2 a^3Piu 3 21 2 79AmChMa.2043
7793.5252 0.013859459 b^3Sigmag- 5 21 2 a^3Piu 3 21 2 15ChKaBeTa.3319
7793.8173 0.001 A^1Piu 2 3 1 X^1Sigmag+ 2 2 1 15ChKaBeTa.239
7793.9294 0.007 A^1Piu 0 48 1 X^1Sigmag+ 0 48 1 15ChKaBeTa.181
7793.9312 0.005 A^1Piu 0 48 1 X^1Sigmag+ 0 48 1 77ChMaMa.273
7794.7336 0.0092653 b^3Sigmag- 5 13 2 a^3Piu 3 14 2 15ChKaBeTa.3261
7795.1805 0.001 A^1Piu 2 13 1 X^1Sigmag+ 2 12 1 15ChKaBeTa.244
7795.2802 0.03066028 b^3Sigmag- 4 40 3 a^3Piu 2 40 3 85RoWaMiVe.1266
7795.3823 0.007 b^3Sigmag- 5 22 1 a^3Piu 3 22 1 15ChKaBeTa.3295
7795.4004 0.019730418 b^3Sigmag- 5 22 1 a^3Piu 3 22 1 79AmChMa.2021
7797.3065 0.007 A^1Piu 2 5 1 X^1Sigmag+ 2 4 1 15ChKaBeTa.240
7797.7732 0.031 b^3Sigmag- 4 42 1 a^3Piu 2 42 1 85RoWaMiVe.1232
7797.78 0.025249442 b^3Sigmag- 4 42 1 a^3Piu 2 42 1 79AmChMa.1724
7798.0677 0.0102652 Bp^1Sigmag+ 4 22 1 A^1Piu 3 23 1 16ChKaBeTa_new.23
7798.1235 0.001 A^1Piu 2 11 1 X^1Sigmag+ 2 10 1 15ChKaBeTa.243
7798.5648 0.005636400000000001 b^3Sigmag- 5 14 1 a^3Piu 3 15 1 79AmChMa.1955
7798.5722 0.0140558 b^3Sigmag- 5 14 1 a^3Piu 3 15 1 15ChKaBeTa.3245
7798.6597 0.008075100000000002 b^3Sigmag- 2 64 3 a^3Piu 0 64 3 79AmChMa.741
7799.1851 0.00252 A^1Piu 2 7 1 X^1Sigmag+ 2 6 1 15ChKaBeTa.241
7799.4566 0.0033 A^1Piu 2 9 1 X^1Sigmag+ 2 8 1 15ChKaBeTa.242
7800.5341 0.0045 b^3Sigmag- 4 50 3 a^3Piu 2 49 3 79AmChMa.1707
7800.7099 0.00739002 b^3Sigmag- 5 30 3 a^3Piu 3 29 3 15ChKaBeTa.3392
7800.7172 0.0045 b^3Sigmag- 5 30 3 a^3Piu 3 29 3 79AmChMa.2007
7801.1286 0.006263792 b^3Sigmag- 4 51 2 a^3Piu 2 50 2 79AmChMa.1685
7801.9607 0.022126500000000004 b^3Sigmag- 5 31 2 a^3Piu 3 30 2 79AmChMa.1995
7801.9683 0.027387800000000004 b^3Sigmag- 5 31 2 a^3Piu 3 30 2 15ChKaBeTa.3377
7802.145 0.0045 b^3Sigmag- 4 52 1 a^3Piu 2 51 1 79AmChMa.1662
7803.6759 0.005 A^1Piu 0 57 1 X^1Sigmag+ 0 56 1 77ChMaMa.311
7803.728 0.013 b^3Sigmag- 5 18 3 a^3Piu 3 18 3 15ChKaBeTa.3341
7803.7405 0.0045 b^3Sigmag- 5 32 1 a^3Piu 3 31 1 79AmChMa.1985
7803.7405 0.0259897 b^3Sigmag- 5 18 3 a^3Piu 3 18 3 79AmChMa.2063
7804.3792 0.01395654 b^3Sigmag- 3 44 3 a^3Piu 1 45 3 85RoWaMiVe.1083
7804.3853 0.02 b^3Sigmag- 3 44 3 a^3Piu 1 45 3 79AmChMa.1128
7805.0639 0.0055 b^3Sigmag- 3 45 2 a^3Piu 1 46 2 85RoWaMiVe.1072
7805.0673 0.0045 b^3Sigmag- 3 45 2 a^3Piu 1 46 2 79AmChMa.1108
7806.036 0.009688148 b^3Sigmag- 5 10 3 a^3Piu 3 11 3 79AmChMa.1971
7806.0371 0.008533148 b^3Sigmag- 5 10 3 a^3Piu 3 11 3 15ChKaBeTa.3274
7806.1836 0.0055 b^3Sigmag- 3 46 1 a^3Piu 1 47 1 85RoWaMiVe.1064
7806.1898 0.0045 b^3Sigmag- 3 46 1 a^3Piu 1 47 1 79AmChMa.1086
7806.9641 0.026765200000000003 b^3Sigmag- 5 19 2 a^3Piu 3 19 2 79AmChMa.2042
7806.9787 0.019775800000000003 b^3Sigmag- 5 19 2 a^3Piu 3 19 2 15ChKaBeTa.3318
7809.1229 0.009578800000000002 b^3Sigmag- 5 20 1 a^3Piu 3 20 1 15ChKaBeTa.3294
7809.1476 0.037334 b^3Sigmag- 5 20 1 a^3Piu 3 20 1 79AmChMa.2020
7809.175 0.0323928 b^3Sigmag- 5 11 2 a^3Piu 3 12 2 15ChKaBeTa.3260
7809.725 0.005 A^1Piu 0 39 1 X^1Sigmag+ 0 40 1 77ChMaMa.234
7813.6126 0.0045 b^3Sigmag- 5 12 1 a^3Piu 3 13 1 79AmChMa.1954
7813.6131 0.007 b^3Sigmag- 5 12 1 a^3Piu 3 13 1 15ChKaBeTa.3244
7814.1306 0.014035612 b^3Sigmag- 4 30 3 a^3Piu 2 31 3 15ChKaBeTa.3178
7814.1443 0.0089639 b^3Sigmag- 4 30 3 a^3Piu 2 31 3 79AmChMa.1635
7814.5686 0.003 Bp^1Sigmag+ 4 20 1 A^1Piu 3 21 1 16ChKaBeTa_new.22
7814.5795 0.00759909 b^3Sigmag- 5 28 3 a^3Piu 3 27 3 15ChKaBeTa.3391
7814.5869 0.013669700000000002 b^3Sigmag- 5 28 3 a^3Piu 3 27 3 79AmChMa.2006
7815.2931 0.0055 b^3Sigmag- 4 31 2 a^3Piu 2 32 2 85RoWaMiVe.1209
7815.2999 0.0124498 b^3Sigmag- 4 31 2 a^3Piu 2 32 2 79AmChMa.1614
7815.6118 0.0157861 b^3Sigmag- 5 16 3 a^3Piu 3 16 3 15ChKaBeTa.3340
7815.62 0.0073029 b^3Sigmag- 5 16 3 a^3Piu 3 16 3 79AmChMa.2062
7815.944 0.087039199 b^3Sigmag- 5 29 2 a^3Piu 3 28 2 79AmChMa.1994
7817.7225 0.040029 b^3Sigmag- 5 30 1 a^3Piu 3 29 1 15ChKaBeTa.3363
7817.7225 0.040029 b^3Sigmag- 5 30 1 a^3Piu 3 29 1 79AmChMa.1984
7818.6148 0.010102175 b^3Sigmag- 5 8 3 a^3Piu 3 9 3 15ChKaBeTa.3273
7819.1121 0.019888 b^3Sigmag- 5 17 2 a^3Piu 3 17 2 15ChKaBeTa.3317
7819.1246 0.0056 b^3Sigmag- 5 17 2 a^3Piu 3 17 2 79AmChMa.2041
7819.7438 0.0045 b^3Sigmag- 2 55 2 a^3Piu 0 56 2 79AmChMa.565
7820.085 0.007189013 b^3Sigmag- 3 52 3 a^3Piu 1 52 3 85RoWaMiVe.1141
7820.0919 0.0045 b^3Sigmag- 3 52 3 a^3Piu 1 52 3 79AmChMa.1291
7820.6281 0.010324600000000001 b^3Sigmag- 2 56 1 a^3Piu 0 57 1 79AmChMa.541
7821.6005 0.014976762 b^3Sigmag- 5 18 1 a^3Piu 3 18 1 15ChKaBeTa.3293
7821.6083 0.023166762 b^3Sigmag- 5 18 1 a^3Piu 3 18 1 79AmChMa.2019
7821.7736 0.008986878 b^3Sigmag- 3 53 2 a^3Piu 1 53 2 85RoWaMiVe.1123
7821.7819 0.0045 b^3Sigmag- 3 53 2 a^3Piu 1 53 2 79AmChMa.1263
7821.9384 0.04 b^3Sigmag- 3 54 1 a^3Piu 1 54 1 85RoWaMiVe.1101
7822.2532 0.007 b^3Sigmag- 5 9 2 a^3Piu 3 10 2 15ChKaBeTa.3259
7822.756 0.0045 b^3Sigmag- 3 62 3 a^3Piu 1 61 3 79AmChMa.1208
7823.1424 0.0045 b^3Sigmag- 3 63 2 a^3Piu 1 62 2 79AmChMa.1181
7823.9239 0.0045 b^3Sigmag- 4 39 2 a^3Piu 2 39 2 79AmChMa.1750
7823.9242 0.0055 b^3Sigmag- 4 39 2 a^3Piu 2 39 2 85RoWaMiVe.1250
7823.9289 0.012778469 b^3Sigmag- 3 64 1 a^3Piu 1 63 1 79AmChMa.1157
7824.506 0.0055 b^3Sigmag- 4 40 1 a^3Piu 2 40 1 85RoWaMiVe.1231
7824.5096 0.0045 b^3Sigmag- 4 40 1 a^3Piu 2 40 1 79AmChMa.1723
7826.1114 0.007 b^3Sigmag- 5 14 3 a^3Piu 3 14 3 15ChKaBeTa.3339
7826.1144 0.0045 b^3Sigmag- 5 14 3 a^3Piu 3 14 3 79AmChMa.2061
7827.1024 0.02299 b^3Sigmag- 5 26 3 a^3Piu 3 25 3 15ChKaBeTa.3390
7827.121 0.015072200000000003 b^3Sigmag- 5 26 3 a^3Piu 3 25 3 79AmChMa.2005
7827.4918 0.008368439 b^3Sigmag- 5 10 1 a^3Piu 3 11 1 15ChKaBeTa.3243
7827.7934 0.0045 b^3Sigmag- 4 48 3 a^3Piu 2 47 3 79AmChMa.1706
7828.4287 0.0045 b^3Sigmag- 4 49 2 a^3Piu 2 48 2 79AmChMa.1684
7828.5901 0.029759400000000005 b^3Sigmag- 5 27 2 a^3Piu 3 26 2 15ChKaBeTa.3376
7828.6036 0.0460944 b^3Sigmag- 5 27 2 a^3Piu 3 26 2 79AmChMa.1993
7829.5159 0.0045 b^3Sigmag- 4 50 1 a^3Piu 2 49 1 79AmChMa.1661
7829.6094 0.007 b^3Sigmag- 5 6 3 a^3Piu 3 7 3 15ChKaBeTa.3272
7829.9077 0.014665655 b^3Sigmag- 5 15 2 a^3Piu 3 15 2 15ChKaBeTa.3316
7830.1269 0.0065208 Bp^1Sigmag+ 4 18 1 A^1Piu 3 19 1 16ChKaBeTa_new.21
7830.5318 0.0045 b^3Sigmag- 5 28 1 a^3Piu 3 27 1 79AmChMa.1983
7830.5318 0.007 b^3Sigmag- 5 28 1 a^3Piu 3 27 1 15ChKaBeTa.3362
7832.067 0.0459657 A^1Piu 0 46 1 X^1Sigmag+ 0 46 1 77ChMaMa.272
7832.3132 0.003 Bp^1Sigmag+ 4 28 1 A^1Piu 3 28 1 16ChKaBeTa_new.37
7832.8287 0.021284643 b^3Sigmag- 5 16 1 a^3Piu 3 16 1 15ChKaBeTa.3292
7832.8345 0.015194643 b^3Sigmag- 5 16 1 a^3Piu 3 16 1 79AmChMa.2018
7833.9328 0.007 b^3Sigmag- 5 7 2 a^3Piu 3 8 2 15ChKaBeTa.3258
7835.1986 0.007 b^3Sigmag- 5 12 3 a^3Piu 3 12 3 15ChKaBeTa.3338
7835.21 0.0150194 b^3Sigmag- 5 12 3 a^3Piu 3 12 3 79AmChMa.2060
7838.2583 0.0288904 b^3Sigmag- 5 24 3 a^3Piu 3 23 3 15ChKaBeTa.3389
7838.2806 0.0045 b^3Sigmag- 5 24 3 a^3Piu 3 23 3 79AmChMa.2004
7839.3577 0.013 b^3Sigmag- 5 13 2 a^3Piu 3 13 2 15ChKaBeTa.3315
7839.37 0.0256916 b^3Sigmag- 5 13 2 a^3Piu 3 13 2 79AmChMa.2040
7839.8722 0.007751019 b^3Sigmag- 3 42 3 a^3Piu 1 43 3 79AmChMa.1127
7840.2862 0.007 b^3Sigmag- 5 8 1 a^3Piu 3 9 1 15ChKaBeTa.3242
7840.4293 0.005917594 b^3Sigmag- 4 28 3 a^3Piu 2 29 3 85RoWaMiVe.1220
7840.4458 0.022203500000000004 b^3Sigmag- 4 28 3 a^3Piu 2 29 3 79AmChMa.1634
7840.6034 0.014167914 b^3Sigmag- 3 43 2 a^3Piu 1 44 2 79AmChMa.1107
7840.6037 0.014482914 b^3Sigmag- 3 43 2 a^3Piu 1 44 2 85RoWaMiVe.1071
7841.0303 0.0045 b^3Sigmag- 2 62 3 a^3Piu 0 62 3 79AmChMa.740
7841.6809 0.008401800000000001 b^3Sigmag- 4 29 2 a^3Piu 2 30 2 85RoWaMiVe.1208
7841.7051 0.0302258 b^3Sigmag- 4 29 2 a^3Piu 2 30 2 79AmChMa.1613
7841.7825 0.00577427 b^3Sigmag- 3 44 1 a^3Piu 1 45 1 85RoWaMiVe.1063
7841.7883 0.008670200000000001 b^3Sigmag- 3 44 1 a^3Piu 1 45 1 79AmChMa.1085
7842.1383 0.016907000000000002 b^3Sigmag- 5 26 1 a^3Piu 3 25 1 15ChKaBeTa.3361
7842.1495 0.005 A^1Piu 0 55 1 X^1Sigmag+ 0 54 1 77ChMaMa.310
7842.1495 0.0056826 b^3Sigmag- 5 26 1 a^3Piu 3 25 1 79AmChMa.1982
7842.5426 0.0045 b^3Sigmag- 2 63 2 a^3Piu 0 63 2 79AmChMa.713
7842.8257 0.013850901 b^3Sigmag- 5 14 1 a^3Piu 3 14 1 15ChKaBeTa.3291
7842.8257 0.014843400000000001 b^3Sigmag- 5 10 3 a^3Piu 3 10 3 15ChKaBeTa.3337
7842.8393 0.0056595000000000005 b^3Sigmag- 5 14 1 a^3Piu 3 14 1 79AmChMa.2017
7842.8398 0.028579100000000003 b^3Sigmag- 5 10 3 a^3Piu 3 10 3 79AmChMa.2059
7843.4699 0.009773500000000001 b^3Sigmag- 4 30 1 a^3Piu 2 31 1 85RoWaMiVe.1196
7843.4736 0.008052 b^3Sigmag- 4 30 1 a^3Piu 2 31 1 79AmChMa.1595
7844.1865 0.012413500000000001 b^3Sigmag- 5 5 2 a^3Piu 3 6 2 15ChKaBeTa.3257
7844.7187 0.0036586 Bp^1Sigmag+ 4 16 1 A^1Piu 3 17 1 16ChKaBeTa_new.20
7845.6143 0.003 Bp^1Sigmag+ 4 26 1 A^1Piu 3 26 1 16ChKaBeTa_new.36
7847.16 0.012698942 b^3Sigmag- 4 36 3 a^3Piu 2 36 3 15ChKaBeTa.3207
7847.1722 0.0092565 b^3Sigmag- 4 36 3 a^3Piu 2 36 3 79AmChMa.1776
7847.4418 0.00332 b^3Sigmag- 5 11 2 a^3Piu 3 11 2 79AmChMa.2039
7847.4474 0.007 b^3Sigmag- 5 11 2 a^3Piu 3 11 2 15ChKaBeTa.3314
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7848.078 0.056826 b^3Sigmag- 5 22 3 a^3Piu 3 21 3 15ChKaBeTa.3388
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7950.303 0.01275596 b^3Sigmag- 3 44 3 a^3Piu 1 44 3 85RoWaMiVe.1137
7950.3088 0.018 b^3Sigmag- 3 44 3 a^3Piu 1 44 3 79AmChMa.1287
7952.1053 0.0078683 b^3Sigmag- 4 18 3 a^3Piu 2 19 3 79AmChMa.1629
7952.1099 0.007 b^3Sigmag- 4 18 3 a^3Piu 2 19 3 15ChKaBeTa.3177
7952.1631 0.0055 b^3Sigmag- 3 45 2 a^3Piu 1 45 2 85RoWaMiVe.1120
7952.1661 0.0045 b^3Sigmag- 3 45 2 a^3Piu 1 45 2 79AmChMa.1259
7952.4649 0.007943515 A^1Piu 0 31 1 X^1Sigmag+ 0 32 1 77ChMaMa.230
7952.5296 0.011721994 b^3Sigmag- 3 46 1 a^3Piu 1 46 1 85RoWaMiVe.1097
7953.7852 0.0045 b^3Sigmag- 4 26 3 a^3Piu 2 26 3 79AmChMa.1771
7953.7858 0.0055 b^3Sigmag- 4 26 3 a^3Piu 2 26 3 85RoWaMiVe.1262
7954.0584 0.009109579 b^3Sigmag- 4 19 2 a^3Piu 2 20 2 85RoWaMiVe.1204
7954.0613 0.006064579 b^3Sigmag- 4 19 2 a^3Piu 2 20 2 79AmChMa.1608
7955.154 0.003241556 B^1Deltag 7 21 1 A^1Piu 3 22 1 16ChKaBeTa.892
7955.324 0.006799494 A^1Piu 1 11 1 X^1Sigmag+ 1 12 1 15ChKaBeTa.188
7955.8079 0.044 b^3Sigmag- 3 54 3 a^3Piu 1 53 3 85RoWaMiVe.1190
7955.813 0.049 b^3Sigmag- 3 54 3 a^3Piu 1 53 3 79AmChMa.1204
7956.0283 0.007 A^1Piu 1 18 1 X^1Sigmag+ 1 18 1 15ChKaBeTa.196
7956.3586 0.0081785 b^3Sigmag- 4 27 2 a^3Piu 2 27 2 79AmChMa.1744
7956.3616 0.0055 b^3Sigmag- 4 27 2 a^3Piu 2 27 2 85RoWaMiVe.1248
7956.7532 0.0109912 b^3Sigmag- 4 20 1 a^3Piu 2 21 1 15ChKaBeTa.3157
7956.7609 0.0045 b^3Sigmag- 4 20 1 a^3Piu 2 21 1 79AmChMa.1591
7957.2351 0.020781934 b^3Sigmag- 3 56 1 a^3Piu 1 55 1 79AmChMa.1153
7957.5956 0.0055 b^3Sigmag- 4 28 1 a^3Piu 2 28 1 85RoWaMiVe.1225
7957.5996 0.0045 b^3Sigmag- 4 28 1 a^3Piu 2 28 1 79AmChMa.1717
7957.6334 0.0015 Bp^1Sigmag+ 3 16 1 A^1Piu 2 17 1 88DoNiBeb.692
7958.8547 0.003313075 B^1Deltag 7 27 1 A^1Piu 3 27 1 16ChKaBeTa.893
7960.3667 0.0045 b^3Sigmag- 2 56 3 a^3Piu 0 56 3 79AmChMa.738
7962.0051 0.0371987 b^3Sigmag- 2 58 1 a^3Piu 0 58 1 79AmChMa.687
7963.2613 0.0045 b^3Sigmag- 4 36 3 a^3Piu 2 35 3 79AmChMa.1700
7963.4477 0.0045 b^3Sigmag- 2 66 3 a^3Piu 0 65 3 79AmChMa.661
7963.7894 0.0045 b^3Sigmag- 2 67 2 a^3Piu 0 66 2 79AmChMa.633
7964.2539 0.0045 b^3Sigmag- 4 37 2 a^3Piu 2 36 2 79AmChMa.1678
7964.2563 0.0055 b^3Sigmag- 4 37 2 a^3Piu 2 36 2 85RoWaMiVe.1288
7964.5163 0.0045 b^3Sigmag- 2 68 1 a^3Piu 0 67 1 79AmChMa.610
7965.7265 0.0055 b^3Sigmag- 4 38 1 a^3Piu 2 37 1 85RoWaMiVe.1275
7965.7285 0.0045 b^3Sigmag- 4 38 1 a^3Piu 2 37 1 79AmChMa.1655
7967.5617 0.005 B^1Deltag 7 20 1 A^1Piu 3 21 1 16ChKaBeTa.894
7968.8233 0.005 A^1Piu 0 38 1 X^1Sigmag+ 0 38 1 77ChMaMa.268
7968.9177 0.007 b^3Sigmag- 3 34 3 a^3Piu 1 35 3 15ChKaBeTa.3079
7968.9398 0.023 b^3Sigmag- 3 34 3 a^3Piu 1 35 3 79AmChMa.1124
7969.8914 0.021490518 b^3Sigmag- 3 35 2 a^3Piu 1 36 2 79AmChMa.1103
7969.8987 0.013825518 b^3Sigmag- 3 35 2 a^3Piu 1 36 2 85RoWaMiVe.1067
7970.4308 0.007 b^3Sigmag- 4 16 3 a^3Piu 2 17 3 15ChKaBeTa.3176
7970.4351 0.0045 b^3Sigmag- 4 16 3 a^3Piu 2 17 3 79AmChMa.1628
7970.575 0.020621309 B^1Deltag 7 26 1 A^1Piu 3 26 1 16ChKaBeTa.895
7971.1185 0.0055 b^3Sigmag- 4 24 3 a^3Piu 2 24 3 85RoWaMiVe.1261
7971.1229 0.0045 b^3Sigmag- 4 24 3 a^3Piu 2 24 3 79AmChMa.1770
7971.3693 0.007 b^3Sigmag- 3 36 1 a^3Piu 1 37 1 15ChKaBeTa.3046
7971.3702 0.0045 b^3Sigmag- 3 36 1 a^3Piu 1 37 1 79AmChMa.1081
7971.7108 0.0015 Bp^1Sigmag+ 3 14 1 A^1Piu 2 15 1 88DoNiBeb.691
7972.5886 0.016 b^3Sigmag- 4 17 2 a^3Piu 2 18 2 15ChKaBeTa.3166
7972.605 0.0174504 b^3Sigmag- 4 17 2 a^3Piu 2 18 2 79AmChMa.1607
7973.8307 0.0055 b^3Sigmag- 4 25 2 a^3Piu 2 25 2 85RoWaMiVe.1247
7973.8328 0.0045 b^3Sigmag- 4 25 2 a^3Piu 2 25 2 79AmChMa.1743
7975.2282 0.005863 b^3Sigmag- 4 26 1 a^3Piu 2 26 1 79AmChMa.1716
7975.2314 0.0055 b^3Sigmag- 4 26 1 a^3Piu 2 26 1 85RoWaMiVe.1224
7975.5898 0.0055 b^3Sigmag- 4 18 1 a^3Piu 2 19 1 85RoWaMiVe.1193
7975.5925 0.0045 b^3Sigmag- 4 18 1 a^3Piu 2 19 1 79AmChMa.1590
7979.3554 0.011005031 B^1Deltag 7 19 1 A^1Piu 3 20 1 16ChKaBeTa.896
7979.5871 0.0055 b^3Sigmag- 3 42 3 a^3Piu 1 42 3 85RoWaMiVe.1136
7979.5908 0.0045 b^3Sigmag- 3 42 3 a^3Piu 1 42 3 79AmChMa.1286
7979.5908 0.012 b^3Sigmag- 2 46 3 a^3Piu 0 47 3 79AmChMa.582
7980.116 0.005 A^1Piu 0 47 1 X^1Sigmag+ 0 46 1 77ChMaMa.306
7980.1163 0.007 A^1Piu 0 47 1 X^1Sigmag+ 0 46 1 15ChKaBeTa.183
7980.2513 0.005352602 b^3Sigmag- 2 47 2 a^3Piu 0 48 2 79AmChMa.561
7981.1574 0.0045 b^3Sigmag- 4 34 3 a^3Piu 2 33 3 79AmChMa.1699
7981.315 0.0045 b^3Sigmag- 2 48 1 a^3Piu 0 49 1 79AmChMa.538
7981.5043 0.016346534 b^3Sigmag- 3 43 2 a^3Piu 1 43 2 85RoWaMiVe.1119
7981.5081 0.020336534 b^3Sigmag- 3 43 2 a^3Piu 1 43 2 79AmChMa.1258
7981.9243 0.0055 b^3Sigmag- 3 44 1 a^3Piu 1 44 1 85RoWaMiVe.1096
7981.9264 0.0045 b^3Sigmag- 3 44 1 a^3Piu 1 44 1 79AmChMa.1230
7982.1481 0.003 B^1Deltag 7 25 1 A^1Piu 3 25 1 16ChKaBeTa.897
7982.2138 0.008735742 b^3Sigmag- 4 35 2 a^3Piu 2 34 2 85RoWaMiVe.1287
7982.2223 0.0045 b^3Sigmag- 4 35 2 a^3Piu 2 34 2 79AmChMa.1677
7982.6146 0.00235 A^1Piu 1 14 1 X^1Sigmag+ 1 14 1 15ChKaBeTa.195
7983.7792 0.012393037 b^3Sigmag- 4 36 1 a^3Piu 2 35 1 15ChKaBeTa.3219
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7984.2044 0.005506624 A^1Piu 0 29 1 X^1Sigmag+ 0 30 1 77ChMaMa.229
7984.79 0.001971302 Bp^1Sigmag+ 3 12 1 A^1Piu 2 13 1 88DoNiBeb.690
7984.9673 0.008538874 A^1Piu 1 7 1 X^1Sigmag+ 1 8 1 15ChKaBeTa.187
7985.7262 0.012802657 b^3Sigmag- 3 52 3 a^3Piu 1 51 3 85RoWaMiVe.1189
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7986.2774 0.007166293 b^3Sigmag- 3 53 2 a^3Piu 1 52 2 85RoWaMiVe.1172
7986.2909 0.021341293 b^3Sigmag- 3 53 2 a^3Piu 1 52 2 79AmChMa.1178
7987.1147 0.006175601 b^3Sigmag- 4 22 3 a^3Piu 2 22 3 85RoWaMiVe.1260
7987.1204 0.0068255 b^3Sigmag- 4 22 3 a^3Piu 2 22 3 79AmChMa.1769
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7987.2494 0.010175136 b^3Sigmag- 3 54 1 a^3Piu 1 53 1 85RoWaMiVe.1161
7987.3715 0.028709544 b^3Sigmag- 4 14 3 a^3Piu 2 15 3 79AmChMa.1627
7987.3767 0.023249544 b^3Sigmag- 4 14 3 a^3Piu 2 15 3 15ChKaBeTa.3175
7989.793 0.005654 b^3Sigmag- 4 15 2 a^3Piu 2 16 2 79AmChMa.1606
7989.7931 0.007 b^3Sigmag- 4 15 2 a^3Piu 2 16 2 15ChKaBeTa.3165
7989.976 0.017951914 b^3Sigmag- 4 23 2 a^3Piu 2 23 2 85RoWaMiVe.1246
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7993.0199 0.011914100000000002 B^1Deltag 7 24 1 A^1Piu 3 24 1 16ChKaBeTa.898
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7997.5505 0.015838692 b^3Sigmag- 2 54 3 a^3Piu 0 54 3 79AmChMa.737
7997.6907 0.0061094 b^3Sigmag- 4 32 3 a^3Piu 2 31 3 15ChKaBeTa.3238
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7997.9297 0.009015008 b^3Sigmag- 3 32 3 a^3Piu 1 33 3 15ChKaBeTa.3078
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7998.8632 0.026331800000000002 b^3Sigmag- 4 33 2 a^3Piu 2 32 2 79AmChMa.1676
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7999.2971 0.011795518 b^3Sigmag- 2 56 1 a^3Piu 0 56 1 85RoWaMiVe.979
8000.5386 0.0173118 b^3Sigmag- 3 34 1 a^3Piu 1 35 1 79AmChMa.1080
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8001.3818 0.008075100000000002 b^3Sigmag- 2 64 3 a^3Piu 0 63 3 79AmChMa.660
8001.765 0.009759286 b^3Sigmag- 4 20 3 a^3Piu 2 20 3 79AmChMa.1768
8001.7666 0.011439286 b^3Sigmag- 4 20 3 a^3Piu 2 20 3 85RoWaMiVe.1259
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8002.7651 0.004505831 A^1Piu 1 10 1 X^1Sigmag+ 1 10 1 15ChKaBeTa.194
8002.9327 0.00554835 b^3Sigmag- 4 12 3 a^3Piu 2 13 3 79AmChMa.1626
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8004.0142 0.005463311 Bp^1Sigmag+ 2 26 1 A^1Piu 1 27 1 88DoNiBeb.660
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8005.6618 0.011048400000000002 b^3Sigmag- 4 13 2 a^3Piu 2 14 2 15ChKaBeTa.3164
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8007.5544 0.009046244 b^3Sigmag- 3 40 3 a^3Piu 1 40 3 85RoWaMiVe.1135
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8010.0161 0.024464087 b^3Sigmag- 3 42 1 a^3Piu 1 42 1 85RoWaMiVe.1095
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8012.8827 0.0129756 b^3Sigmag- 4 30 3 a^3Piu 2 29 3 15ChKaBeTa.3237
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8015.908 0.025297800000000002 b^3Sigmag- 4 32 1 a^3Piu 2 31 1 15ChKaBeTa.3218
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8015.9281 0.009746548 b^3Sigmag- 3 52 1 a^3Piu 1 51 1 79AmChMa.1151
8015.9281 0.0099605 b^3Sigmag- 4 32 1 a^3Piu 2 31 1 79AmChMa.1653
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8018.2931 0.006950084 b^3Sigmag- 4 19 2 a^3Piu 2 19 2 85RoWaMiVe.1244
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8018.8015 0.002629832 Bp^1Sigmag+ 3 14 1 A^1Piu 2 14 1 88DoNiBeb.700
8020.1878 0.00821716 b^3Sigmag- 4 11 2 a^3Piu 2 12 2 15ChKaBeTa.3163
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8024.0238 0.00365 Bp^1Sigmag+ 2 24 1 A^1Piu 1 25 1 88DoNiBeb.659
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8026.9742 0.0055 b^3Sigmag- 4 16 3 a^3Piu 2 16 3 85RoWaMiVe.1257
8027.0613 0.004412123 Bp^1Sigmag+ 3 4 1 A^1Piu 2 5 1 88DoNiBeb.686
8027.681 0.005 A^1Piu 0 34 1 X^1Sigmag+ 0 34 1 77ChMaMa.266
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8028.0869 0.0103829 b^3Sigmag- 4 29 2 a^3Piu 2 28 2 85RoWaMiVe.1284
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8028.4627 0.0139392 b^3Sigmag- 3 32 1 a^3Piu 1 33 1 79AmChMa.1079
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8030.0083 0.039248000000000005 b^3Sigmag- 4 30 1 a^3Piu 2 29 1 79AmChMa.1652
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8030.458 0.009483395 b^3Sigmag- 4 17 2 a^3Piu 2 17 2 85RoWaMiVe.1243
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8033.4226 0.033655173 b^3Sigmag- 2 52 3 a^3Piu 0 52 3 79AmChMa.736
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8035.2559 0.008598987 b^3Sigmag- 2 54 1 a^3Piu 0 54 1 85RoWaMiVe.978
8035.2641 0.005608900000000001 b^3Sigmag- 2 54 1 a^3Piu 0 54 1 79AmChMa.685
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8036.2498 0.008838843 b^3Sigmag- 3 39 2 a^3Piu 1 39 2 85RoWaMiVe.1118
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8037.9838 0.012238600000000002 b^3Sigmag- 2 62 3 a^3Piu 0 61 3 79AmChMa.659
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8039.0248 0.012339263 A^1Piu 1 9 1 X^1Sigmag+ 1 8 1 15ChKaBeTa.202
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8039.2217 0.012689764 b^3Sigmag- 4 26 3 a^3Piu 2 25 3 15ChKaBeTa.3236
8039.2409 0.014143800000000002 b^3Sigmag- 4 26 3 a^3Piu 2 25 3 79AmChMa.1696
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8057.7531 0.006052058 B^1Deltag 7 17 1 A^1Piu 3 17 1 16ChKaBeTa.909
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8103.2734 0.007729700000000001 b^3Sigmag- 2 50 1 a^3Piu 0 50 1 79AmChMa.683
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8105.2453 0.00673012 B^1Deltag 7 9 1 A^1Piu 3 9 1 16ChKaBeTa.927
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8107.1594 0.018 b^3Sigmag- 2 58 3 a^3Piu 0 57 3 79AmChMa.658
8107.6208 0.014466453 b^3Sigmag- 2 59 2 a^3Piu 0 58 2 79AmChMa.630
8108.1096 0.0015 Bp^1Sigmag+ 2 14 1 A^1Piu 1 15 1 88DoNiBeb.655
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8110.4927 0.018522606 B^1Deltag 7 17 1 A^1Piu 3 16 1 16ChKaBeTa.930
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8229.5199 0.026882983 b^3Sigmag- 3 10 3 a^3Piu 1 11 3 79AmChMa.1113
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8230.1073 0.0055 b^3Sigmag- 2 51 2 a^3Piu 0 50 2 85RoWaMiVe.1039
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8232.6045 0.007 b^3Sigmag- 3 11 2 a^3Piu 1 12 2 15ChKaBeTa.3051
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8238.5183 0.017362699 b^3Sigmag- 2 30 3 a^3Piu 0 31 3 79AmChMa.574
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8287.4888 0.022951737 b^3Sigmag- 3 5 2 a^3Piu 1 5 2 79AmChMa.1240
8287.5094 0.007949414 b^3Sigmag- 3 5 2 a^3Piu 1 5 2 15ChKaBeTa.3092
8288.3758 0.004775765 Bp^1Sigmag+ 1 20 1 A^1Piu 0 20 1 88DoNiBeb.740
8288.9573 0.0055 b^3Sigmag- 3 18 3 a^3Piu 1 17 3 85RoWaMiVe.1174
8288.9663 0.01020749 b^3Sigmag- 3 18 3 a^3Piu 1 17 3 79AmChMa.1187
8289.149 0.007 A^1Piu 7 7 1 X^1Sigmag+ 6 8 1 15ChKaBeTa.311
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8290.2172 0.014877500000000002 b^3Sigmag- 2 26 3 a^3Piu 0 27 3 15ChKaBeTa.2969
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8290.3962 0.0085503 b^3Sigmag- 3 7 2 a^3Piu 1 8 1 15ChKaBeTa.3137
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8291.1113 0.028491100000000002 b^3Sigmag- 3 2 1 a^3Piu 1 1 2 15ChKaBeTa.3150
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8291.5184 0.0088649 b^3Sigmag- 2 27 2 a^3Piu 0 28 2 85RoWaMiVe.949
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8293.2485 0.006387026 b^3Sigmag- 2 28 1 a^3Piu 0 29 1 85RoWaMiVe.935
8293.263 0.015093100000000002 b^3Sigmag- 2 28 1 a^3Piu 0 29 1 79AmChMa.529
8294.0889 0.012523564 b^3Sigmag- 3 20 1 a^3Piu 1 19 1 79AmChMa.1136
8294.092 0.009268564 b^3Sigmag- 3 20 1 a^3Piu 1 19 1 85RoWaMiVe.1146
8294.5329 0.033658900000000005 b^3Sigmag- 3 16 3 a^3Piu 1 15 3 79AmChMa.1186
8294.5382 0.0272459 b^3Sigmag- 3 16 3 a^3Piu 1 15 3 85RoWaMiVe.1173
8295.5806 0.007 A^1Piu 7 12 1 X^1Sigmag+ 6 12 1 15ChKaBeTa.319
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8296.0813 0.05361840000000001 b^3Sigmag- 3 6 1 a^3Piu 1 6 1 79AmChMa.1212
8296.1746 0.013661114 b^3Sigmag- 3 4 3 a^3Piu 1 3 3 15ChKaBeTa.3127
8296.2144 0.011756396 b^3Sigmag- 3 5 2 a^3Piu 1 6 1 15ChKaBeTa.3136
8296.9595 0.007367006 b^3Sigmag- 3 17 2 a^3Piu 1 16 2 79AmChMa.1162
8296.9629 0.007 b^3Sigmag- 3 17 2 a^3Piu 1 16 2 15ChKaBeTa.3121
8297.4085 0.0055 b^3Sigmag- 2 34 3 a^3Piu 0 34 3 85RoWaMiVe.1007
8297.4123 0.005313902 b^3Sigmag- 2 34 3 a^3Piu 0 34 3 79AmChMa.727
8297.4453 0.007 X^1Sigmag+ 6 2 1 a^3Piu 1 3 1 15ChKaBeTa.3033
8297.5067 0.002948931 Bp^1Sigmag+ 1 10 1 A^1Piu 0 11 1 88DoNiBeb.721
8298.6003 0.007 b^3Sigmag- 3 14 3 a^3Piu 1 13 3 15ChKaBeTa.3131
8298.6003 0.007690929 b^3Sigmag- 3 2 1 a^3Piu 1 3 1 15ChKaBeTa.3032
8298.8914 0.012611500000000001 b^3Sigmag- 3 3 2 a^3Piu 1 2 2 15ChKaBeTa.3114
8299.0568 0.016081424 B^1Deltag 6 16 1 A^1Piu 2 17 1 16ChKaBeTa.952
8299.551 0.0055 b^3Sigmag- 2 35 2 a^3Piu 0 35 2 85RoWaMiVe.992
8299.5582 0.0045 b^3Sigmag- 2 35 2 a^3Piu 0 35 2 79AmChMa.702
8299.5585 0.0015 Bp^1Sigmag+ 1 18 1 A^1Piu 0 18 1 88DoNiBeb.739
8300.225 0.021 b^3Sigmag- 2 36 1 a^3Piu 0 36 1 79AmChMa.677
8300.2399 0.005802212 b^3Sigmag- 2 36 1 a^3Piu 0 36 1 85RoWaMiVe.970
8300.3097 0.0055 b^3Sigmag- 3 18 1 a^3Piu 1 17 1 85RoWaMiVe.1145
8300.8606 0.005 B^1Deltag 6 22 1 A^1Piu 2 22 1 16ChKaBeTa.953
8301.26 0.007 b^3Sigmag- 3 4 1 a^3Piu 1 4 1 15ChKaBeTa.3082
8301.3155 0.001 A^1Piu 7 5 1 X^1Sigmag+ 6 6 1 15ChKaBeTa.310
8301.4536 0.009919800000000001 b^3Sigmag- 3 3 2 a^3Piu 1 4 1 15ChKaBeTa.3135
8301.4536 0.011896193 b^3Sigmag- 3 15 2 a^3Piu 1 14 2 15ChKaBeTa.3120
8301.4653 0.006072 b^3Sigmag- 3 15 2 a^3Piu 1 14 2 79AmChMa.1161
8301.5646 0.007 b^3Sigmag- 3 12 3 a^3Piu 1 11 3 15ChKaBeTa.3130
8302.4193 0.014870095 b^3Sigmag- 3 8 3 a^3Piu 1 7 3 15ChKaBeTa.3128
8302.4438 0.023416800000000005 b^3Sigmag- 3 8 3 a^3Piu 1 7 3 79AmChMa.1184
8302.7645 0.007 b^3Sigmag- 3 10 3 a^3Piu 1 9 3 15ChKaBeTa.3129
8302.7651 0.0059532000000000005 b^3Sigmag- 3 10 3 a^3Piu 1 9 3 79AmChMa.1185
8302.9457 0.011854916 b^3Sigmag- 3 5 2 a^3Piu 1 4 2 15ChKaBeTa.3115
8304.5161 0.007 b^3Sigmag- 3 12 3 a^3Piu 1 12 2 15ChKaBeTa.3149
8304.57 0.013707100000000002 b^3Sigmag- 3 13 2 a^3Piu 1 12 2 79AmChMa.1160
8304.5825 0.007 b^3Sigmag- 3 13 2 a^3Piu 1 12 2 15ChKaBeTa.3119
8304.9651 0.0105985 b^3Sigmag- 3 2 3 a^3Piu 1 1 2 15ChKaBeTa.3152
8305.0746 0.007 A^1Piu 7 10 1 X^1Sigmag+ 6 10 1 15ChKaBeTa.318
8305.2583 0.0055 b^3Sigmag- 3 16 1 a^3Piu 1 15 1 85RoWaMiVe.1144
8305.2661 0.006782691 b^3Sigmag- 3 16 1 a^3Piu 1 15 1 79AmChMa.1135
8305.4088 0.007 b^3Sigmag- 3 6 3 a^3Piu 1 6 2 15ChKaBeTa.3147
8305.5431 0.007 b^3Sigmag- 3 7 2 a^3Piu 1 6 2 15ChKaBeTa.3116
8305.7451 0.007 X^1Sigmag+ 6 2 1 a^3Piu 1 2 1 15ChKaBeTa.3081
8306.2153 0.007008912 b^3Sigmag- 3 10 3 a^3Piu 1 10 2 15ChKaBeTa.3148
8306.3261 0.007 b^3Sigmag- 3 11 2 a^3Piu 1 10 2 15ChKaBeTa.3118
8306.5145 0.021297100000000003 b^3Sigmag- 3 1 2 a^3Piu 1 2 1 15ChKaBeTa.3134
8306.6567 0.007 b^3Sigmag- 3 9 2 a^3Piu 1 8 2 15ChKaBeTa.3117
8306.8935 0.007 b^3Sigmag- 3 2 1 a^3Piu 1 2 1 15ChKaBeTa.3080
8307.186 0.008868042 b^3Sigmag- 2 44 3 a^3Piu 0 43 3 85RoWaMiVe.1053
8307.2122 0.027298700000000002 b^3Sigmag- 2 44 3 a^3Piu 0 43 3 79AmChMa.652
8307.9408 0.0055 b^3Sigmag- 2 45 2 a^3Piu 0 44 2 85RoWaMiVe.1037
8308.9811 0.007463365 b^3Sigmag- 3 14 1 a^3Piu 1 13 1 15ChKaBeTa.3112
8308.9891 0.0045 b^3Sigmag- 3 14 1 a^3Piu 1 13 1 79AmChMa.1134
8309.1051 0.011583778 b^3Sigmag- 2 46 1 a^3Piu 0 45 1 85RoWaMiVe.1024
8309.117 0.0045 b^3Sigmag- 2 46 1 a^3Piu 0 45 1 79AmChMa.602
8309.3715 0.002003357 Bp^1Sigmag+ 1 8 1 A^1Piu 0 9 1 88DoNiBeb.720
8309.5968 0.0015 Bp^1Sigmag+ 1 16 1 A^1Piu 0 16 1 88DoNiBeb.738
8311.2879 0.0015 Bp^1Sigmag+ 1 30 1 A^1Piu 0 29 1 88DoNiBeb.715
8311.5203 0.0045 b^3Sigmag- 3 12 1 a^3Piu 1 11 1 79AmChMa.1133
8311.521 0.007 b^3Sigmag- 3 12 1 a^3Piu 1 11 1 15ChKaBeTa.3111
8312.4341 0.007 b^3Sigmag- 3 4 1 a^3Piu 1 3 1 15ChKaBeTa.3107
8312.9548 0.004 b^3Sigmag- 3 10 1 a^3Piu 1 9 1 15ChKaBeTa.3110
8312.9548 0.007 A^1Piu 7 8 1 X^1Sigmag+ 6 8 1 15ChKaBeTa.317
8313.1323 0.007 b^3Sigmag- 3 6 1 a^3Piu 1 5 1 15ChKaBeTa.3108
8313.4197 0.007 b^3Sigmag- 3 8 1 a^3Piu 1 7 1 15ChKaBeTa.3109
8314.0534 0.013668715 b^3Sigmag- 2 24 3 a^3Piu 0 25 3 15ChKaBeTa.2968
8315.4947 0.0045 b^3Sigmag- 2 25 2 a^3Piu 0 26 2 79AmChMa.550
8315.4962 0.0055 b^3Sigmag- 2 25 2 a^3Piu 0 26 2 85RoWaMiVe.948
8317.6258 0.034 b^3Sigmag- 2 26 1 a^3Piu 0 27 1 79AmChMa.528
8317.6552 0.0055 b^3Sigmag- 2 26 1 a^3Piu 0 27 1 85RoWaMiVe.934
8318.4894 0.001883726 Bp^1Sigmag+ 1 14 1 A^1Piu 0 14 1 88DoNiBeb.737
8318.9449 0.003 B^1Deltag 6 14 1 A^1Piu 2 15 1 16ChKaBeTa.954
8319.1596 0.007 A^1Piu 7 6 1 X^1Sigmag+ 6 6 1 15ChKaBeTa.316
8319.7947 0.003 B^1Deltag 6 20 1 A^1Piu 2 20 1 16ChKaBeTa.955
8320.089 0.0015 Bp^1Sigmag+ 1 6 1 A^1Piu 0 7 1 88DoNiBeb.719
8320.1364 0.0045 b^3Sigmag- 2 32 3 a^3Piu 0 32 3 79AmChMa.726
8320.1367 0.007 b^3Sigmag- 2 32 3 a^3Piu 0 32 3 15ChKaBeTa.2998
8321.8454 0.0015 Bp^1Sigmag+ 1 28 1 A^1Piu 0 27 1 88DoNiBeb.714
8322.3692 0.006286434 b^3Sigmag- 2 33 2 a^3Piu 0 33 2 85RoWaMiVe.991
8322.377 0.006953100000000001 b^3Sigmag- 2 33 2 a^3Piu 0 33 2 79AmChMa.701
8323.1519 0.0055 b^3Sigmag- 2 34 1 a^3Piu 0 34 1 85RoWaMiVe.969
8323.1559 0.0045 b^3Sigmag- 2 34 1 a^3Piu 0 34 1 79AmChMa.676
8323.7031 0.007 A^1Piu 7 4 1 X^1Sigmag+ 6 4 1 15ChKaBeTa.315
8326.2341 0.002998822 Bp^1Sigmag+ 1 12 1 A^1Piu 0 12 1 88DoNiBeb.736
8328.1907 0.007882378 B^1Deltag 6 13 1 A^1Piu 2 14 1 16ChKaBeTa.956
8328.6551 0.007 A^1Piu 7 15 1 X^1Sigmag+ 6 14 1 15ChKaBeTa.331
8328.6993 0.003 B^1Deltag 6 19 1 A^1Piu 2 19 1 16ChKaBeTa.957
8329.6626 0.0015 Bp^1Sigmag+ 1 4 1 A^1Piu 0 5 1 88DoNiBeb.718
8330.3869 0.012144902 b^3Sigmag- 2 42 3 a^3Piu 0 41 3 85RoWaMiVe.1052
8330.3982 0.0045 b^3Sigmag- 2 42 3 a^3Piu 0 41 3 79AmChMa.651
8331.2105 0.0055 b^3Sigmag- 2 43 2 a^3Piu 0 42 2 85RoWaMiVe.1036
8331.2579 0.0015 Bp^1Sigmag+ 1 26 1 A^1Piu 0 25 1 88DoNiBeb.713
8332.4335 0.010260806 b^3Sigmag- 2 44 1 a^3Piu 0 43 1 85RoWaMiVe.1023
8332.4406 0.0045 b^3Sigmag- 2 44 1 a^3Piu 0 43 1 79AmChMa.601
8332.8305 0.0015 Bp^1Sigmag+ 1 10 1 A^1Piu 0 10 1 88DoNiBeb.735
8334.1599 0.001 A^1Piu 7 13 1 X^1Sigmag+ 6 12 1 15ChKaBeTa.330
8336.5881 0.0055 b^3Sigmag- 2 22 3 a^3Piu 0 23 3 85RoWaMiVe.958
8336.9654 0.003 B^1Deltag 6 18 1 A^1Piu 2 18 1 16ChKaBeTa.958
8337.088 0.0052701 B^1Deltag 6 12 1 A^1Piu 2 13 1 16ChKaBeTa.959
8337.7256 0.007 A^1Piu 7 11 1 X^1Sigmag+ 6 10 1 15ChKaBeTa.329
8338.1018 0.00582601 Bp^1Sigmag+ 1 2 1 A^1Piu 0 3 1 88DoNiBeb.717
8338.1689 0.0055 b^3Sigmag- 2 23 2 a^3Piu 0 24 2 85RoWaMiVe.947
8338.2798 0.0015 Bp^1Sigmag+ 1 8 1 A^1Piu 0 8 1 88DoNiBeb.734
8338.5666 0.007 A^1Piu 7 5 1 X^1Sigmag+ 6 4 1 15ChKaBeTa.326
8339.2296 0.005634687 B^1Deltag 6 26 1 A^1Piu 2 25 1 16ChKaBeTa.960
8339.5139 0.003061974 Bp^1Sigmag+ 1 24 1 A^1Piu 0 23 1 88DoNiBeb.712
8339.6877 0.010674653 A^1Piu 7 9 1 X^1Sigmag+ 6 8 1 15ChKaBeTa.328
8339.9617 0.014659319 A^1Piu 7 7 1 X^1Sigmag+ 6 6 1 15ChKaBeTa.327
8340.4332 0.0055 b^3Sigmag- 2 24 1 a^3Piu 0 25 1 85RoWaMiVe.933
8340.4333 0.0045 b^3Sigmag- 2 24 1 a^3Piu 0 25 1 79AmChMa.527
8341.5374 0.01 b^3Sigmag- 2 30 3 a^3Piu 0 30 3 15ChKaBeTa.2997
8341.5475 0.0045 b^3Sigmag- 2 30 3 a^3Piu 0 30 3 79AmChMa.725
8342.5837 0.00160505 Bp^1Sigmag+ 1 6 1 A^1Piu 0 6 1 88DoNiBeb.733
8343.8695 0.008915022 b^3Sigmag- 2 31 2 a^3Piu 0 31 2 85RoWaMiVe.990
8343.8772 0.0045 b^3Sigmag- 2 31 2 a^3Piu 0 31 2 79AmChMa.700
8344.7551 0.007 b^3Sigmag- 2 32 1 a^3Piu 0 32 1 15ChKaBeTa.2983
8344.7642 0.0092378 b^3Sigmag- 2 32 1 a^3Piu 0 32 1 79AmChMa.675
8344.9445 0.003659066 B^1Deltag 6 17 1 A^1Piu 2 17 1 16ChKaBeTa.961
8345.39 0.0015 Bp^1Sigmag+ 1 0 1 A^1Piu 0 1 1 88DoNiBeb.716
8345.478 0.004608809 B^1Deltag 6 11 1 A^1Piu 2 12 1 16ChKaBeTa.962
8345.7388 0.001619381 Bp^1Sigmag+ 1 4 1 A^1Piu 0 4 1 88DoNiBeb.732
8346.6156 0.0015 Bp^1Sigmag+ 1 22 1 A^1Piu 0 21 1 88DoNiBeb.711
8347.4548 0.004824452 B^1Deltag 6 25 1 A^1Piu 2 24 1 16ChKaBeTa.963
8347.7422 0.001950628 Bp^1Sigmag+ 1 2 1 A^1Piu 0 2 1 88DoNiBeb.731
8352.1988 0.018066400000000003 b^3Sigmag- 2 40 3 a^3Piu 0 39 3 85RoWaMiVe.1051
8352.2 0.016533000000000003 b^3Sigmag- 2 40 3 a^3Piu 0 39 3 79AmChMa.650
8352.563 0.003353073 Bp^1Sigmag+ 1 20 1 A^1Piu 0 19 1 88DoNiBeb.710
8353.1349 0.0170926 b^3Sigmag- 2 41 2 a^3Piu 0 40 2 85RoWaMiVe.1035
8353.1548 0.0108196 b^3Sigmag- 2 41 2 a^3Piu 0 40 2 79AmChMa.624
8353.4809 0.009063592 B^1Deltag 6 10 1 A^1Piu 2 11 1 16ChKaBeTa.964
8354.4446 0.0055 b^3Sigmag- 2 42 1 a^3Piu 0 41 1 85RoWaMiVe.1022
8354.4518 0.0122155 b^3Sigmag- 2 42 1 a^3Piu 0 41 1 79AmChMa.600
8355.4651 0.005233788 B^1Deltag 6 24 1 A^1Piu 2 23 1 16ChKaBeTa.965
8357.3584 0.003867231 Bp^1Sigmag+ 1 18 1 A^1Piu 0 17 1 88DoNiBeb.709
8357.7848 0.0055 b^3Sigmag- 2 20 3 a^3Piu 0 21 3 85RoWaMiVe.957
8358.6052 0.0015 Bp^1Sigmag+ 1 4 1 A^1Piu 0 3 1 88DoNiBeb.702
8359.5161 0.0055 b^3Sigmag- 2 21 2 a^3Piu 0 22 2 85RoWaMiVe.946
8360.9955 0.01333509 B^1Deltag 6 9 1 A^1Piu 2 10 1 16ChKaBeTa.966
8361.0029 0.002797449 Bp^1Sigmag+ 1 16 1 A^1Piu 0 15 1 88DoNiBeb.708
8361.6181 0.0055 b^3Sigmag- 2 28 3 a^3Piu 0 28 3 85RoWaMiVe.1006
8361.6216 0.007729801 b^3Sigmag- 2 28 3 a^3Piu 0 28 3 79AmChMa.724
8361.8687 0.014759733 Bp^1Sigmag+ 1 6 1 A^1Piu 0 5 1 88DoNiBeb.703
8361.9605 0.014 b^3Sigmag- 2 22 1 a^3Piu 0 23 1 79AmChMa.526
8361.9703 0.0055 b^3Sigmag- 2 22 1 a^3Piu 0 23 1 85RoWaMiVe.932
8363.4843 0.002081588 Bp^1Sigmag+ 1 14 1 A^1Piu 0 13 1 88DoNiBeb.707
8364.0124 0.0015 Bp^1Sigmag+ 1 8 1 A^1Piu 0 7 1 88DoNiBeb.704
8364.0485 0.0045 b^3Sigmag- 2 29 2 a^3Piu 0 29 2 79AmChMa.699
8364.0512 0.0055 b^3Sigmag- 2 29 2 a^3Piu 0 29 2 85RoWaMiVe.989
8364.8124 0.0038082000000000003 Bp^1Sigmag+ 1 12 1 A^1Piu 0 11 1 88DoNiBeb.706
8364.9889 0.001773393 Bp^1Sigmag+ 1 10 1 A^1Piu 0 9 1 88DoNiBeb.705
8365.0407 0.009499127 b^3Sigmag- 2 30 1 a^3Piu 0 30 1 15ChKaBeTa.2982
8365.0463 0.0035 b^3Sigmag- 2 30 1 a^3Piu 0 30 1 79AmChMa.674
8365.7 0.001 A^1Piu 6 23 1 X^1Sigmag+ 5 24 1 15ChKaBeTa.297
8366.0323 0.003069526 B^1Deltag 6 14 1 A^1Piu 2 14 1 16ChKaBeTa.967
8368.1259 0.00400326 B^1Deltag 6 8 1 A^1Piu 2 9 1 16ChKaBeTa.968
8369.9332 0.020123528 B^1Deltag 6 22 1 A^1Piu 2 21 1 16ChKaBeTa.969
8372.2278 0.007171068 B^1Deltag 6 13 1 A^1Piu 2 13 1 16ChKaBeTa.970
8373.0441 0.011420200000000002 b^3Sigmag- 2 38 3 a^3Piu 0 37 3 79AmChMa.649
8373.054 0.010278605 b^3Sigmag- 2 38 3 a^3Piu 0 37 3 85RoWaMiVe.1050
8373.7336 0.0055 b^3Sigmag- 2 39 2 a^3Piu 0 38 2 85RoWaMiVe.1034
8373.7445 0.011412749 b^3Sigmag- 2 39 2 a^3Piu 0 38 2 79AmChMa.623
8374.7674 0.014399621 B^1Deltag 6 7 1 A^1Piu 2 8 1 16ChKaBeTa.971
8375.1034 0.008236264 b^3Sigmag- 2 40 1 a^3Piu 0 39 1 85RoWaMiVe.1021
8375.1136 0.0141834 b^3Sigmag- 2 40 1 a^3Piu 0 39 1 79AmChMa.599
8376.413 0.004506086 B^1Deltag 6 21 1 A^1Piu 2 20 1 16ChKaBeTa.972
8377.6316 0.0055 b^3Sigmag- 2 18 3 a^3Piu 0 19 3 85RoWaMiVe.956
8377.9212 0.003 B^1Deltag 6 12 1 A^1Piu 2 12 1 16ChKaBeTa.973
8379.546 0.0055 b^3Sigmag- 2 19 2 a^3Piu 0 20 2 85RoWaMiVe.945
8379.5607 0.017670527 b^3Sigmag- 2 19 2 a^3Piu 0 20 2 79AmChMa.549
8380.3591 0.010510206 b^3Sigmag- 2 26 3 a^3Piu 0 26 3 85RoWaMiVe.1005
8380.3596 0.009985206 b^3Sigmag- 2 26 3 a^3Piu 0 26 3 79AmChMa.723
8382.2252 0.017314133 b^3Sigmag- 2 20 1 a^3Piu 0 21 1 79AmChMa.525
8382.2406 0.0055 b^3Sigmag- 2 20 1 a^3Piu 0 21 1 85RoWaMiVe.931
8382.6403 0.003 B^1Deltag 6 20 1 A^1Piu 2 19 1 16ChKaBeTa.974
8382.9124 0.0055 b^3Sigmag- 2 27 2 a^3Piu 0 27 2 85RoWaMiVe.988
8382.9167 0.00748094 b^3Sigmag- 2 27 2 a^3Piu 0 27 2 79AmChMa.698
8383.2315 0.004450192 B^1Deltag 6 11 1 A^1Piu 2 11 1 16ChKaBeTa.975
8383.9151 0.007 b^3Sigmag- 2 28 1 a^3Piu 0 28 1 15ChKaBeTa.2981
8383.9226 0.009691000000000002 b^3Sigmag- 2 28 1 a^3Piu 0 28 1 79AmChMa.673
8388.0514 0.007447763 B^1Deltag 6 10 1 A^1Piu 2 10 1 16ChKaBeTa.976
8388.2335 0.003734064 B^1Deltag 6 19 1 A^1Piu 2 18 1 16ChKaBeTa.977
8392.0589 0.0055 b^3Sigmag- 2 36 3 a^3Piu 0 35 3 85RoWaMiVe.1049
8392.0738 0.012879389 b^3Sigmag- 2 36 3 a^3Piu 0 35 3 79AmChMa.648
8392.4759 0.004948434 B^1Deltag 6 9 1 A^1Piu 2 9 1 16ChKaBeTa.978
8392.9794 0.008485597 b^3Sigmag- 2 37 2 a^3Piu 0 36 2 85RoWaMiVe.1033
8392.9837 0.0045 b^3Sigmag- 2 37 2 a^3Piu 0 36 2 79AmChMa.622
8393.5351 0.003 B^1Deltag 6 18 1 A^1Piu 2 17 1 16ChKaBeTa.979
8394.4321 0.015525723 b^3Sigmag- 2 38 1 a^3Piu 0 37 1 85RoWaMiVe.1020
8394.4521 0.0179036 b^3Sigmag- 2 38 1 a^3Piu 0 37 1 79AmChMa.598
8396.1185 0.012 b^3Sigmag- 2 16 3 a^3Piu 0 17 3 15ChKaBeTa.2967
8396.131 0.0092279 b^3Sigmag- 2 16 3 a^3Piu 0 17 3 79AmChMa.571
8396.4203 0.007158299 B^1Deltag 6 8 1 A^1Piu 2 8 1 16ChKaBeTa.980
8397.7628 0.0055 b^3Sigmag- 2 24 3 a^3Piu 0 24 3 85RoWaMiVe.1004
8397.7629 0.0045 b^3Sigmag- 2 24 3 a^3Piu 0 24 3 79AmChMa.722
8398.2487 0.0055 b^3Sigmag- 2 17 2 a^3Piu 0 18 2 85RoWaMiVe.944
8398.2903 0.007288512 B^1Deltag 6 17 1 A^1Piu 2 16 1 16ChKaBeTa.981
8399.9599 0.003 B^1Deltag 6 7 1 A^1Piu 2 7 1 16ChKaBeTa.982
8400.4418 0.0045 b^3Sigmag- 2 25 2 a^3Piu 0 25 2 79AmChMa.697
8400.444 0.0055 b^3Sigmag- 2 25 2 a^3Piu 0 25 2 85RoWaMiVe.987
8401.2352 0.0055 b^3Sigmag- 2 18 1 a^3Piu 0 19 1 85RoWaMiVe.930
8401.2361 0.0045 b^3Sigmag- 2 18 1 a^3Piu 0 19 1 79AmChMa.524
8401.8958 0.0045 b^3Sigmag- 2 26 1 a^3Piu 0 26 1 79AmChMa.672
8401.8962 0.007 b^3Sigmag- 2 26 1 a^3Piu 0 26 1 15ChKaBeTa.2980
8402.6879 0.003 B^1Deltag 6 16 1 A^1Piu 2 15 1 16ChKaBeTa.983
8403.0299 0.003 B^1Deltag 6 6 1 A^1Piu 2 6 1 16ChKaBeTa.984
8405.6904 0.0085272 B^1Deltag 6 5 1 A^1Piu 2 5 1 16ChKaBeTa.985
8406.5632 0.003 B^1Deltag 6 15 1 A^1Piu 2 14 1 16ChKaBeTa.986
8407.8806 0.003530806 B^1Deltag 6 4 1 A^1Piu 2 4 1 16ChKaBeTa.987
8409.6491 0.013785881 B^1Deltag 6 3 1 A^1Piu 2 3 1 16ChKaBeTa.988
8409.8659 0.006902500000000001 b^3Sigmag- 2 34 3 a^3Piu 0 33 3 79AmChMa.647
8409.8685 0.0055 b^3Sigmag- 2 34 3 a^3Piu 0 33 3 85RoWaMiVe.1048
8410.0688 0.003032072 B^1Deltag 6 14 1 A^1Piu 2 13 1 16ChKaBeTa.989
8410.878 0.01392846 b^3Sigmag- 2 35 2 a^3Piu 0 34 2 79AmChMa.621
8410.8945 0.006832772 b^3Sigmag- 2 35 2 a^3Piu 0 34 2 85RoWaMiVe.1032
8412.4236 0.009652022 b^3Sigmag- 2 36 1 a^3Piu 0 35 1 85RoWaMiVe.1019
8412.4333 0.0045 b^3Sigmag- 2 36 1 a^3Piu 0 35 1 79AmChMa.597
8413.0642 0.003 B^1Deltag 6 13 1 A^1Piu 2 12 1 16ChKaBeTa.990
8413.2394 0.007 b^3Sigmag- 2 14 3 a^3Piu 0 15 3 15ChKaBeTa.2966
8413.25 0.007455584 b^3Sigmag- 2 14 3 a^3Piu 0 15 3 79AmChMa.570
8413.819 0.0055 b^3Sigmag- 2 22 3 a^3Piu 0 22 3 85RoWaMiVe.1003
8413.8217 0.0045 b^3Sigmag- 2 22 3 a^3Piu 0 22 3 79AmChMa.721
8415.6166 0.0055 b^3Sigmag- 2 15 2 a^3Piu 0 16 2 85RoWaMiVe.943
8415.6255 0.008945777 b^3Sigmag- 2 15 2 a^3Piu 0 16 2 79AmChMa.548
8415.6777 0.004964236 B^1Deltag 6 12 1 A^1Piu 2 11 1 16ChKaBeTa.991
8416.654 0.0045 b^3Sigmag- 2 23 2 a^3Piu 0 23 2 79AmChMa.696
8416.655 0.0055 b^3Sigmag- 2 23 2 a^3Piu 0 23 2 85RoWaMiVe.986
8417.2533 0.003434027 B^1Deltag 6 2 1 A^1Piu 2 1 1 16ChKaBeTa.992
8417.8035 0.003 B^1Deltag 6 11 1 A^1Piu 2 10 1 16ChKaBeTa.993
8418.24 0.0045 b^3Sigmag- 2 24 1 a^3Piu 0 24 1 79AmChMa.671
8418.2415 0.0055 b^3Sigmag- 2 24 1 a^3Piu 0 24 1 85RoWaMiVe.968
8418.9684 0.0055 b^3Sigmag- 2 16 1 a^3Piu 0 17 1 85RoWaMiVe.929
8419.0748 0.005917715 B^1Deltag 6 3 1 A^1Piu 2 2 1 16ChKaBeTa.994
8419.5304 0.003 B^1Deltag 6 10 1 A^1Piu 2 9 1 16ChKaBeTa.995
8420.4716 0.003 B^1Deltag 6 4 1 A^1Piu 2 3 1 16ChKaBeTa.996
8420.7817 0.004279275 B^1Deltag 6 9 1 A^1Piu 2 8 1 16ChKaBeTa.997
8421.4083 0.006865448 B^1Deltag 6 5 1 A^1Piu 2 4 1 16ChKaBeTa.998
8421.6097 0.003 B^1Deltag 6 8 1 A^1Piu 2 7 1 16ChKaBeTa.999
8421.914 0.008343546 B^1Deltag 6 6 1 A^1Piu 2 5 1 16ChKaBeTa.1000
8421.97 0.009516798 B^1Deltag 6 7 1 A^1Piu 2 6 1 16ChKaBeTa.1001
8426.3447 0.0055 b^3Sigmag- 2 32 3 a^3Piu 0 31 3 85RoWaMiVe.1047
8426.359 0.0149353 b^3Sigmag- 2 32 3 a^3Piu 0 31 3 79AmChMa.646
8427.4558 0.0055 b^3Sigmag- 2 33 2 a^3Piu 0 32 2 85RoWaMiVe.1031
8428.5243 0.0055 b^3Sigmag- 2 20 3 a^3Piu 0 20 3 85RoWaMiVe.1002
8428.534 0.013842400000000001 b^3Sigmag- 2 20 3 a^3Piu 0 20 3 79AmChMa.720
8428.9626 0.007 b^3Sigmag- 2 12 3 a^3Piu 0 13 3 15ChKaBeTa.2965
8428.9747 0.0088429 b^3Sigmag- 2 12 3 a^3Piu 0 13 3 79AmChMa.569
8429.0939 0.0055 b^3Sigmag- 2 34 1 a^3Piu 0 33 1 85RoWaMiVe.1018
8429.1027 0.0108405 b^3Sigmag- 2 34 1 a^3Piu 0 33 1 79AmChMa.596
8431.5331 0.0063289 b^3Sigmag- 2 21 2 a^3Piu 0 21 2 85RoWaMiVe.985
8431.5424 0.010048500000000002 b^3Sigmag- 2 21 2 a^3Piu 0 21 2 79AmChMa.695
8431.6518 0.0045 b^3Sigmag- 2 13 2 a^3Piu 0 14 2 79AmChMa.547
8431.6543 0.0055 b^3Sigmag- 2 13 2 a^3Piu 0 14 2 85RoWaMiVe.942
8433.3371 0.007 b^3Sigmag- 2 22 1 a^3Piu 0 22 1 15ChKaBeTa.2979
8433.345 0.0068211 b^3Sigmag- 2 22 1 a^3Piu 0 22 1 79AmChMa.670
8435.458 0.0055 b^3Sigmag- 2 14 1 a^3Piu 0 15 1 85RoWaMiVe.928
8435.4629 0.0045 b^3Sigmag- 2 14 1 a^3Piu 0 15 1 79AmChMa.523
8437.8393 0.001 A^1Piu 6 17 1 X^1Sigmag+ 5 18 1 15ChKaBeTa.296
8441.4765 0.0055 b^3Sigmag- 2 30 3 a^3Piu 0 29 3 85RoWaMiVe.1046
8441.4793 0.0045 b^3Sigmag- 2 30 3 a^3Piu 0 29 3 79AmChMa.645
8441.8628 0.007 b^3Sigmag- 2 18 3 a^3Piu 0 18 3 15ChKaBeTa.2996
8441.8905 0.022718935 b^3Sigmag- 2 18 3 a^3Piu 0 18 3 79AmChMa.719
8442.6794 0.0055 b^3Sigmag- 2 31 2 a^3Piu 0 30 2 85RoWaMiVe.1030
8442.6812 0.0045 b^3Sigmag- 2 31 2 a^3Piu 0 30 2 79AmChMa.620
8443.2588 0.007 b^3Sigmag- 2 10 3 a^3Piu 0 11 3 15ChKaBeTa.2964
8443.2721 0.01070042 b^3Sigmag- 2 10 3 a^3Piu 0 11 3 79AmChMa.568
8444.4191 0.009 b^3Sigmag- 2 32 1 a^3Piu 0 31 1 79AmChMa.595
8444.4253 0.0055 b^3Sigmag- 2 32 1 a^3Piu 0 31 1 85RoWaMiVe.1017
8445.0825 0.0045 b^3Sigmag- 2 19 2 a^3Piu 0 19 2 79AmChMa.694
8445.0828 0.0055 b^3Sigmag- 2 19 2 a^3Piu 0 19 2 85RoWaMiVe.984
8446.3282 0.007148411 b^3Sigmag- 2 11 2 a^3Piu 0 12 2 15ChKaBeTa.2956
8446.3338 0.0045 b^3Sigmag- 2 11 2 a^3Piu 0 12 2 79AmChMa.546
8447.1601 0.0055 b^3Sigmag- 2 20 1 a^3Piu 0 20 1 85RoWaMiVe.967
8447.1615 0.0045 b^3Sigmag- 2 20 1 a^3Piu 0 20 1 79AmChMa.669
8450.7319 0.007 b^3Sigmag- 2 12 1 a^3Piu 0 13 1 15ChKaBeTa.2949
8450.7479 0.014910379 b^3Sigmag- 2 12 1 a^3Piu 0 13 1 79AmChMa.522
8453.8295 0.012385913 b^3Sigmag- 2 16 3 a^3Piu 0 16 3 15ChKaBeTa.2995
8453.8442 0.012216600000000001 b^3Sigmag- 2 16 3 a^3Piu 0 16 3 79AmChMa.718
8455.2492 0.0079871 b^3Sigmag- 2 28 3 a^3Piu 0 27 3 79AmChMa.644
8455.2538 0.0055 b^3Sigmag- 2 28 3 a^3Piu 0 27 3 85RoWaMiVe.1045
8456.0721 0.007 b^3Sigmag- 2 8 3 a^3Piu 0 9 3 15ChKaBeTa.2963
8456.1035 0.030424831 b^3Sigmag- 2 8 3 a^3Piu 0 9 3 79AmChMa.567
8456.5652 0.0055 b^3Sigmag- 2 29 2 a^3Piu 0 28 2 85RoWaMiVe.1029
8457.2904 0.008064578 b^3Sigmag- 2 17 2 a^3Piu 0 17 2 85RoWaMiVe.983
8457.3044 0.011095700000000002 b^3Sigmag- 2 17 2 a^3Piu 0 17 2 79AmChMa.693
8458.4203 0.008967649 b^3Sigmag- 2 30 1 a^3Piu 0 29 1 85RoWaMiVe.1016
8458.4325 0.0103488 b^3Sigmag- 2 30 1 a^3Piu 0 29 1 79AmChMa.594
8458.5603 0.004378 A^1Piu 6 15 1 X^1Sigmag+ 5 16 1 15ChKaBeTa.295
8459.6425 0.007 b^3Sigmag- 2 9 2 a^3Piu 0 10 2 15ChKaBeTa.2955
8459.6558 0.014457300000000001 b^3Sigmag- 2 9 2 a^3Piu 0 10 2 79AmChMa.545
8459.7127 0.0055 b^3Sigmag- 2 18 1 a^3Piu 0 18 1 85RoWaMiVe.966
8459.7208 0.012247871 b^3Sigmag- 2 18 1 a^3Piu 0 18 1 79AmChMa.668
8464.4011 0.007 b^3Sigmag- 2 14 3 a^3Piu 0 14 3 15ChKaBeTa.2994
8464.4052 0.002 b^3Sigmag- 2 14 3 a^3Piu 0 14 3 79AmChMa.717
8464.8392 0.007 b^3Sigmag- 2 10 1 a^3Piu 0 11 1 15ChKaBeTa.2948
8464.8443 0.0045 b^3Sigmag- 2 10 1 a^3Piu 0 11 1 79AmChMa.521
8467.3111 0.007 b^3Sigmag- 2 6 3 a^3Piu 0 7 3 15ChKaBeTa.2962
8467.6692 0.010405607 b^3Sigmag- 2 26 3 a^3Piu 0 25 3 85RoWaMiVe.1044
8467.679 0.008336900000000001 b^3Sigmag- 2 26 3 a^3Piu 0 25 3 79AmChMa.643
8468.1593 0.0055 b^3Sigmag- 2 15 2 a^3Piu 0 15 2 85RoWaMiVe.982
8468.1595 0.0045 b^3Sigmag- 2 15 2 a^3Piu 0 15 2 79AmChMa.692
8469.0994 0.011374 b^3Sigmag- 2 27 2 a^3Piu 0 26 2 79AmChMa.619
8469.1097 0.0055 b^3Sigmag- 2 27 2 a^3Piu 0 26 2 85RoWaMiVe.1028
8470.9931 0.013931367 b^3Sigmag- 2 16 1 a^3Piu 0 16 1 79AmChMa.667
8470.9931 0.017132500000000002 b^3Sigmag- 2 28 1 a^3Piu 0 27 1 79AmChMa.593
8470.9987 0.008 b^3Sigmag- 2 16 1 a^3Piu 0 16 1 15ChKaBeTa.2978
8470.9987 0.023908500000000003 b^3Sigmag- 2 28 1 a^3Piu 0 27 1 15ChKaBeTa.3011
8471.5541 0.007 b^3Sigmag- 2 7 2 a^3Piu 0 8 2 15ChKaBeTa.2954
8471.58 0.030209300000000005 b^3Sigmag- 2 7 2 a^3Piu 0 8 2 79AmChMa.544
8473.5486 0.007 b^3Sigmag- 2 12 3 a^3Piu 0 12 3 15ChKaBeTa.2993
8473.5585 0.006126344 b^3Sigmag- 2 12 3 a^3Piu 0 12 3 79AmChMa.716
8476.8122 0.007 b^3Sigmag- 2 4 3 a^3Piu 0 5 3 15ChKaBeTa.2961
8477.6135 0.001 A^1Piu 6 13 1 X^1Sigmag+ 5 14 1 15ChKaBeTa.294
8477.6671 0.0055 b^3Sigmag- 2 13 2 a^3Piu 0 13 2 85RoWaMiVe.981
8477.8544 0.007 b^3Sigmag- 2 8 1 a^3Piu 0 9 1 15ChKaBeTa.2947
8478.729 0.007926705 b^3Sigmag- 2 24 3 a^3Piu 0 23 3 85RoWaMiVe.1043
8478.7437 0.014194400000000001 b^3Sigmag- 2 24 3 a^3Piu 0 23 3 79AmChMa.642
8480.2973 0.0055 b^3Sigmag- 2 25 2 a^3Piu 0 24 2 85RoWaMiVe.1027
8480.313 0.016 b^3Sigmag- 2 25 2 a^3Piu 0 24 2 79AmChMa.618
8481.0607 0.008 b^3Sigmag- 2 14 1 a^3Piu 0 14 1 15ChKaBeTa.2977
8481.0702 0.006414100000000001 b^3Sigmag- 2 14 1 a^3Piu 0 14 1 79AmChMa.666
8481.2278 0.007 b^3Sigmag- 2 10 3 a^3Piu 0 10 3 15ChKaBeTa.2992
8481.2348 0.0045 b^3Sigmag- 2 10 3 a^3Piu 0 10 3 79AmChMa.715
8482.0255 0.007 b^3Sigmag- 2 5 2 a^3Piu 0 6 2 15ChKaBeTa.2953
8482.0506 0.031669 b^3Sigmag- 2 5 2 a^3Piu 0 6 2 79AmChMa.543
8482.6099 0.020047042 b^3Sigmag- 2 26 1 a^3Piu 0 25 1 79AmChMa.592
8482.6245 0.007 b^3Sigmag- 2 26 1 a^3Piu 0 25 1 15ChKaBeTa.3010
8484.2391 0.007 b^3Sigmag- 2 2 3 a^3Piu 0 3 3 15ChKaBeTa.2960
8485.8108 0.0055 b^3Sigmag- 2 11 2 a^3Piu 0 11 2 85RoWaMiVe.980
8487.3634 0.007105857 b^3Sigmag- 2 8 3 a^3Piu 0 8 3 15ChKaBeTa.2991
8487.3822 0.0185757 b^3Sigmag- 2 8 3 a^3Piu 0 8 3 79AmChMa.714
8488.4223 0.006774542 b^3Sigmag- 2 22 3 a^3Piu 0 21 3 85RoWaMiVe.1042
8488.4294 0.00132 b^3Sigmag- 2 22 3 a^3Piu 0 21 3 79AmChMa.641
8488.8407 0.009426417 b^3Sigmag- 2 0 3 a^3Piu 0 1 3 15ChKaBeTa.2959
8489.9223 0.007706218 b^3Sigmag- 2 12 1 a^3Piu 0 12 1 15ChKaBeTa.2976
8489.9223 0.0170896 b^3Sigmag- 2 6 1 a^3Piu 0 7 1 15ChKaBeTa.2946
8489.9391 0.012131 b^3Sigmag- 2 12 1 a^3Piu 0 12 1 79AmChMa.665
8489.9391 0.032313891 b^3Sigmag- 2 6 1 a^3Piu 0 7 1 79AmChMa.520
8490.1486 0.00834715 b^3Sigmag- 2 23 2 a^3Piu 0 22 2 15ChKaBeTa.3020
8490.1576 0.0045 b^3Sigmag- 2 23 2 a^3Piu 0 22 2 79AmChMa.617
8491.0121 0.007 b^3Sigmag- 2 3 2 a^3Piu 0 4 2 15ChKaBeTa.2952
8491.8251 0.007 b^3Sigmag- 2 6 3 a^3Piu 0 6 3 15ChKaBeTa.2990
8492.5511 0.006536200000000001 b^3Sigmag- 2 9 2 a^3Piu 0 9 2 79AmChMa.691
8492.5544 0.007 b^3Sigmag- 2 9 2 a^3Piu 0 9 2 15ChKaBeTa.2987
8492.6119 0.012490733 b^3Sigmag- 2 24 1 a^3Piu 0 23 1 79AmChMa.591
8492.6201 0.007 b^3Sigmag- 2 24 1 a^3Piu 0 23 1 15ChKaBeTa.3009
8494.3735 0.007 b^3Sigmag- 2 4 3 a^3Piu 0 4 3 15ChKaBeTa.2989
8494.5371 0.007 b^3Sigmag- 2 2 3 a^3Piu 0 2 3 15ChKaBeTa.2988
8495.0013 0.007 A^1Piu 6 11 1 X^1Sigmag+ 5 12 1 15ChKaBeTa.293
8496.7444 0.007 b^3Sigmag- 2 20 3 a^3Piu 0 19 3 15ChKaBeTa.3031
8496.7571 0.008179557 b^3Sigmag- 2 20 3 a^3Piu 0 19 3 79AmChMa.640
8497.6557 0.009509092 b^3Sigmag- 2 10 1 a^3Piu 0 10 1 15ChKaBeTa.2975
8497.6785 0.01627179 b^3Sigmag- 2 10 1 a^3Piu 0 10 1 79AmChMa.664
8497.8577 0.007 b^3Sigmag- 2 7 2 a^3Piu 0 7 2 15ChKaBeTa.2986
8497.8662 0.008745000000000001 b^3Sigmag- 2 7 2 a^3Piu 0 7 2 79AmChMa.690
8498.5558 0.007 b^3Sigmag- 2 1 2 a^3Piu 0 2 2 15ChKaBeTa.2951
8498.6531 0.0117333 b^3Sigmag- 2 21 2 a^3Piu 0 20 2 15ChKaBeTa.3019
8501.2224 0.007 b^3Sigmag- 2 4 1 a^3Piu 0 5 1 15ChKaBeTa.2945
8501.3485 0.009 b^3Sigmag- 2 22 1 a^3Piu 0 21 1 79AmChMa.590
8501.3542 0.007 b^3Sigmag- 2 22 1 a^3Piu 0 21 1 15ChKaBeTa.3008
8501.6616 0.007 b^3Sigmag- 2 5 2 a^3Piu 0 5 2 15ChKaBeTa.2985
8503.5506 0.007 b^3Sigmag- 2 2 3 a^3Piu 0 1 3 15ChKaBeTa.3022
8503.689 0.007 b^3Sigmag- 2 18 3 a^3Piu 0 17 3 15ChKaBeTa.3030
8503.693 0.0045 b^3Sigmag- 2 18 3 a^3Piu 0 17 3 79AmChMa.639
8503.9273 0.007 b^3Sigmag- 2 3 2 a^3Piu 0 3 2 15ChKaBeTa.2984
8504.3552 0.007 b^3Sigmag- 2 8 1 a^3Piu 0 8 1 15ChKaBeTa.2974
8504.3779 0.022253466 b^3Sigmag- 2 8 1 a^3Piu 0 8 1 79AmChMa.663
8505.8096 0.007 b^3Sigmag- 2 19 2 a^3Piu 0 18 2 15ChKaBeTa.3018
8505.8271 0.013729779 b^3Sigmag- 2 19 2 a^3Piu 0 18 2 79AmChMa.616
8506.6373 0.001 A^1Piu 6 16 1 X^1Sigmag+ 5 16 1 15ChKaBeTa.305
8508.7958 0.010781028 b^3Sigmag- 2 20 1 a^3Piu 0 19 1 15ChKaBeTa.3007
8508.8186 0.0196284 b^3Sigmag- 2 20 1 a^3Piu 0 19 1 79AmChMa.589
8509.234 0.015888093 b^3Sigmag- 2 16 3 a^3Piu 0 15 3 79AmChMa.638
8509.2378 0.011898093 b^3Sigmag- 2 16 3 a^3Piu 0 15 3 15ChKaBeTa.3029
8510.1868 0.007 b^3Sigmag- 2 6 1 a^3Piu 0 6 1 15ChKaBeTa.2973
8510.4916 0.007 b^3Sigmag- 2 4 3 a^3Piu 0 3 3 15ChKaBeTa.3023
8512.1604 0.007 b^3Sigmag- 2 2 1 a^3Piu 0 3 1 15ChKaBeTa.2944
8513.3717 0.007 b^3Sigmag- 2 14 3 a^3Piu 0 13 3 15ChKaBeTa.3028
8513.3734 0.0045 b^3Sigmag- 2 14 3 a^3Piu 0 13 3 79AmChMa.637
8514.7096 0.007 b^3Sigmag- 2 6 3 a^3Piu 0 5 3 15ChKaBeTa.3024
8514.9573 0.009653849 b^3Sigmag- 2 18 1 a^3Piu 0 17 1 15ChKaBeTa.3006
8514.9668 0.0045 b^3Sigmag- 2 18 1 a^3Piu 0 17 1 79AmChMa.588
8515.4416 0.007 b^3Sigmag- 2 4 1 a^3Piu 0 4 1 15ChKaBeTa.2972
8516.0562 0.007 b^3Sigmag- 2 15 2 a^3Piu 0 14 2 15ChKaBeTa.3017
8516.0562 0.010142000000000002 b^3Sigmag- 2 12 3 a^3Piu 0 11 3 15ChKaBeTa.3027
8516.0722 0.009745545 b^3Sigmag- 2 12 3 a^3Piu 0 11 3 79AmChMa.636
8516.0722 0.017592701 b^3Sigmag- 2 15 2 a^3Piu 0 14 2 79AmChMa.615
8516.8515 0.008751455 b^3Sigmag- 2 8 3 a^3Piu 0 7 3 15ChKaBeTa.3025
8516.8652 0.0098087 b^3Sigmag- 2 8 3 a^3Piu 0 7 3 79AmChMa.634
8517.2495 0.007 b^3Sigmag- 2 10 3 a^3Piu 0 9 3 15ChKaBeTa.3026
8517.2495 0.007 b^3Sigmag- 2 5 2 a^3Piu 0 4 2 15ChKaBeTa.3012
8517.2598 0.009149818 b^3Sigmag- 2 10 3 a^3Piu 0 9 3 79AmChMa.635
8519.1255 0.007 b^3Sigmag- 2 13 2 a^3Piu 0 12 2 15ChKaBeTa.3016
8519.1406 0.012072849 b^3Sigmag- 2 13 2 a^3Piu 0 12 2 79AmChMa.614
8519.7093 0.001 A^1Piu 6 14 1 X^1Sigmag+ 5 14 1 15ChKaBeTa.304
8519.857 0.007655285 b^3Sigmag- 2 16 1 a^3Piu 0 15 1 15ChKaBeTa.3005
8519.8798 0.019312076 b^3Sigmag- 2 16 1 a^3Piu 0 15 1 79AmChMa.587
8519.9169 0.007 b^3Sigmag- 2 7 2 a^3Piu 0 6 2 15ChKaBeTa.3013
8520.5388 0.007 b^3Sigmag- 2 2 1 a^3Piu 0 2 1 15ChKaBeTa.2971
8520.8148 0.007 b^3Sigmag- 2 11 2 a^3Piu 0 10 2 15ChKaBeTa.3015
8520.824 0.008533800000000001 b^3Sigmag- 2 11 2 a^3Piu 0 10 2 79AmChMa.613
8521.0904 0.007 b^3Sigmag- 2 9 2 a^3Piu 0 8 2 15ChKaBeTa.3014
8521.0939 0.0045 b^3Sigmag- 2 9 2 a^3Piu 0 8 2 79AmChMa.612
8523.523 0.007100783 b^3Sigmag- 2 14 1 a^3Piu 0 13 1 15ChKaBeTa.3004
8524.7328 0.007 A^1Piu 6 7 1 X^1Sigmag+ 5 8 1 15ChKaBeTa.292
8526.0098 0.007 b^3Sigmag- 2 12 1 a^3Piu 0 11 1 15ChKaBeTa.3003
8526.02 0.009955586 b^3Sigmag- 2 12 1 a^3Piu 0 11 1 79AmChMa.586
8526.7256 0.007 b^3Sigmag- 2 4 1 a^3Piu 0 3 1 15ChKaBeTa.2999
8527.3875 0.007 b^3Sigmag- 2 10 1 a^3Piu 0 9 1 15ChKaBeTa.3002
8527.3909 0.003 b^3Sigmag- 2 10 1 a^3Piu 0 9 1 79AmChMa.585
8527.4509 0.009432013 b^3Sigmag- 2 6 1 a^3Piu 0 5 1 15ChKaBeTa.3000
8527.793 0.007 b^3Sigmag- 2 8 1 a^3Piu 0 7 1 15ChKaBeTa.3001
8531.0869 0.007 A^1Piu 6 12 1 X^1Sigmag+ 5 12 1 15ChKaBeTa.303
8537.07 0.001 A^1Piu 6 5 1 X^1Sigmag+ 5 6 1 15ChKaBeTa.291
8540.788 0.001 A^1Piu 6 10 1 X^1Sigmag+ 5 10 1 15ChKaBeTa.302
8548.8025 0.001 A^1Piu 6 8 1 X^1Sigmag+ 5 8 1 15ChKaBeTa.301
8555.1297 0.006897 A^1Piu 6 6 1 X^1Sigmag+ 5 6 1 15ChKaBeTa.300
8556.0617 0.019208103 A^1Piu 1 69 1 X^1Sigmag+ 0 70 1 77ChMaMa.441
8559.7703 0.005850954 A^1Piu 6 4 1 X^1Sigmag+ 5 4 1 15ChKaBeTa.299
8562.7315 0.001 A^1Piu 6 2 1 X^1Sigmag+ 5 2 1 15ChKaBeTa.298
8570.1093 0.006 A^1Piu 6 13 1 X^1Sigmag+ 5 12 1 15ChKaBeTa.309
8573.8269 0.0091608 A^1Piu 6 11 1 X^1Sigmag+ 5 10 1 15ChKaBeTa.308
8575.8454 0.013861353 A^1Piu 6 9 1 X^1Sigmag+ 5 8 1 15ChKaBeTa.307
8576.1762 0.007 A^1Piu 6 7 1 X^1Sigmag+ 5 6 1 15ChKaBeTa.306
8603.7512 0.0045 b^3Sigmag- 7 37 2 a^3Piu 4 38 2 79AmChMa.2207
8609.1388 0.04 b^3Sigmag- 6 56 3 a^3Piu 3 56 3 79AmChMa.2199
8610.5961 0.0045 b^3Sigmag- 6 58 1 a^3Piu 3 58 1 79AmChMa.2154
8610.7692 0.024 b^3Sigmag- 6 57 2 a^3Piu 3 57 2 79AmChMa.2177
8621.6444 0.005 A^1Piu 1 67 1 X^1Sigmag+ 0 68 1 77ChMaMa.440
8636.3377 0.0045 b^3Sigmag- 7 35 2 a^3Piu 4 36 2 79AmChMa.2206
8637.7807 0.0224334 b^3Sigmag- 7 36 1 a^3Piu 4 37 1 79AmChMa.2202
8649.7899 0.01 b^3Sigmag- 6 54 3 a^3Piu 3 54 3 79AmChMa.2198
8651.5365 0.041 b^3Sigmag- 6 56 1 a^3Piu 3 56 1 79AmChMa.2153
8663.5487 0.008071307 A^1Piu 2 57 1 X^1Sigmag+ 1 58 1 77ChMaMa.344
8666.2045 0.0045 b^3Sigmag- 7 32 3 a^3Piu 4 33 3 79AmChMa.2208
8667.3612 0.0045 b^3Sigmag- 7 33 2 a^3Piu 4 34 2 79AmChMa.2205
8668.7742 0.0045 b^3Sigmag- 7 34 1 a^3Piu 4 35 1 79AmChMa.2201
8682.791 0.005 A^1Piu 2 64 1 X^1Sigmag+ 1 64 1 77ChMaMa.376
8685.6197 0.009678023 A^1Piu 1 65 1 X^1Sigmag+ 0 66 1 77ChMaMa.439
8689.0265 0.0045 b^3Sigmag- 6 52 3 a^3Piu 3 52 3 79AmChMa.2197
8690.7266 0.0045 b^3Sigmag- 6 53 2 a^3Piu 3 53 2 79AmChMa.2176
8690.7886 0.0045 b^3Sigmag- 6 54 1 a^3Piu 3 54 1 79AmChMa.2152
8694.6609 0.0045 b^3Sigmag- 7 39 2 a^3Piu 4 39 2 79AmChMa.2235
8695.3 0.0045 b^3Sigmag- 7 40 1 a^3Piu 4 40 1 79AmChMa.2221
8696.9655 0.0119185 b^3Sigmag- 7 31 2 a^3Piu 4 32 2 79AmChMa.2204
8698.4459 0.0045 b^3Sigmag- 7 32 1 a^3Piu 4 33 1 79AmChMa.2200
8710.31 0.02 b^3Sigmag- 5 62 3 a^3Piu 2 62 3 79AmChMa.1953
8711.8497 0.012 b^3Sigmag- 5 63 2 a^3Piu 2 63 2 79AmChMa.1928
8718.9815 0.005 A^1Piu 2 55 1 X^1Sigmag+ 1 56 1 77ChMaMa.343
8719.7999 0.0087761 A^1Piu 5 20 1 X^1Sigmag+ 4 20 1 15ChKaBeTa.288
8722.0356 0.007 A^1Piu 5 13 1 X^1Sigmag+ 4 14 1 15ChKaBeTa.283
8722.3971 0.0045 b^3Sigmag- 7 37 2 a^3Piu 4 37 2 79AmChMa.2234
8723.0754 0.0045 b^3Sigmag- 7 38 1 a^3Piu 4 38 1 79AmChMa.2220
8728.5662 0.0045 b^3Sigmag- 6 51 2 a^3Piu 3 51 2 79AmChMa.2175
8728.8875 0.0045 b^3Sigmag- 6 52 1 a^3Piu 3 52 1 79AmChMa.2151
8736.4377 0.010717773 A^1Piu 5 18 1 X^1Sigmag+ 4 18 1 15ChKaBeTa.287
8737.3826 0.005 A^1Piu 2 62 1 X^1Sigmag+ 1 62 1 77ChMaMa.375
8747.9847 0.005 A^1Piu 1 63 1 X^1Sigmag+ 0 64 1 77ChMaMa.438
8748.6902 0.0045 b^3Sigmag- 7 35 2 a^3Piu 4 35 2 79AmChMa.2233
8749.6426 0.024329800000000002 b^3Sigmag- 7 36 1 a^3Piu 4 36 1 79AmChMa.2219
8751.3713 0.001 A^1Piu 5 16 1 X^1Sigmag+ 4 16 1 15ChKaBeTa.286
8755.3575 0.008 b^3Sigmag- 5 60 3 a^3Piu 2 60 3 79AmChMa.1952
8756.9123 0.018 b^3Sigmag- 5 61 2 a^3Piu 2 61 2 79AmChMa.1927
8763.2005 0.0045 b^3Sigmag- 6 48 3 a^3Piu 3 48 3 79AmChMa.2196
8764.6059 0.011 A^1Piu 5 14 1 X^1Sigmag+ 4 14 1 15ChKaBeTa.285
8764.9744 0.0045 b^3Sigmag- 6 49 2 a^3Piu 3 49 2 79AmChMa.2174
8765.3222 0.0045 b^3Sigmag- 6 50 1 a^3Piu 3 50 1 79AmChMa.2150
8770.6951 0.005 A^1Piu 1 70 1 X^1Sigmag+ 0 70 1 77ChMaMa.476
8771.2695 0.1856074 b^3Sigmag- 7 32 3 a^3Piu 4 32 3 79AmChMa.2245
8772.7553 0.005 A^1Piu 2 53 1 X^1Sigmag+ 1 54 1 77ChMaMa.342
8773.5787 0.0045 b^3Sigmag- 7 33 2 a^3Piu 4 33 2 79AmChMa.2232
8774.4836 0.0702141 b^3Sigmag- 7 34 1 a^3Piu 4 34 1 79AmChMa.2218
8776.1423 0.00578787 A^1Piu 5 12 1 X^1Sigmag+ 4 12 1 15ChKaBeTa.284
8790.3448 0.005 A^1Piu 2 60 1 X^1Sigmag+ 1 60 1 77ChMaMa.374
8794.6277 0.0045 b^3Sigmag- 7 30 3 a^3Piu 4 30 3 79AmChMa.2244
8797.0087 0.0085327 b^3Sigmag- 7 31 2 a^3Piu 4 31 2 79AmChMa.2231
8798.0427 0.0605341 b^3Sigmag- 7 32 1 a^3Piu 4 32 1 79AmChMa.2217
8799.9695 0.0045 b^3Sigmag- 6 47 2 a^3Piu 3 47 2 79AmChMa.2173
8800.365 0.0045 b^3Sigmag- 6 48 1 a^3Piu 3 48 1 79AmChMa.2149
8800.8822 0.10801010000000001 b^3Sigmag- 7 23 2 a^3Piu 4 24 2 15ChKaBeTa.3805
8808.6922 0.005 A^1Piu 1 61 1 X^1Sigmag+ 0 62 1 77ChMaMa.437
8810.1442 0.007 A^1Piu 5 15 1 X^1Sigmag+ 4 14 1 15ChKaBeTa.290
8814.0847 0.0045 b^3Sigmag- 7 40 1 a^3Piu 4 39 1 79AmChMa.2203
8816.5094 0.0045 b^3Sigmag- 7 28 3 a^3Piu 4 28 3 79AmChMa.2243
8818.9908 0.0045 b^3Sigmag- 7 29 2 a^3Piu 4 29 2 79AmChMa.2230
8821.7942 0.007 A^1Piu 5 7 1 X^1Sigmag+ 4 6 1 15ChKaBeTa.289
8823.2256 0.12404260000000002 b^3Sigmag- 7 21 2 a^3Piu 4 22 2 15ChKaBeTa.3804
8824.8909 0.005 A^1Piu 2 51 1 X^1Sigmag+ 1 52 1 77ChMaMa.341
8830.6214 0.005 A^1Piu 1 68 1 X^1Sigmag+ 0 68 1 77ChMaMa.475
8831.656 0.0045 b^3Sigmag- 6 44 3 a^3Piu 3 44 3 79AmChMa.2194
8833.5399 0.0045 b^3Sigmag- 6 45 2 a^3Piu 3 45 2 79AmChMa.2172
8833.9651 0.0045 b^3Sigmag- 6 46 1 a^3Piu 3 46 1 79AmChMa.2148
8836.9502 0.0045 b^3Sigmag- 7 26 3 a^3Piu 4 26 3 79AmChMa.2242
8839.5484 0.023230633 b^3Sigmag- 7 27 2 a^3Piu 4 27 2 15ChKaBeTa.3829
8839.5706 0.0045 b^3Sigmag- 7 27 2 a^3Piu 4 27 2 79AmChMa.2229
8840.8734 0.0045 b^3Sigmag- 7 28 1 a^3Piu 4 28 1 79AmChMa.2216
8841.1477 0.0045 b^3Sigmag- 5 56 3 a^3Piu 2 56 3 79AmChMa.1950
8841.6002 0.005 A^1Piu 2 58 1 X^1Sigmag+ 1 58 1 77ChMaMa.373
8842.7524 0.0045 b^3Sigmag- 5 57 2 a^3Piu 2 57 2 79AmChMa.1926
8842.9018 0.0045 b^3Sigmag- 5 58 1 a^3Piu 2 58 1 79AmChMa.1903
8844.34 0.036981918 b^3Sigmag- 7 19 2 a^3Piu 4 20 2 15ChKaBeTa.3803
8847.0428 0.045323855 b^3Sigmag- 7 20 1 a^3Piu 4 21 1 15ChKaBeTa.3797
8855.8958 0.0045 b^3Sigmag- 7 24 3 a^3Piu 4 24 3 79AmChMa.2241
8858.6544 0.0095568 b^3Sigmag- 7 25 2 a^3Piu 4 25 2 15ChKaBeTa.3828
8858.6619 0.0065329 b^3Sigmag- 7 25 2 a^3Piu 4 25 2 79AmChMa.2228
8860.1233 0.012881 b^3Sigmag- 7 26 1 a^3Piu 4 26 1 79AmChMa.2215
8861.7055 0.007 b^3Sigmag- 7 16 3 a^3Piu 4 17 3 15ChKaBeTa.3810
8863.7358 0.004 b^3Sigmag- 6 42 3 a^3Piu 3 42 3 79AmChMa.2193
8863.8913 0.0095128 b^3Sigmag- 7 17 2 a^3Piu 4 18 2 15ChKaBeTa.3802
8865.6525 0.0084062 b^3Sigmag- 6 43 2 a^3Piu 3 43 2 79AmChMa.2171
8866.8936 0.007 b^3Sigmag- 7 18 1 a^3Piu 4 19 1 15ChKaBeTa.3796
8867.7832 0.0143198 A^1Piu 1 59 1 X^1Sigmag+ 0 60 1 77ChMaMa.436
8873.4341 0.0045 b^3Sigmag- 7 22 3 a^3Piu 4 22 3 79AmChMa.2240
8875.3556 0.005 A^1Piu 2 49 1 X^1Sigmag+ 1 50 1 77ChMaMa.340
8876.3126 0.007 b^3Sigmag- 7 23 2 a^3Piu 4 23 2 15ChKaBeTa.3827
8876.3198 0.008190600000000001 b^3Sigmag- 7 23 2 a^3Piu 4 23 2 79AmChMa.2227
8877.9517 0.0045 b^3Sigmag- 7 24 1 a^3Piu 4 24 1 79AmChMa.2214
8877.9719 0.021054353 b^3Sigmag- 7 24 1 a^3Piu 4 24 1 15ChKaBeTa.3818
8881.8802 0.0045 b^3Sigmag- 5 54 3 a^3Piu 2 54 3 79AmChMa.1949
8882.0046 0.014788666 b^3Sigmag- 7 15 2 a^3Piu 4 16 2 15ChKaBeTa.3801
8885.3808 0.008519500000000001 b^3Sigmag- 7 16 1 a^3Piu 4 17 1 15ChKaBeTa.3795
8888.8946 0.005 A^1Piu 1 66 1 X^1Sigmag+ 0 66 1 77ChMaMa.474
8889.4739 0.004 b^3Sigmag- 7 20 3 a^3Piu 4 20 3 15ChKaBeTa.3835
8889.4783 0.0045 b^3Sigmag- 7 20 3 a^3Piu 4 20 3 79AmChMa.2239
8891.2104 0.005 A^1Piu 2 56 1 X^1Sigmag+ 1 56 1 77ChMaMa.372
8892.5227 0.009914300000000001 b^3Sigmag- 7 21 2 a^3Piu 4 21 2 79AmChMa.2226
8892.5228 0.0100353 b^3Sigmag- 7 21 2 a^3Piu 4 21 2 15ChKaBeTa.3826
8895.8827 0.008721159 b^3Sigmag- 7 12 3 a^3Piu 4 13 3 15ChKaBeTa.3809
8896.3535 0.0045 b^3Sigmag- 6 41 2 a^3Piu 3 41 2 79AmChMa.2170
8896.901 0.006494400000000001 b^3Sigmag- 6 42 1 a^3Piu 3 42 1 79AmChMa.2147
8898.6443 0.027042125 b^3Sigmag- 7 13 2 a^3Piu 4 14 2 15ChKaBeTa.3800
8902.4875 0.020607241 b^3Sigmag- 7 14 1 a^3Piu 4 15 1 15ChKaBeTa.3794
8904.0256 0.0045 b^3Sigmag- 7 18 3 a^3Piu 4 18 3 79AmChMa.2238
8904.0279 0.007 b^3Sigmag- 7 18 3 a^3Piu 4 18 3 15ChKaBeTa.3834
8907.2939 0.007 b^3Sigmag- 7 19 2 a^3Piu 4 19 2 15ChKaBeTa.3825
8907.3006 0.0045 b^3Sigmag- 7 19 2 a^3Piu 4 19 2 79AmChMa.2225
8909.4633 0.055020169 b^3Sigmag- 7 20 1 a^3Piu 4 20 1 15ChKaBeTa.3817
8909.5158 0.0045 b^3Sigmag- 7 20 1 a^3Piu 4 20 1 79AmChMa.2213
8910.654 0.01017998 b^3Sigmag- 7 10 3 a^3Piu 4 11 3 15ChKaBeTa.3808
8913.4289 0.0045 b^3Sigmag- 6 48 3 a^3Piu 3 47 3 79AmChMa.2134
8913.8208 0.007 b^3Sigmag- 7 11 2 a^3Piu 4 12 2 15ChKaBeTa.3799
8914.0781 0.0045 b^3Sigmag- 6 49 2 a^3Piu 3 48 2 79AmChMa.2124
8915.1407 0.0045 b^3Sigmag- 6 50 1 a^3Piu 3 49 1 79AmChMa.2111
8917.0763 0.014432 b^3Sigmag- 7 16 3 a^3Piu 4 16 3 15ChKaBeTa.3833
8917.1129 0.0368775 b^3Sigmag- 7 16 3 a^3Piu 4 16 3 79AmChMa.2237
8918.2729 0.007 b^3Sigmag- 7 12 1 a^3Piu 4 13 1 15ChKaBeTa.3793
8920.5966 0.0195085 b^3Sigmag- 7 17 2 a^3Piu 4 17 2 79AmChMa.2224
8920.5967 0.0193875 b^3Sigmag- 7 17 2 a^3Piu 4 17 2 15ChKaBeTa.3824
8921.213 0.0045 b^3Sigmag- 5 52 3 a^3Piu 2 52 3 79AmChMa.1948
8922.8863 0.0045 b^3Sigmag- 5 53 2 a^3Piu 2 53 2 79AmChMa.1925
8923.1134 0.0045 b^3Sigmag- 5 54 1 a^3Piu 2 54 1 79AmChMa.1902
8923.1134 0.006244700000000001 b^3Sigmag- 7 18 1 a^3Piu 4 18 1 79AmChMa.2212
8923.1219 0.0165297 b^3Sigmag- 7 18 1 a^3Piu 4 18 1 15ChKaBeTa.3816
8923.5429 0.0045 b^3Sigmag- 6 38 3 a^3Piu 3 38 3 79AmChMa.2192
8923.8259 0.007 b^3Sigmag- 7 8 3 a^3Piu 4 9 3 15ChKaBeTa.3807
8924.1709 0.005 A^1Piu 2 47 1 X^1Sigmag+ 1 48 1 77ChMaMa.339
8925.2263 0.005 A^1Piu 1 57 1 X^1Sigmag+ 0 58 1 77ChMaMa.435
8925.6204 0.0045 b^3Sigmag- 6 39 2 a^3Piu 3 39 2 79AmChMa.2169
8925.9042 0.008796700000000001 b^3Sigmag- 6 30 3 a^3Piu 3 31 3 79AmChMa.2097
8926.226 0.0045 b^3Sigmag- 6 40 1 a^3Piu 3 40 1 79AmChMa.2146
8927.0653 0.09143420000000001 b^3Sigmag- 6 31 2 a^3Piu 3 32 2 79AmChMa.2091
8927.4953 0.007 b^3Sigmag- 7 9 2 a^3Piu 4 10 2 15ChKaBeTa.3798
8928.6318 0.075855749 b^3Sigmag- 7 14 3 a^3Piu 4 14 3 15ChKaBeTa.3832
8928.7041 0.0045 b^3Sigmag- 7 14 3 a^3Piu 4 14 3 79AmChMa.2236
8928.7041 0.0045 b^3Sigmag- 6 32 1 a^3Piu 3 33 1 79AmChMa.2085
8932.4299 0.0045 b^3Sigmag- 7 15 2 a^3Piu 4 15 2 79AmChMa.2223
8932.4369 0.007 b^3Sigmag- 7 15 2 a^3Piu 4 15 2 15ChKaBeTa.3823
8932.7514 0.007 b^3Sigmag- 7 10 1 a^3Piu 4 11 1 15ChKaBeTa.3792
8934.8938 0.12612050000000002 b^3Sigmag- 7 25 2 a^3Piu 4 24 2 15ChKaBeTa.3849
8935.307 0.007 b^3Sigmag- 7 6 3 a^3Piu 4 7 3 15ChKaBeTa.3806
8935.3987 0.007821916 b^3Sigmag- 7 16 1 a^3Piu 4 16 1 15ChKaBeTa.3815
8935.4066 0.0045 b^3Sigmag- 7 16 1 a^3Piu 4 16 1 79AmChMa.2211
8937.2502 0.0203357 b^3Sigmag- 7 26 1 a^3Piu 4 25 1 15ChKaBeTa.3841
8938.6328 0.007 b^3Sigmag- 7 12 3 a^3Piu 4 12 3 15ChKaBeTa.3831
8939.1253 0.005 A^1Piu 2 54 1 X^1Sigmag+ 1 54 1 77ChMaMa.371
8942.8066 0.024 b^3Sigmag- 7 13 2 a^3Piu 4 13 2 15ChKaBeTa.3822
8942.8303 0.019493100000000003 b^3Sigmag- 7 13 2 a^3Piu 4 13 2 79AmChMa.2222
8943.26 0.0045 b^3Sigmag- 6 47 2 a^3Piu 3 46 2 79AmChMa.2123
8944.3657 0.0045 b^3Sigmag- 6 48 1 a^3Piu 3 47 1 79AmChMa.2110
8945.5053 0.005 A^1Piu 1 64 1 X^1Sigmag+ 0 64 1 77ChMaMa.473
8946.0264 0.007 b^3Sigmag- 7 8 1 a^3Piu 4 9 1 15ChKaBeTa.3791
8946.3175 0.016 b^3Sigmag- 7 14 1 a^3Piu 4 14 1 15ChKaBeTa.3814
8946.3335 0.0045 b^3Sigmag- 7 14 1 a^3Piu 4 14 1 79AmChMa.2210
8946.6006 0.0449075 b^3Sigmag- 7 23 2 a^3Piu 4 22 2 15ChKaBeTa.3848
8947.0439 0.016381301 b^3Sigmag- 7 10 3 a^3Piu 4 10 3 15ChKaBeTa.3830
8951.3038 0.0045 b^3Sigmag- 6 36 3 a^3Piu 3 36 3 79AmChMa.2191
8951.6886 0.007 b^3Sigmag- 7 11 2 a^3Piu 4 11 2 15ChKaBeTa.3821
8953.4173 0.005664259 b^3Sigmag- 6 37 2 a^3Piu 3 37 2 79AmChMa.2168
8954.102 0.058160300000000005 b^3Sigmag- 6 38 1 a^3Piu 3 38 1 79AmChMa.2145
8954.7596 0.01797848 b^3Sigmag- 7 20 3 a^3Piu 4 19 3 15ChKaBeTa.3857
8955.3258 0.017339300000000002 b^3Sigmag- 6 29 2 a^3Piu 3 30 2 79AmChMa.2090
8955.9279 0.007 b^3Sigmag- 7 12 1 a^3Piu 4 12 1 15ChKaBeTa.3813
8956.7462 0.1045066 b^3Sigmag- 7 21 2 a^3Piu 4 20 2 15ChKaBeTa.3847
8959.0587 0.007 b^3Sigmag- 7 9 2 a^3Piu 4 9 2 15ChKaBeTa.3820
8959.0898 0.0045 b^3Sigmag- 5 50 3 a^3Piu 2 50 3 79AmChMa.1947
8959.4398 0.007 b^3Sigmag- 7 22 1 a^3Piu 4 21 1 15ChKaBeTa.3840
8959.8789 0.0087417 b^3Sigmag- 5 44 1 a^3Piu 2 45 1 79AmChMa.1802
8960.833 0.0045 b^3Sigmag- 5 51 2 a^3Piu 2 51 2 79AmChMa.1924
8961.0651 0.0045 b^3Sigmag- 5 52 1 a^3Piu 2 52 1 79AmChMa.1901
8963.2116 0.007 b^3Sigmag- 7 18 3 a^3Piu 4 17 3 15ChKaBeTa.3856
8964.2855 0.007 b^3Sigmag- 7 10 1 a^3Piu 4 10 1 15ChKaBeTa.3812
8965.3969 0.037105931 b^3Sigmag- 7 19 2 a^3Piu 4 18 2 15ChKaBeTa.3846
8968.4104 0.04901165 b^3Sigmag- 7 20 1 a^3Piu 4 19 1 15ChKaBeTa.3839
8969.0724 0.007 b^3Sigmag- 7 5 2 a^3Piu 4 5 2 15ChKaBeTa.3819
8970.1401 0.007 b^3Sigmag- 7 16 3 a^3Piu 4 15 3 15ChKaBeTa.3855
8970.1815 0.00337 b^3Sigmag- 6 44 3 a^3Piu 3 43 3 79AmChMa.2133
8970.9104 0.0045 b^3Sigmag- 6 45 2 a^3Piu 3 44 2 79AmChMa.2122
8971.3059 0.005 A^1Piu 2 45 1 X^1Sigmag+ 1 46 1 77ChMaMa.338
8972.1245 0.0045 b^3Sigmag- 6 46 1 a^3Piu 3 45 1 79AmChMa.2109
8972.5896 0.007 b^3Sigmag- 7 17 2 a^3Piu 4 16 2 15ChKaBeTa.3845
8975.5401 0.09287227 b^3Sigmag- 7 14 3 a^3Piu 4 13 3 15ChKaBeTa.3854
8975.7795 0.022056729 A^1Piu 2 61 1 X^1Sigmag+ 1 60 1 77ChMaMa.406
8975.9682 0.007 b^3Sigmag- 7 18 1 a^3Piu 4 17 1 15ChKaBeTa.3838
8977.6013 0.024065800000000005 b^3Sigmag- 6 34 3 a^3Piu 3 34 3 79AmChMa.2190
8977.7034 0.007 b^3Sigmag- 7 6 1 a^3Piu 4 6 1 15ChKaBeTa.3811
8979.3541 0.0154088 b^3Sigmag- 7 12 3 a^3Piu 4 11 3 15ChKaBeTa.3853
8979.8054 0.0045 b^3Sigmag- 6 35 2 a^3Piu 3 35 2 79AmChMa.2167
8980.581 0.013993100000000001 b^3Sigmag- 6 36 1 a^3Piu 3 36 1 79AmChMa.2144
8980.6924 0.007 b^3Sigmag- 7 6 3 a^3Piu 4 5 3 15ChKaBeTa.3850
8980.9906 0.005 A^1Piu 1 55 1 X^1Sigmag+ 0 56 1 77ChMaMa.434
8981.5829 0.0218548 b^3Sigmag- 7 10 3 a^3Piu 4 9 3 15ChKaBeTa.3852
8982.0624 0.008235874 b^3Sigmag- 7 8 3 a^3Piu 4 7 3 15ChKaBeTa.3851
8982.5199 0.022259742 b^3Sigmag- 7 13 2 a^3Piu 4 12 2 15ChKaBeTa.3844
8984.1028 0.0342727 b^3Sigmag- 6 28 1 a^3Piu 3 29 1 79AmChMa.2084
8985.2281 0.007 b^3Sigmag- 7 11 2 a^3Piu 4 10 2 15ChKaBeTa.3843
8985.3786 0.005 A^1Piu 2 52 1 X^1Sigmag+ 1 52 1 77ChMaMa.370
8986.4147 0.007 b^3Sigmag- 7 9 2 a^3Piu 4 8 2 15ChKaBeTa.3842
8986.4246 0.005 A^1Piu 1 71 1 X^1Sigmag+ 0 70 1 77ChMaMa.512
8986.9651 0.019015063 b^3Sigmag- 7 14 1 a^3Piu 4 13 1 15ChKaBeTa.3837
8990.4881 0.007 b^3Sigmag- 7 12 1 a^3Piu 4 11 1 15ChKaBeTa.3836
8994.8257 0.0045 b^3Sigmag- 5 40 3 a^3Piu 2 41 3 79AmChMa.1827
8995.5582 0.029264400000000003 b^3Sigmag- 5 48 3 a^3Piu 2 48 3 79AmChMa.1946
8996.3469 0.0045 b^3Sigmag- 6 42 3 a^3Piu 3 41 3 79AmChMa.2132
8997.17 0.027395500000000003 b^3Sigmag- 6 43 2 a^3Piu 3 42 2 15ChKaBeTa.3790
8997.17 0.027395500000000003 b^3Sigmag- 6 43 2 a^3Piu 3 42 2 79AmChMa.2121
8997.3235 0.0045 b^3Sigmag- 5 49 2 a^3Piu 2 49 2 79AmChMa.1923
8997.6167 0.0045 b^3Sigmag- 5 50 1 a^3Piu 2 50 1 79AmChMa.1900
8998.41 0.0045 b^3Sigmag- 6 44 1 a^3Piu 3 43 1 79AmChMa.2108
9000.4356 0.005 A^1Piu 1 62 1 X^1Sigmag+ 0 62 1 77ChMaMa.472
9002.4509 0.0092114 b^3Sigmag- 6 32 3 a^3Piu 3 32 3 79AmChMa.2189
9004.7509 0.0045 b^3Sigmag- 6 33 2 a^3Piu 3 33 2 79AmChMa.2166
9005.6485 0.0045 b^3Sigmag- 6 34 1 a^3Piu 3 34 1 79AmChMa.2143
9006.1432 0.045012 b^3Sigmag- 6 24 3 a^3Piu 3 25 3 79AmChMa.2096
9009.6759 0.0153989 b^3Sigmag- 6 26 1 a^3Piu 3 27 1 79AmChMa.2083
9016.8089 0.021102433 A^1Piu 2 43 1 X^1Sigmag+ 1 44 1 77ChMaMa.337
9021.0492 0.0045 b^3Sigmag- 6 40 3 a^3Piu 3 39 3 79AmChMa.2131
9021.3371 0.005 A^1Piu 2 59 1 X^1Sigmag+ 1 58 1 77ChMaMa.405
9023.212 0.0064977 b^3Sigmag- 6 42 1 a^3Piu 3 41 1 79AmChMa.2107
9025.8664 0.0138479 b^3Sigmag- 6 30 3 a^3Piu 3 30 3 79AmChMa.2188
9028.239 0.07362080000000001 b^3Sigmag- 6 31 2 a^3Piu 3 31 2 79AmChMa.2165
9029.2053 0.0045 b^3Sigmag- 6 32 1 a^3Piu 3 32 1 79AmChMa.2142
9029.9244 0.005 A^1Piu 2 50 1 X^1Sigmag+ 1 50 1 77ChMaMa.369
9030.1756 0.14285700000000004 b^3Sigmag- 5 38 3 a^3Piu 2 39 3 79AmChMa.1826
9030.5656 0.01 b^3Sigmag- 5 46 3 a^3Piu 2 46 3 79AmChMa.1945
9031.118 0.0045 b^3Sigmag- 5 39 2 a^3Piu 2 40 2 79AmChMa.1813
9031.6204 0.005542900000000001 b^3Sigmag- 6 23 2 a^3Piu 3 24 2 79AmChMa.2089
9033.8496 0.0045 b^3Sigmag- 6 24 1 a^3Piu 3 25 1 79AmChMa.2082
9035.1167 0.005 A^1Piu 1 53 1 X^1Sigmag+ 0 54 1 77ChMaMa.433
9040.8179 0.019208103 A^1Piu 1 69 1 X^1Sigmag+ 0 68 1 77ChMaMa.511
9044.3031 0.012331 b^3Sigmag- 6 38 3 a^3Piu 3 37 3 79AmChMa.2130
9045.2269 0.0045 b^3Sigmag- 6 39 2 a^3Piu 3 38 2 79AmChMa.2120
9047.8182 0.0045 b^3Sigmag- 6 28 3 a^3Piu 3 28 3 79AmChMa.2187
9050.2801 0.0139491 b^3Sigmag- 6 29 2 a^3Piu 3 29 2 15ChKaBeTa.3788
9050.3073 0.037327400000000004 b^3Sigmag- 6 29 2 a^3Piu 3 29 2 79AmChMa.2164
9052.3427 0.07345580000000002 b^3Sigmag- 6 20 3 a^3Piu 3 21 3 79AmChMa.2095
9053.6941 0.005 A^1Piu 1 60 1 X^1Sigmag+ 0 60 1 77ChMaMa.471
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9060.5767 0.005 A^1Piu 2 41 1 X^1Sigmag+ 1 42 1 77ChMaMa.336
9064.1648 0.0045 b^3Sigmag- 5 44 3 a^3Piu 2 44 3 79AmChMa.1944
9064.3061 0.027735400000000004 b^3Sigmag- 5 36 3 a^3Piu 2 37 3 79AmChMa.1825
9065.2108 0.005 A^1Piu 2 57 1 X^1Sigmag+ 1 56 1 77ChMaMa.404
9065.2108 0.02057 b^3Sigmag- 5 37 2 a^3Piu 2 38 2 79AmChMa.1812
9066.4127 0.0045 b^3Sigmag- 5 46 1 a^3Piu 2 46 1 79AmChMa.1898
9067.0579 0.0045 b^3Sigmag- 6 37 2 a^3Piu 3 36 2 79AmChMa.2119
9068.307 0.0045 b^3Sigmag- 6 26 3 a^3Piu 3 26 3 79AmChMa.2186
9068.5461 0.0045 b^3Sigmag- 6 38 1 a^3Piu 3 37 1 79AmChMa.2106
9070.8844 0.0273295 b^3Sigmag- 6 27 2 a^3Piu 3 27 2 15ChKaBeTa.3787
9070.9024 0.0491095 b^3Sigmag- 6 27 2 a^3Piu 3 27 2 79AmChMa.2163
9072.2896 0.0086317 b^3Sigmag- 6 28 1 a^3Piu 3 28 1 79AmChMa.2141
9072.7863 0.005 A^1Piu 2 48 1 X^1Sigmag+ 1 48 1 77ChMaMa.368
9073.2621 0.0286462 b^3Sigmag- 6 18 3 a^3Piu 3 19 3 79AmChMa.2094
9074.8583 0.0045 b^3Sigmag- 4 56 3 a^3Piu 1 56 3 79AmChMa.1588
9075.2628 0.0108526 b^3Sigmag- 6 19 2 a^3Piu 3 20 2 79AmChMa.2088
9076.5201 0.0045 b^3Sigmag- 4 58 1 a^3Piu 1 58 1 79AmChMa.1545
9077.9596 0.018672133 b^3Sigmag- 6 20 1 a^3Piu 3 21 1 79AmChMa.2080
9084.9713 0.0045 b^3Sigmag- 5 52 3 a^3Piu 2 51 3 79AmChMa.1880
9086.3734 0.0355619 b^3Sigmag- 6 34 3 a^3Piu 3 33 3 79AmChMa.2129
9086.4836 0.0045 b^3Sigmag- 5 54 1 a^3Piu 2 53 1 79AmChMa.1845
9087.3242 0.0045 b^3Sigmag- 6 24 3 a^3Piu 3 24 3 79AmChMa.2185
9087.5741 0.005 A^1Piu 1 51 1 X^1Sigmag+ 0 52 1 77ChMaMa.432
9090.0379 0.0045 b^3Sigmag- 6 25 2 a^3Piu 3 25 2 79AmChMa.2162
9091.5189 0.11347820000000002 b^3Sigmag- 6 26 1 a^3Piu 3 26 1 79AmChMa.2140
9092.7288 0.094658432 b^3Sigmag- 6 16 3 a^3Piu 3 17 3 79AmChMa.2093
9093.4817 0.005 A^1Piu 1 67 1 X^1Sigmag+ 0 66 1 77ChMaMa.510
9094.9043 0.011563200000000001 b^3Sigmag- 6 17 2 a^3Piu 3 18 2 79AmChMa.2087
9095.9236 0.1034572 b^3Sigmag- 5 34 3 a^3Piu 2 35 3 79AmChMa.1824
9097.8911 0.007 b^3Sigmag- 6 18 1 a^3Piu 3 19 1 15ChKaBeTa.3783
9097.9043 0.0045 b^3Sigmag- 5 35 2 a^3Piu 2 36 2 79AmChMa.1811
9097.9043 0.016785114 b^3Sigmag- 6 18 1 a^3Piu 3 19 1 79AmChMa.2079
9098.6652 0.011873400000000001 b^3Sigmag- 5 44 1 a^3Piu 2 44 1 79AmChMa.1897
9099.3575 0.03677571 b^3Sigmag- 5 36 1 a^3Piu 2 37 1 79AmChMa.1801
9102.6882 0.008804011 A^1Piu 2 39 1 X^1Sigmag+ 1 40 1 77ChMaMa.335
9104.8914 0.0045 b^3Sigmag- 6 22 3 a^3Piu 3 22 3 79AmChMa.2184
9105.272 0.005 A^1Piu 1 58 1 X^1Sigmag+ 0 58 1 77ChMaMa.470
9106.3605 0.004990982 b^3Sigmag- 6 33 2 a^3Piu 3 32 2 79AmChMa.2118
9107.369 0.005 A^1Piu 2 55 1 X^1Sigmag+ 1 54 1 77ChMaMa.403
9107.7651 0.009717400000000001 b^3Sigmag- 6 23 2 a^3Piu 3 23 2 15ChKaBeTa.3786
9107.7725 0.0045 b^3Sigmag- 6 23 2 a^3Piu 3 23 2 79AmChMa.2161
9109.3988 0.0045 b^3Sigmag- 6 24 1 a^3Piu 3 24 1 79AmChMa.2139
9110.6654 0.0045 b^3Sigmag- 6 14 3 a^3Piu 3 15 3 79AmChMa.2092
9113.118 0.0432641 b^3Sigmag- 6 15 2 a^3Piu 3 16 2 79AmChMa.2086
9113.9463 0.005 A^1Piu 2 46 1 X^1Sigmag+ 1 46 1 77ChMaMa.367
9115.6596 0.002 b^3Sigmag- 4 54 3 a^3Piu 1 54 3 79AmChMa.1587
9116.4598 0.0045 b^3Sigmag- 6 16 1 a^3Piu 3 17 1 79AmChMa.2078
9116.9999 0.018874807 b^3Sigmag- 5 50 3 a^3Piu 2 49 3 79AmChMa.1879
9117.3007 0.0045 b^3Sigmag- 4 55 2 a^3Piu 1 55 2 79AmChMa.1565
9117.4356 0.007 b^3Sigmag- 4 56 1 a^3Piu 1 56 1 79AmChMa.1544
9117.5727 0.03 b^3Sigmag- 5 51 2 a^3Piu 2 50 2 79AmChMa.1861
9118.5997 0.0045 b^3Sigmag- 5 52 1 a^3Piu 2 51 1 79AmChMa.1844
9120.979 0.0154429 b^3Sigmag- 6 20 3 a^3Piu 3 20 3 79AmChMa.2183
9122.5559 0.010901000000000001 b^3Sigmag- 6 30 3 a^3Piu 3 29 3 79AmChMa.2128
9123.7764 0.07879850000000001 b^3Sigmag- 6 31 2 a^3Piu 3 30 2 79AmChMa.2117
9124.0274 0.0045 b^3Sigmag- 6 21 2 a^3Piu 3 21 2 79AmChMa.2160
9127.0071 0.0104896 b^3Sigmag- 5 40 3 a^3Piu 2 40 3 79AmChMa.1942
9128.0809 0.0081873 b^3Sigmag- 5 32 3 a^3Piu 2 33 3 79AmChMa.1823
9129.1489 0.0045 b^3Sigmag- 5 33 2 a^3Piu 2 34 2 79AmChMa.1810
9130.7005 0.019061900000000003 b^3Sigmag- 5 34 1 a^3Piu 2 35 1 79AmChMa.1800
9135.5777 0.018726400000000004 b^3Sigmag- 6 18 3 a^3Piu 3 18 3 79AmChMa.2182
9138.3736 0.005 A^1Piu 1 49 1 X^1Sigmag+ 0 50 1 77ChMaMa.431
9138.8232 0.0355421 b^3Sigmag- 6 19 2 a^3Piu 3 19 2 15ChKaBeTa.3785
9138.8444 0.018907900000000002 b^3Sigmag- 6 19 2 a^3Piu 3 19 2 79AmChMa.2159
9139.6773 0.1275659 b^3Sigmag- 6 29 2 a^3Piu 3 28 2 79AmChMa.2116
9140.9795 0.0192775 b^3Sigmag- 6 20 1 a^3Piu 3 20 1 79AmChMa.2138
9143.1044 0.005 A^1Piu 2 37 1 X^1Sigmag+ 1 38 1 77ChMaMa.334
9144.4411 0.009678023 A^1Piu 1 65 1 X^1Sigmag+ 0 64 1 77ChMaMa.509
9147.5949 0.0045 b^3Sigmag- 5 48 3 a^3Piu 2 47 3 79AmChMa.1878
9147.8044 0.0145178 A^1Piu 2 53 1 X^1Sigmag+ 1 52 1 77ChMaMa.402
9148.2245 0.033847837 b^3Sigmag- 5 49 2 a^3Piu 2 48 2 79AmChMa.1860
9148.5878 0.0045 b^3Sigmag- 6 16 3 a^3Piu 3 16 3 79AmChMa.2181
9149.2691 0.032297497 b^3Sigmag- 5 50 1 a^3Piu 2 49 1 79AmChMa.1843
9152.1664 0.015 b^3Sigmag- 6 17 2 a^3Piu 3 17 2 15ChKaBeTa.3784
9152.1815 0.007271000000000001 b^3Sigmag- 6 17 2 a^3Piu 3 17 2 79AmChMa.2158
9152.8047 0.0114092 b^3Sigmag- 6 26 3 a^3Piu 3 25 3 79AmChMa.2127
9153.4095 0.005 A^1Piu 2 44 1 X^1Sigmag+ 1 44 1 77ChMaMa.366
9154.2843 0.046229700000000006 b^3Sigmag- 6 27 2 a^3Piu 3 26 2 79AmChMa.2115
9154.6547 0.0045 b^3Sigmag- 6 18 1 a^3Piu 3 18 1 79AmChMa.2137
9155.0721 0.0045 b^3Sigmag- 4 52 3 a^3Piu 1 52 3 79AmChMa.1586
9155.1605 0.005 A^1Piu 1 56 1 X^1Sigmag+ 0 56 1 77ChMaMa.469
9156.2379 0.1033043 b^3Sigmag- 5 38 3 a^3Piu 2 38 3 79AmChMa.1941
9156.7402 0.0045 b^3Sigmag- 4 53 2 a^3Piu 1 53 2 79AmChMa.1564
9156.9118 0.0045 b^3Sigmag- 4 54 1 a^3Piu 1 54 1 79AmChMa.1543
9157.8241 0.0200519 b^3Sigmag- 5 30 3 a^3Piu 2 31 3 79AmChMa.1822
9158.296 0.019967200000000004 b^3Sigmag- 5 39 2 a^3Piu 2 39 2 79AmChMa.1918
9158.8739 0.0045 b^3Sigmag- 5 40 1 a^3Piu 2 40 1 79AmChMa.1895
9158.9551 0.0099275 b^3Sigmag- 5 31 2 a^3Piu 2 32 2 79AmChMa.1809
9160.2414 0.011473 b^3Sigmag- 6 14 3 a^3Piu 3 14 3 79AmChMa.2180
9160.6395 0.0129723 b^3Sigmag- 5 32 1 a^3Piu 2 33 1 79AmChMa.1799
9164.0533 0.0045 b^3Sigmag- 6 15 2 a^3Piu 3 15 2 79AmChMa.2157
9166.9775 0.0202004 b^3Sigmag- 6 16 1 a^3Piu 3 16 1 79AmChMa.2136
9167.309 0.014870900000000001 b^3Sigmag- 6 25 2 a^3Piu 3 24 2 79AmChMa.2114
9170.2882 0.0045 b^3Sigmag- 6 12 3 a^3Piu 3 12 3 79AmChMa.2179
9174.4733 0.0594748 b^3Sigmag- 6 13 2 a^3Piu 3 13 2 79AmChMa.2156
9176.6723 0.0045 b^3Sigmag- 5 46 3 a^3Piu 2 45 3 79AmChMa.1877
9177.3776 0.0045 b^3Sigmag- 5 47 2 a^3Piu 2 46 2 79AmChMa.1859
9177.917 0.0045 b^3Sigmag- 6 14 1 a^3Piu 3 14 1 79AmChMa.2135
9178.4971 0.0045 b^3Sigmag- 5 48 1 a^3Piu 2 47 1 79AmChMa.1842
9178.718 0.032741018 b^3Sigmag- 6 10 3 a^3Piu 3 10 3 15ChKaBeTa.3789
9178.7495 0.0282678 b^3Sigmag- 6 10 3 a^3Piu 3 10 3 79AmChMa.2178
9178.9141 0.028016488 b^3Sigmag- 6 23 2 a^3Piu 3 22 2 79AmChMa.2113
9181.8286 0.005 A^1Piu 2 35 1 X^1Sigmag+ 1 36 1 77ChMaMa.333
9183.3528 0.0045 b^3Sigmag- 6 11 2 a^3Piu 3 11 2 79AmChMa.2155
9184.0701 0.0288365 b^3Sigmag- 5 36 3 a^3Piu 2 36 3 79AmChMa.1940
9186.104 0.018411800000000002 b^3Sigmag- 5 28 3 a^3Piu 2 29 3 79AmChMa.1821
9186.1681 0.0045 b^3Sigmag- 5 37 2 a^3Piu 2 37 2 79AmChMa.1917
9186.5193 0.005 A^1Piu 2 51 1 X^1Sigmag+ 1 50 1 77ChMaMa.401
9186.8187 0.0413336 b^3Sigmag- 5 38 1 a^3Piu 2 38 1 79AmChMa.1894
9187.0506 0.017446 b^3Sigmag- 6 20 3 a^3Piu 3 19 3 79AmChMa.2126
9187.4895 0.005 A^1Piu 1 47 1 X^1Sigmag+ 0 48 1 77ChMaMa.430
9189.1422 0.0114345 b^3Sigmag- 5 30 1 a^3Piu 2 31 1 79AmChMa.1798
9190.7534 0.006468391 b^3Sigmag- 4 42 3 a^3Piu 1 43 3 79AmChMa.1479
9191.1741 0.005 A^1Piu 2 42 1 X^1Sigmag+ 1 42 1 77ChMaMa.365
9192.6543 0.0045 b^3Sigmag- 4 44 1 a^3Piu 1 45 1 79AmChMa.1454
9193.6959 0.005 A^1Piu 1 63 1 X^1Sigmag+ 0 62 1 77ChMaMa.508
9194.7452 0.02 b^3Sigmag- 4 51 2 a^3Piu 1 51 2 79AmChMa.1563
9194.9558 0.0045 b^3Sigmag- 4 52 1 a^3Piu 1 52 1 79AmChMa.1542
9195.4577 0.020038700000000003 b^3Sigmag- 6 18 3 a^3Piu 3 17 3 79AmChMa.2125
9197.6459 0.0058355 b^3Sigmag- 6 19 2 a^3Piu 3 18 2 79AmChMa.2112
9203.3585 0.005 A^1Piu 1 54 1 X^1Sigmag+ 0 54 1 77ChMaMa.468
9204.306 0.0045 b^3Sigmag- 5 44 3 a^3Piu 2 43 3 79AmChMa.1876
9205.0577 0.0045 b^3Sigmag- 5 45 2 a^3Piu 2 44 2 79AmChMa.1858
9206.2451 0.0045 b^3Sigmag- 5 46 1 a^3Piu 2 45 1 79AmChMa.1841
9212.5998 0.0122573 b^3Sigmag- 5 35 2 a^3Piu 2 35 2 79AmChMa.1916
9212.9777 0.0141306 b^3Sigmag- 5 26 3 a^3Piu 2 27 3 79AmChMa.1820
9213.3543 0.024376000000000002 b^3Sigmag- 5 36 1 a^3Piu 2 36 1 79AmChMa.1893
9216.233 0.0191499 b^3Sigmag- 5 28 1 a^3Piu 2 29 1 79AmChMa.1797
9218.8559 0.005 A^1Piu 2 33 1 X^1Sigmag+ 1 34 1 77ChMaMa.332
9223.5129 0.005 A^1Piu 2 49 1 X^1Sigmag+ 1 48 1 77ChMaMa.400
9227.2168 0.005 A^1Piu 2 40 1 X^1Sigmag+ 1 40 1 77ChMaMa.364
9227.72 0.023380244 b^3Sigmag- 4 40 3 a^3Piu 1 41 3 79AmChMa.1478
9229.5299 0.0045 b^3Sigmag- 4 48 3 a^3Piu 1 48 3 79AmChMa.1585
9229.7613 0.0045 b^3Sigmag- 4 42 1 a^3Piu 1 43 1 79AmChMa.1453
9230.4694 0.0045 b^3Sigmag- 5 42 3 a^3Piu 2 41 3 79AmChMa.1875
9231.2902 0.013990288 b^3Sigmag- 4 49 2 a^3Piu 1 49 2 79AmChMa.1562
9231.2902 0.0334785 b^3Sigmag- 5 43 2 a^3Piu 2 42 2 79AmChMa.1857
9231.5553 0.0045 b^3Sigmag- 4 50 1 a^3Piu 1 50 1 79AmChMa.1541
9232.5165 0.0315249 b^3Sigmag- 5 44 1 a^3Piu 2 43 1 79AmChMa.1840
9234.9196 0.005 A^1Piu 1 45 1 X^1Sigmag+ 0 46 1 77ChMaMa.429
9235.3334 0.0045 b^3Sigmag- 5 32 3 a^3Piu 2 32 3 79AmChMa.1938
9237.599 0.0045 b^3Sigmag- 5 33 2 a^3Piu 2 33 2 79AmChMa.1915
9238.452 0.0045 b^3Sigmag- 5 34 1 a^3Piu 2 34 1 79AmChMa.1892
9239.8349 0.0045 b^3Sigmag- 5 25 2 a^3Piu 2 26 2 79AmChMa.1808
9241.2233 0.005 A^1Piu 1 61 1 X^1Sigmag+ 0 60 1 77ChMaMa.507
9241.9137 0.008262100000000001 b^3Sigmag- 5 26 1 a^3Piu 2 27 1 79AmChMa.1796
9249.8596 0.005 A^1Piu 1 52 1 X^1Sigmag+ 0 52 1 77ChMaMa.467
9254.1824 0.00634429 A^1Piu 2 31 1 X^1Sigmag+ 1 32 1 77ChMaMa.331
9256.0546 0.0704869 b^3Sigmag- 5 41 2 a^3Piu 2 40 2 79AmChMa.1856
9257.3495 0.0145409 b^3Sigmag- 5 42 1 a^3Piu 2 41 1 79AmChMa.1839
9258.7802 0.0045 b^3Sigmag- 5 30 3 a^3Piu 2 30 3 79AmChMa.1937
9258.7802 0.005 A^1Piu 2 47 1 X^1Sigmag+ 1 46 1 77ChMaMa.399
9261.1448 0.0055176 b^3Sigmag- 5 31 2 a^3Piu 2 31 2 79AmChMa.1914
9261.5531 0.005 A^1Piu 2 38 1 X^1Sigmag+ 1 38 1 77ChMaMa.363
9262.1055 0.0045 b^3Sigmag- 5 32 1 a^3Piu 2 32 1 79AmChMa.1891
9262.3 0.012039500000000002 b^3Sigmag- 5 22 3 a^3Piu 2 23 3 79AmChMa.1819
9263.3066 0.0045 b^3Sigmag- 4 38 3 a^3Piu 1 39 3 79AmChMa.1477
9263.9341 0.019472200000000002 b^3Sigmag- 5 23 2 a^3Piu 2 24 2 79AmChMa.1807
9264.1643 0.032912000000000004 b^3Sigmag- 4 39 2 a^3Piu 1 40 2 79AmChMa.1464
9264.6226 0.015 b^3Sigmag- 4 46 3 a^3Piu 1 46 3 79AmChMa.1584
9265.4554 0.006873416 b^3Sigmag- 4 40 1 a^3Piu 1 41 1 79AmChMa.1452
9266.1416 0.024040500000000003 b^3Sigmag- 5 24 1 a^3Piu 2 25 1 79AmChMa.1795
9266.4434 0.011385645 b^3Sigmag- 4 47 2 a^3Piu 1 47 2 79AmChMa.1561
9266.7353 0.0045 b^3Sigmag- 4 48 1 a^3Piu 1 48 1 79AmChMa.1540
9279.3085 0.0045 b^3Sigmag- 5 39 2 a^3Piu 2 38 2 79AmChMa.1855
9280.6725 0.031394259 A^1Piu 1 43 1 X^1Sigmag+ 0 44 1 77ChMaMa.428
9280.795 0.021984600000000003 b^3Sigmag- 5 28 3 a^3Piu 2 28 3 79AmChMa.1936
9283.2437 0.0101959 b^3Sigmag- 5 29 2 a^3Piu 2 29 2 79AmChMa.1913
9284.3381 0.004845064 b^3Sigmag- 5 30 1 a^3Piu 2 30 1 79AmChMa.1890
9284.811 0.0278036 b^3Sigmag- 5 20 3 a^3Piu 2 21 3 79AmChMa.1818
9286.5746 0.00331 b^3Sigmag- 5 21 2 a^3Piu 2 22 2 79AmChMa.1806
9287.04 0.011748283 A^1Piu 1 59 1 X^1Sigmag+ 0 58 1 77ChMaMa.506
9287.7967 0.005 A^1Piu 2 29 1 X^1Sigmag+ 1 30 1 77ChMaMa.330
9289.0032 0.007062000000000001 b^3Sigmag- 5 22 1 a^3Piu 2 23 1 79AmChMa.1794
9292.2987 0.005 A^1Piu 2 45 1 X^1Sigmag+ 1 44 1 77ChMaMa.398
9294.1693 0.005 A^1Piu 2 36 1 X^1Sigmag+ 1 36 1 77ChMaMa.362
9294.651 0.033682178 A^1Piu 1 50 1 X^1Sigmag+ 0 50 1 77ChMaMa.466
9297.4513 0.022320100000000002 b^3Sigmag- 4 36 3 a^3Piu 1 37 3 79AmChMa.1476
9298.2615 0.008638048 b^3Sigmag- 4 44 3 a^3Piu 1 44 3 79AmChMa.1583
9299.7299 0.01054553 b^3Sigmag- 4 38 1 a^3Piu 1 39 1 79AmChMa.1451
9300.1406 0.0045 b^3Sigmag- 5 36 3 a^3Piu 2 35 3 79AmChMa.1872
9300.1406 0.0106733 b^3Sigmag- 4 45 2 a^3Piu 1 45 2 79AmChMa.1560
9300.4881 0.016826653 b^3Sigmag- 4 46 1 a^3Piu 1 46 1 79AmChMa.1539
9301.1466 0.0045 b^3Sigmag- 5 37 2 a^3Piu 2 36 2 79AmChMa.1854
9301.3267 0.006527400000000001 b^3Sigmag- 5 26 3 a^3Piu 2 26 3 79AmChMa.1935
9302.6115 0.03168990000000001 b^3Sigmag- 5 38 1 a^3Piu 2 37 1 79AmChMa.1838
9303.8971 0.008064100000000001 b^3Sigmag- 5 27 2 a^3Piu 2 27 2 79AmChMa.1912
9305.1443 0.018926600000000002 b^3Sigmag- 5 28 1 a^3Piu 2 28 1 79AmChMa.1889
9305.7975 0.0184811 b^3Sigmag- 5 18 3 a^3Piu 2 19 3 79AmChMa.1817
9307.7547 0.0045 b^3Sigmag- 5 19 2 a^3Piu 2 20 2 79AmChMa.1805
9310.4524 0.0045 b^3Sigmag- 5 20 1 a^3Piu 2 21 1 79AmChMa.1793
9319.7061 0.005 A^1Piu 2 27 1 X^1Sigmag+ 1 28 1 77ChMaMa.329
9320.4165 0.0181632 b^3Sigmag- 5 24 3 a^3Piu 2 24 3 79AmChMa.1934
9321.51 0.0045 b^3Sigmag- 5 35 2 a^3Piu 2 34 2 79AmChMa.1853
9323.0879 0.0231352 b^3Sigmag- 5 25 2 a^3Piu 2 25 2 79AmChMa.1911
9323.0879 0.0323565 b^3Sigmag- 5 36 1 a^3Piu 2 35 1 79AmChMa.1837
9324.1018 0.009947319 A^1Piu 2 43 1 X^1Sigmag+ 1 42 1 77ChMaMa.397
9324.5088 0.0045 b^3Sigmag- 5 26 1 a^3Piu 2 26 1 79AmChMa.1888
9324.7763 0.005 A^1Piu 1 41 1 X^1Sigmag+ 0 42 1 77ChMaMa.427
9325.0732 0.005 A^1Piu 2 34 1 X^1Sigmag+ 1 34 1 77ChMaMa.361
9325.34 0.001 b^3Sigmag- 5 16 3 a^3Piu 2 17 3 79AmChMa.1816
9327.5077 0.0138479 b^3Sigmag- 5 17 2 a^3Piu 2 18 2 79AmChMa.1804
9330.1524 0.0045 b^3Sigmag- 4 34 3 a^3Piu 1 35 3 79AmChMa.1475
9330.4765 0.005837656 b^3Sigmag- 4 42 3 a^3Piu 1 42 3 79AmChMa.1582
9330.4765 0.018316984 b^3Sigmag- 5 18 1 a^3Piu 2 19 1 79AmChMa.1792
9331.1281 0.0045 b^3Sigmag- 4 35 2 a^3Piu 1 36 2 79AmChMa.1463
9331.1281 0.005 A^1Piu 1 57 1 X^1Sigmag+ 0 56 1 77ChMaMa.505
9332.3852 0.0045 b^3Sigmag- 4 43 2 a^3Piu 1 43 2 79AmChMa.1559
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9340.8493 0.005811300000000001 b^3Sigmag- 5 23 2 a^3Piu 2 23 2 79AmChMa.1910
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9383.3006 0.0045 b^3Sigmag- 4 48 3 a^3Piu 1 47 3 79AmChMa.1521
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9392.5663 0.012368400000000002 b^3Sigmag- 4 39 2 a^3Piu 1 39 2 79AmChMa.1557
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9393.4898 0.0045 b^3Sigmag- 5 14 3 a^3Piu 2 14 3 79AmChMa.1930
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9394.0682 0.014631838 b^3Sigmag- 4 32 1 a^3Piu 1 33 1 79AmChMa.1449
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9401.2537 0.012475100000000001 b^3Sigmag- 5 25 2 a^3Piu 2 24 2 79AmChMa.1849
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9405.1019 0.009 A^1Piu 2 21 1 X^1Sigmag+ 1 22 1 77ChMaMa.326
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9407.6623 0.044037400000000004 b^3Sigmag- 5 13 2 a^3Piu 2 13 2 79AmChMa.1905
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9411.0378 0.025196246 b^3Sigmag- 5 22 3 a^3Piu 2 21 3 79AmChMa.1865
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9415.256 0.04660260000000001 b^3Sigmag- 5 24 1 a^3Piu 2 23 1 06PeSi^37
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9416.6152 0.0045 b^3Sigmag- 5 11 2 a^3Piu 2 11 2 79AmChMa.1904
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9418.3906 0.0045 b^3Sigmag- 4 36 3 a^3Piu 1 36 3 79AmChMa.1579
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9418.856 0.005637741 A^1Piu 1 44 1 X^1Sigmag+ 0 44 1 77ChMaMa.463
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9420.4902 0.0045 b^3Sigmag- 4 37 2 a^3Piu 1 37 2 79AmChMa.1556
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9420.8985 0.0045 b^3Sigmag- 4 29 2 a^3Piu 1 30 2 79AmChMa.1460
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9421.1433 0.026152291 b^3Sigmag- 4 38 1 a^3Piu 1 38 1 79AmChMa.1535
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9529.242 0.005 A^1Piu 2 9 1 X^1Sigmag+ 1 10 1 77ChMaMa.320
9531.8298 0.005 A^1Piu 2 25 1 X^1Sigmag+ 1 24 1 77ChMaMa.388
9533.8632 0.0045 b^3Sigmag- 3 44 3 a^3Piu 0 44 3 79AmChMa.1068
9534.3233 0.0045 b^3Sigmag- 3 38 1 a^3Piu 0 39 1 79AmChMa.994
9535.8174 0.026 b^3Sigmag- 4 36 3 a^3Piu 1 35 3 79AmChMa.1515
9535.8713 0.00605 b^3Sigmag- 4 26 3 a^3Piu 1 26 3 79AmChMa.1574
9536.0658 0.0115049 b^3Sigmag- 3 46 1 a^3Piu 0 46 1 79AmChMa.1035
9536.7878 0.023 b^3Sigmag- 4 37 2 a^3Piu 1 36 2 79AmChMa.1500
9538.4518 0.0174834 b^3Sigmag- 4 27 2 a^3Piu 1 27 2 79AmChMa.1551
9538.8454 0.001 A^1Piu 2 14 1 X^1Sigmag+ 1 14 1 77ChMaMa.351
9539.6489 0.0262922 b^3Sigmag- 4 28 1 a^3Piu 1 28 1 79AmChMa.1530
9539.8565 0.01649872 b^3Sigmag- 4 18 3 a^3Piu 1 19 3 79AmChMa.1470
9543.85 0.005 A^1Piu 2 7 1 X^1Sigmag+ 1 8 1 77ChMaMa.319
9544.4562 0.0091949 b^3Sigmag- 4 20 1 a^3Piu 1 21 1 79AmChMa.1443
9546.1653 0.003910295 A^1Piu 2 23 1 X^1Sigmag+ 1 22 1 77ChMaMa.387
9550.6603 0.005 A^1Piu 2 12 1 X^1Sigmag+ 1 12 1 77ChMaMa.350
9553.4135 0.005 A^1Piu 1 29 1 X^1Sigmag+ 0 30 1 77ChMaMa.421
9554.9732 0.0123211 b^3Sigmag- 4 24 3 a^3Piu 1 24 3 79AmChMa.1573
9556.0619 0.010563373 b^3Sigmag- 4 34 3 a^3Piu 1 33 3 79AmChMa.1514
9556.705 0.005 A^1Piu 2 5 1 X^1Sigmag+ 1 6 1 77ChMaMa.318
9557.0973 0.0045 b^3Sigmag- 4 35 2 a^3Piu 1 34 2 79AmChMa.1499
9557.6824 0.0045 b^3Sigmag- 4 25 2 a^3Piu 1 25 2 79AmChMa.1550
9558.7085 0.013068579 A^1Piu 2 21 1 X^1Sigmag+ 1 20 1 77ChMaMa.386
9559.058 0.0045 b^3Sigmag- 4 26 1 a^3Piu 1 26 1 79AmChMa.1529
9559.2583 0.005 A^1Piu 1 45 1 X^1Sigmag+ 0 44 1 77ChMaMa.499
9559.4657 0.009217547 b^3Sigmag- 4 16 3 a^3Piu 1 17 3 79AmChMa.1469
9560.0277 0.005 A^1Piu 1 36 1 X^1Sigmag+ 0 36 1 77ChMaMa.459
9560.7109 0.003576498 A^1Piu 2 10 1 X^1Sigmag+ 1 10 1 77ChMaMa.349
9560.73 0.03 b^3Sigmag- 4 47 2 a^3Piu 1 46 1 06PeSi^35
9564.5824 0.010009888 b^3Sigmag- 4 18 1 a^3Piu 1 19 1 79AmChMa.1442
9564.8588 0.018627829 b^3Sigmag- 3 34 3 a^3Piu 0 35 3 79AmChMa.1003
9565.8323 0.012969000000000001 b^3Sigmag- 3 35 2 a^3Piu 0 36 2 79AmChMa.999
9566.1354 0.0058058 b^3Sigmag- 3 42 3 a^3Piu 0 42 3 79AmChMa.1067
9567.3075 0.0318285 b^3Sigmag- 3 36 1 a^3Piu 0 37 1 79AmChMa.993
9568.018 0.014635717 b^3Sigmag- 3 43 2 a^3Piu 0 43 2 79AmChMa.1051
9568.4284 0.007880400000000001 b^3Sigmag- 3 44 1 a^3Piu 0 44 1 79AmChMa.1034
9569.0313 0.005 A^1Piu 2 8 1 X^1Sigmag+ 1 8 1 77ChMaMa.348
9569.542 0.001 A^1Piu 2 19 1 X^1Sigmag+ 1 18 1 77ChMaMa.385
9572.6201 0.0045 b^3Sigmag- 4 22 3 a^3Piu 1 22 3 79AmChMa.1572
9574.8294 0.005784456 b^3Sigmag- 4 32 3 a^3Piu 1 31 3 79AmChMa.1513
9575.4689 0.01199398 b^3Sigmag- 4 23 2 a^3Piu 1 23 2 79AmChMa.1549
9575.5882 0.005 A^1Piu 2 6 1 X^1Sigmag+ 1 6 1 77ChMaMa.347
9575.9754 0.023945900000000003 b^3Sigmag- 4 33 2 a^3Piu 1 32 2 79AmChMa.1498
9577.0422 0.0045 b^3Sigmag- 4 24 1 a^3Piu 1 24 1 79AmChMa.1528
9577.6033 0.026659600000000002 b^3Sigmag- 4 14 3 a^3Piu 1 15 3 79AmChMa.1468
9577.6033 0.028083000000000004 b^3Sigmag- 4 34 1 a^3Piu 1 33 1 79AmChMa.1485
9578.6291 0.003 A^1Piu 2 17 1 X^1Sigmag+ 1 16 1 77ChMaMa.384
9580.4041 0.005 A^1Piu 2 4 1 X^1Sigmag+ 1 4 1 77ChMaMa.346
9583.3158 0.0086141 b^3Sigmag- 4 16 1 a^3Piu 1 17 1 79AmChMa.1441
9583.4454 0.022183272 A^1Piu 2 2 1 X^1Sigmag+ 1 2 1 77ChMaMa.345
9585.5196 0.005 A^1Piu 1 27 1 X^1Sigmag+ 0 28 1 77ChMaMa.420
9585.9493 0.016002677 A^1Piu 2 15 1 X^1Sigmag+ 1 14 1 77ChMaMa.383
9591.1817 0.044484 A^1Piu 1 43 1 X^1Sigmag+ 0 42 1 77ChMaMa.498
9591.4476 0.009435103 A^1Piu 1 34 1 X^1Sigmag+ 0 34 1 77ChMaMa.458
9591.4476 0.041 A^1Piu 2 13 1 X^1Sigmag+ 1 12 1 77ChMaMa.382
9591.8065 0.0119361 b^3Sigmag- 4 21 2 a^3Piu 1 21 2 79AmChMa.1548
9592.1308 0.022405900000000003 b^3Sigmag- 4 30 3 a^3Piu 1 29 3 79AmChMa.1512
9592.9078 0.005 A^1Piu 2 3 1 X^1Sigmag+ 1 2 1 77ChMaMa.377
9593.3687 0.0245212 b^3Sigmag- 4 31 2 a^3Piu 1 30 2 79AmChMa.1497
9593.6019 0.0045 b^3Sigmag- 4 22 1 a^3Piu 1 22 1 79AmChMa.1527
9594.1856 0.022936746 b^3Sigmag- 4 12 3 a^3Piu 1 13 3 79AmChMa.1467
9595.1418 0.005845400000000001 b^3Sigmag- 4 32 1 a^3Piu 1 31 1 79AmChMa.1484
9595.2824 0.001 A^1Piu 2 11 1 X^1Sigmag+ 1 10 1 77ChMaMa.381
9596.1216 0.01431731 A^1Piu 2 5 1 X^1Sigmag+ 1 4 1 77ChMaMa.378
9596.2082 0.014649800000000001 b^3Sigmag- 3 32 3 a^3Piu 0 33 3 79AmChMa.1002
9596.9196 0.0214379 b^3Sigmag- 3 40 3 a^3Piu 0 40 3 79AmChMa.1066
9597.3162 0.008768908 A^1Piu 2 9 1 X^1Sigmag+ 1 8 1 77ChMaMa.380
9597.611 0.005 A^1Piu 2 7 1 X^1Sigmag+ 1 6 1 77ChMaMa.379
9598.8569 0.04 b^3Sigmag- 3 34 1 a^3Piu 0 35 1 79AmChMa.992
9599.3412 0.021468471 b^3Sigmag- 3 42 1 a^3Piu 0 42 1 79AmChMa.1033
9600.6739 0.013533300000000002 b^3Sigmag- 4 14 1 a^3Piu 1 15 1 79AmChMa.1440
9603.4269 0.0045 b^3Sigmag- 4 18 3 a^3Piu 1 18 3 79AmChMa.1570
9606.6554 0.00367 b^3Sigmag- 4 19 2 a^3Piu 1 19 2 79AmChMa.1547
9607.9279 0.013830312 b^3Sigmag- 4 28 3 a^3Piu 1 27 3 79AmChMa.1511
9608.7442 0.001 b^3Sigmag- 4 20 1 a^3Piu 1 20 1 79AmChMa.1526
9609.2645 0.0045 b^3Sigmag- 4 29 2 a^3Piu 1 28 2 79AmChMa.1496
9611.183 0.0045 b^3Sigmag- 4 30 1 a^3Piu 1 29 1 79AmChMa.1483
9612.3 0.0099286 b^3Sigmag- 4 11 2 a^3Piu 1 12 2 79AmChMa.1455
9615.9026 0.006011256 A^1Piu 1 25 1 X^1Sigmag+ 0 26 1 77ChMaMa.419
9616.5906 0.008330236 b^3Sigmag- 4 16 3 a^3Piu 1 16 3 79AmChMa.1569
9616.7211 0.0191741 b^3Sigmag- 4 12 1 a^3Piu 1 13 1 79AmChMa.1439
9620.7605 0.005 A^1Piu 1 32 1 X^1Sigmag+ 0 32 1 77ChMaMa.457
9621.4068 0.005 A^1Piu 1 41 1 X^1Sigmag+ 0 40 1 77ChMaMa.497
9622.2448 0.025954500000000005 b^3Sigmag- 4 26 3 a^3Piu 1 25 3 79AmChMa.1510
9622.496 0.0045 b^3Sigmag- 4 18 1 a^3Piu 1 18 1 79AmChMa.1525
9622.6166 0.0045 b^3Sigmag- 4 8 3 a^3Piu 1 9 3 79AmChMa.1466
9623.7035 0.013354000000000001 b^3Sigmag- 4 27 2 a^3Piu 1 26 2 79AmChMa.1495
9625.7749 0.0045 b^3Sigmag- 4 28 1 a^3Piu 1 27 1 79AmChMa.1482
9626.2886 0.0045 b^3Sigmag- 3 38 3 a^3Piu 0 38 3 79AmChMa.1065
9627.2957 0.0071929 b^3Sigmag- 3 31 2 a^3Piu 0 32 2 79AmChMa.998
9628.2211 0.0059125 b^3Sigmag- 4 14 3 a^3Piu 1 14 3 79AmChMa.1568
9628.3027 0.007239100000000001 b^3Sigmag- 3 39 2 a^3Piu 0 39 2 79AmChMa.1050
9628.8565 0.0045 b^3Sigmag- 3 40 1 a^3Piu 0 40 1 79AmChMa.1032
9631.4251 0.005285802 b^3Sigmag- 4 10 1 a^3Piu 1 11 1 79AmChMa.1438
9631.982 0.0045 b^3Sigmag- 4 15 2 a^3Piu 1 15 2 79AmChMa.1546
9634.8508 0.00669578 b^3Sigmag- 4 16 1 a^3Piu 1 16 1 79AmChMa.1524
9635.0914 0.0045 b^3Sigmag- 4 24 3 a^3Piu 1 23 3 79AmChMa.1509
9636.7 0.019344602 b^3Sigmag- 4 25 2 a^3Piu 1 24 2 79AmChMa.1494
9638.3087 0.021426900000000002 b^3Sigmag- 4 12 3 a^3Piu 1 12 3 79AmChMa.1567
9638.9204 0.0045 b^3Sigmag- 4 26 1 a^3Piu 1 25 1 79AmChMa.1481
9644.5512 0.008 A^1Piu 1 23 1 X^1Sigmag+ 0 24 1 77ChMaMa.418
9645.8388 0.0045 b^3Sigmag- 4 14 1 a^3Piu 1 14 1 79AmChMa.1523
9646.4513 0.024404600000000002 b^3Sigmag- 4 22 3 a^3Piu 1 21 3 79AmChMa.1508
9646.7689 0.05134470000000001 b^3Sigmag- 4 10 3 a^3Piu 1 10 3 79AmChMa.1566
9648.1897 0.010982115 b^3Sigmag- 4 23 2 a^3Piu 1 22 2 79AmChMa.1493
9648.3463 0.005 A^1Piu 1 30 1 X^1Sigmag+ 0 30 1 77ChMaMa.456
9649.8607 0.006 A^1Piu 1 39 1 X^1Sigmag+ 0 38 1 77ChMaMa.496
9654.1793 0.0119515 b^3Sigmag- 3 36 3 a^3Piu 0 36 3 79AmChMa.1064
9654.6765 0.034566400000000004 b^3Sigmag- 3 28 3 a^3Piu 0 29 3 79AmChMa.1001
9655.533 0.025294500000000004 b^3Sigmag- 4 12 1 a^3Piu 1 12 1 79AmChMa.1522
9655.9 0.025842653 b^3Sigmag- 3 29 2 a^3Piu 0 30 2 79AmChMa.997
9656.2847 0.0045 b^3Sigmag- 3 37 2 a^3Piu 0 37 2 79AmChMa.1049
9656.885 0.022891472 b^3Sigmag- 3 38 1 a^3Piu 0 38 1 79AmChMa.1031
9657.6279 0.026 b^3Sigmag- 3 30 1 a^3Piu 0 31 1 79AmChMa.991
9658.2232 0.013232304 b^3Sigmag- 4 21 2 a^3Piu 1 20 2 79AmChMa.1492
9660.8967 0.0045 b^3Sigmag- 4 22 1 a^3Piu 1 21 1 79AmChMa.1480
9664.6241 0.019642926 b^3Sigmag- 4 18 3 a^3Piu 1 17 3 79AmChMa.1506
9666.77 0.027346000000000002 b^3Sigmag- 4 19 2 a^3Piu 1 18 2 79AmChMa.1491
9671.4665 0.005 A^1Piu 1 21 1 X^1Sigmag+ 0 22 1 77ChMaMa.417
9673.8315 0.0241197 b^3Sigmag- 4 17 2 a^3Piu 1 16 2 79AmChMa.1490
9674.1961 0.005 A^1Piu 1 28 1 X^1Sigmag+ 0 28 1 77ChMaMa.455
9676.5355 0.005 A^1Piu 1 37 1 X^1Sigmag+ 0 36 1 77ChMaMa.495
9680.6302 0.016732100000000003 b^3Sigmag- 3 34 3 a^3Piu 0 34 3 79AmChMa.1063
9681.6914 0.011 b^3Sigmag- 3 26 3 a^3Piu 0 27 3 79AmChMa.1000
9682.8155 0.007 b^3Sigmag- 3 35 2 a^3Piu 0 35 2 79AmChMa.1048
9683.03 0.0045 b^3Sigmag- 3 27 2 a^3Piu 0 28 2 79AmChMa.996
9683.5008 0.011886386 b^3Sigmag- 3 36 1 a^3Piu 0 36 1 79AmChMa.1030
9684.9445 0.0226369 b^3Sigmag- 3 28 1 a^3Piu 0 29 1 79AmChMa.990
9696.6551 0.005 A^1Piu 1 19 1 X^1Sigmag+ 0 20 1 77ChMaMa.416
9698.3061 0.005 A^1Piu 1 26 1 X^1Sigmag+ 0 26 1 77ChMaMa.454
9701.4556 0.005 A^1Piu 1 35 1 X^1Sigmag+ 0 34 1 77ChMaMa.494
9705.6194 0.019630522 b^3Sigmag- 3 32 3 a^3Piu 0 32 3 79AmChMa.1062
9707.9001 0.0132275 b^3Sigmag- 3 33 2 a^3Piu 0 33 2 79AmChMa.1047
9708.705 0.024 b^3Sigmag- 3 34 1 a^3Piu 0 34 1 79AmChMa.1029
9720.0982 0.005 A^1Piu 1 17 1 X^1Sigmag+ 0 18 1 77ChMaMa.415
9720.6694 0.006 A^1Piu 1 24 1 X^1Sigmag+ 0 24 1 77ChMaMa.453
9724.6205 0.005 A^1Piu 1 33 1 X^1Sigmag+ 0 32 1 77ChMaMa.493
9729.1732 0.0045 b^3Sigmag- 3 30 3 a^3Piu 0 30 3 79AmChMa.1061
9731.5071 0.012849100000000002 b^3Sigmag- 3 31 2 a^3Piu 0 31 2 79AmChMa.1046
9732.4241 0.0045 b^3Sigmag- 3 32 1 a^3Piu 0 32 1 79AmChMa.1028
9733.01 0.0045 b^3Sigmag- 3 23 2 a^3Piu 0 24 2 79AmChMa.995
9735.2501 0.021 b^3Sigmag- 3 24 1 a^3Piu 0 25 1 79AmChMa.989
9741.2922 0.006 A^1Piu 1 22 1 X^1Sigmag+ 0 22 1 77ChMaMa.452
9741.8009 0.00773025 A^1Piu 1 15 1 X^1Sigmag+ 0 16 1 77ChMaMa.414
9746.0278 0.005 A^1Piu 1 31 1 X^1Sigmag+ 0 30 1 77ChMaMa.492
9751.2435 0.00847 b^3Sigmag- 3 28 3 a^3Piu 0 28 3 79AmChMa.1060
9753.7121 0.023577792 b^3Sigmag- 3 29 2 a^3Piu 0 29 2 79AmChMa.1045
9754.7266 0.0045 b^3Sigmag- 3 30 1 a^3Piu 0 30 1 79AmChMa.1027
9760.165 0.005 A^1Piu 1 20 1 X^1Sigmag+ 0 20 1 77ChMaMa.451
9761.7616 0.006941545 A^1Piu 1 13 1 X^1Sigmag+ 0 14 1 77ChMaMa.413
9765.6804 0.005 A^1Piu 1 29 1 X^1Sigmag+ 0 28 1 77ChMaMa.491
9771.8661 0.0155419 b^3Sigmag- 3 26 3 a^3Piu 0 26 3 79AmChMa.1059
9774.4205 0.006811701 b^3Sigmag- 3 27 2 a^3Piu 0 27 2 79AmChMa.1044
9775.5841 0.016709 b^3Sigmag- 3 28 1 a^3Piu 0 28 1 79AmChMa.1026
9777.2882 0.005 A^1Piu 1 18 1 X^1Sigmag+ 0 18 1 77ChMaMa.450
9779.9769 0.005 A^1Piu 1 11 1 X^1Sigmag+ 0 12 1 77ChMaMa.412
9783.5715 0.005 A^1Piu 1 27 1 X^1Sigmag+ 0 26 1 77ChMaMa.490
9790.982 0.0045 b^3Sigmag- 3 24 3 a^3Piu 0 24 3 79AmChMa.1058
9792.6612 0.011361287 A^1Piu 1 16 1 X^1Sigmag+ 0 16 1 77ChMaMa.449
9793.668 0.022480285 b^3Sigmag- 3 25 2 a^3Piu 0 25 2 79AmChMa.1043
9795.032 0.00134 b^3Sigmag- 3 26 1 a^3Piu 0 26 1 79AmChMa.1025
9795.7 0.0045 b^3Sigmag- 3 36 1 a^3Piu 0 35 1 79AmChMa.1008
9796.4353 0.006 A^1Piu 1 9 1 X^1Sigmag+ 0 10 1 77ChMaMa.411
9799.6975 0.006637742 A^1Piu 1 25 1 X^1Sigmag+ 0 24 1 77ChMaMa.489
9806.2781 0.007310144 A^1Piu 1 14 1 X^1Sigmag+ 0 14 1 77ChMaMa.448
9808.6427 0.0045 b^3Sigmag- 3 22 3 a^3Piu 0 22 3 79AmChMa.1057
9811.1494 0.007204862 A^1Piu 1 7 1 X^1Sigmag+ 0 8 1 77ChMaMa.410
9811.482 0.017640700000000002 b^3Sigmag- 3 23 2 a^3Piu 0 23 2 79AmChMa.1042
9813.0459 0.007566685 b^3Sigmag- 3 24 1 a^3Piu 0 24 1 79AmChMa.1024
9814.063 0.006 A^1Piu 1 23 1 X^1Sigmag+ 0 22 1 77ChMaMa.488
9814.6299 0.008 b^3Sigmag- 3 34 1 a^3Piu 0 33 1 79AmChMa.1007
9818.1438 0.005 A^1Piu 1 12 1 X^1Sigmag+ 0 12 1 77ChMaMa.447
9824.1083 0.005 A^1Piu 1 5 1 X^1Sigmag+ 0 6 1 77ChMaMa.409
9824.79 0.0397452 b^3Sigmag- 3 20 3 a^3Piu 0 20 3 79AmChMa.1056
9826.6636 0.005 A^1Piu 1 21 1 X^1Sigmag+ 0 20 1 77ChMaMa.487
9827.8351 0.011399895 b^3Sigmag- 3 21 2 a^3Piu 0 21 2 79AmChMa.1041
9828.2505 0.005637781 A^1Piu 1 10 1 X^1Sigmag+ 0 10 1 77ChMaMa.446
9829.12 0.019505200000000004 b^3Sigmag- 3 30 3 a^3Piu 0 29 3 79AmChMa.1017
9829.6118 0.013 b^3Sigmag- 3 22 1 a^3Piu 0 22 1 79AmChMa.1023
9830.3205 0.0045 b^3Sigmag- 3 31 2 a^3Piu 0 30 2 79AmChMa.1012
9832.0964 0.003 b^3Sigmag- 3 32 1 a^3Piu 0 31 1 79AmChMa.1006
9835.2968 0.016348986 A^1Piu 1 3 1 X^1Sigmag+ 0 4 1 77ChMaMa.408
9836.6082 0.009133804 A^1Piu 1 8 1 X^1Sigmag+ 0 8 1 77ChMaMa.445
9837.5009 0.005 A^1Piu 1 19 1 X^1Sigmag+ 0 18 1 77ChMaMa.486
9839.4939 0.0045 b^3Sigmag- 3 18 3 a^3Piu 0 18 3 79AmChMa.1055
9843.1986 0.006042964 A^1Piu 1 6 1 X^1Sigmag+ 0 6 1 77ChMaMa.444
9844.767 0.028423632 A^1Piu 1 1 1 X^1Sigmag+ 0 2 1 77ChMaMa.407
9844.8155 0.023536432 b^3Sigmag- 3 20 1 a^3Piu 0 20 1 79AmChMa.1022
9846.2 0.005621 b^3Sigmag- 3 29 2 a^3Piu 0 28 2 79AmChMa.1011
9846.5762 0.010629288 A^1Piu 1 17 1 X^1Sigmag+ 0 16 1 77ChMaMa.485
9848.0393 0.005 A^1Piu 1 4 1 X^1Sigmag+ 0 4 1 77ChMaMa.443
9851.1169 0.014713637 A^1Piu 1 2 1 X^1Sigmag+ 0 2 1 77ChMaMa.442
9853.8808 0.005708475 A^1Piu 1 15 1 X^1Sigmag+ 0 14 1 77ChMaMa.484
9855.6114 0.005 A^1Piu 1 1 1 X^1Sigmag+ 0 0 1 77ChMaMa.477
9856.1531 0.0045 b^3Sigmag- 3 17 2 a^3Piu 0 17 2 79AmChMa.1040
9858.5831 0.029784322 b^3Sigmag- 3 18 1 a^3Piu 0 18 1 79AmChMa.1021
9859.1696 0.0065164 b^3Sigmag- 3 26 3 a^3Piu 0 25 3 79AmChMa.1016
9859.4201 0.005738182 A^1Piu 1 13 1 X^1Sigmag+ 0 12 1 77ChMaMa.483
9860.6503 0.004460315 A^1Piu 1 3 1 X^1Sigmag+ 0 2 1 77ChMaMa.478
9862.65 0.01 b^3Sigmag- 3 28 1 a^3Piu 0 27 1 79AmChMa.1005
9863.1965 0.006501576 A^1Piu 1 11 1 X^1Sigmag+ 0 10 1 77ChMaMa.482
9863.9496 0.007942931 A^1Piu 1 5 1 X^1Sigmag+ 0 4 1 77ChMaMa.479
9865.2094 0.005761207 A^1Piu 1 9 1 X^1Sigmag+ 0 8 1 77ChMaMa.481
9865.4546 0.00671196 A^1Piu 1 7 1 X^1Sigmag+ 0 6 1 77ChMaMa.480
9868.115 0.014762 b^3Sigmag- 3 15 2 a^3Piu 0 15 2 79AmChMa.1039
9870.9346 0.008769364 b^3Sigmag- 3 16 1 a^3Piu 0 16 1 79AmChMa.1020
9871.96 0.0080575 b^3Sigmag- 3 24 3 a^3Piu 0 23 3 79AmChMa.1015
9874.4977 0.015400000000000002 b^3Sigmag- 3 12 3 a^3Piu 0 12 3 79AmChMa.1054
9878.5549 0.0045 b^3Sigmag- 3 13 2 a^3Piu 0 13 2 79AmChMa.1038
9881.93 0.014142633 b^3Sigmag- 3 14 1 a^3Piu 0 14 1 79AmChMa.1019
9883.2525 0.0045 b^3Sigmag- 3 22 3 a^3Piu 0 21 3 79AmChMa.1014
9884.9973 0.0045 b^3Sigmag- 3 23 2 a^3Piu 0 22 2 79AmChMa.1010
9887.42 0.0045 b^3Sigmag- 3 24 1 a^3Piu 0 23 1 79AmChMa.1004
9887.5386 0.01983412 b^3Sigmag- 3 11 2 a^3Piu 0 11 2 79AmChMa.1037
9891.608 0.0136796 b^3Sigmag- 3 12 1 a^3Piu 0 12 1 79AmChMa.1018
9893.0626 0.019576700000000002 b^3Sigmag- 3 20 3 a^3Piu 0 19 3 79AmChMa.1013
9894.9683 0.0045 b^3Sigmag- 3 21 2 a^3Piu 0 20 2 79AmChMa.1009
9953.2159 0.023391089 A^1Piu 3 63 1 X^1Sigmag+ 1 64 1 77ChMaMa.610