3D=10 \1S 0 0.0 GD37 3D=9(\2D>1)4P>0 (1+,+)' 1 @ 917? GD37 N 99 @ 917? GD37 3D=9(\2D>2)4P>1 (2+,1+)' 1 @ 930 GD37 N 98 @ 930 GD37 3D=9(\2D>1)4P>1 (1+,1+)' 1 @ 955 GD37 N 99 @ 955 GD37 3D=9(\2D>2)4F>2 (2+,2+)' 1 @ 1129? GD37 R 90 77 *3P @ 1129? GD37 3D=9(\2D>2)4F>3 (2+,3+)' 1 @ 1140 GD37 R 72 64 *3D @ 1140 GD37 3D=9(\2D>1)4F>2 (1+,2+)' 1 @ 1171 GD37 R 81 82 *1P @ 1171 GD37 4F=7 *8S 3+ @ 0 GD4 Q 97 3 *6P @ 0 GD4 4F=7 *6P 3+ @ [32120] GD4 Q 75 13 *6D @ [32120] GD4 & 2+ @ [32720] GD4 Q 82 14 @ [32720] GD4 & 1+ @ [33290] GD4 Q 90 8 @ [33290] GD4 ? :GD#V#(\7F<0) 355000 GD4 4F=7(*8S)5D *9D 2 @ 0.00 GD3 Q 99 1 (*8S)#*7D @ 0.00 GD3 & 3 @ 279.32 GD3 Q 98 2 @ 279.32 GD3 & 4 @ 694.37 GD3 Q 98 2 @ 694.37 GD3 & 5 @ 1310.13 GD3 Q 97 3 @ 1310.13 GD3 & 6 @ 2282.83 GD3 N100 @ 2282.83 GD3 4F=8 \7F 6 2381.24 GD3 & 5 3996.71 GD3 & 4 5015.20 GD3 & 3 5789.97 GD3 & 2 6334.17 GD3 & 1 GD3 & 0 GD3 4F=7(*8S)6S *9S 4 @ 9195.04 GD3 4F=7(*8S)5D *7D 5 @ 9356.30 GD3 Q 97 3 (*8S)#*9D @ 9356.30 GD3 & 4 @ 9717.70 GD3 Q 98 2 @ 9717.70 GD3 & 3 @ 10014.75 GD3 Q 98 2 @ 10014.75 GD3 & 2 @ 10234.49 GD3 Q 99 1 @ 10234.49 GD3 & 1 @ 10387.30 GD3 N100 @ 10387.30 GD3 4F=7(*8S)6S *7S 3 @ 11549.50 GD3 4F=7(*8S>3)6P>0 (3+,+) 3 43019.99 GD3 Q 98 2 (*8S>3)#(3+,1+) 43019.99 GD3 & 4 43611.69 GD3 Q 95 5 43611.69 GD3 4F=7(*8S>3)6P>1 (3+,1+) 5 47233.93 GD3 N100 47233.93 GD3 & 4 48339.14 GD3 Q 95 5 (*8S>3)#(3+,+) 48339.14 GD3 & 3 48859.62 GD3 Q 98 2 48859.62 GD3 & 2 49194.70 GD3 N100 49194.70 GD3 4F=7(*8S)7S *9S 4 @ 87754.4 GD3 4F=7(*8S)7S *7S 3 @ 88563.2 GD3 ? :GD#IV#(*8S>3) @ 166400 GD3 4F=8(\7F)6S \8F 6+ 7992.268 1.54 GD2 & 5+ 9092.491 1.51 GD2 & 4+ 10292.567 1.56 GD2 & 3+ 11084.335 1.59 GD2 & 2+ 11669.863 1.70 GD2 & 1+ 12071.778 1.99 GD2 & + 12309.508 3.98 GD2 4F=8(\7F)6S \6F 5+ 9943.779 1.50 GD2 & 4+ 11343.525 1.45 GD2 & 3+ 12318.288 1.41 GD2 & 2+ 13030.786 1.32 GD2 & 1+ 13515.189 1.08 GD2 & + 13800.345 -0.63 GD2 4F=8(\7F)5D \8G 7+ 18366.854 1.46 GD2 N 98 18366.854 GD2 & 6+ 18389.122 1.46 GD2 N 72 18389.122 GD2 & 5+ 18690.096 1.51 GD2 Q 56 30 (\7F)#\8F 18690.096 GD2 & 4+ 19376.999 1.51 GD2 Q 56 30 19376.999 GD2 & 3+ 20098.274 1.44 GD2 Q 66 25 20098.274 GD2 & 2+ 20631.090 1.32 GD2 N 79 20631.090 GD2 & 1+ 21005.895 1.01 GD2 N 90 21005.895 GD2 & + 21227.621 -1.22 GD2 N 98 21227.621 GD2 4F=8(\7F)5D \8D 5+ 20093.245 1.51 GD2 Q 56 30 (\7F)#\8G 20093.245 GD2 & 4+ 20574.163 1.58 GD2 Q 50 32 (\7F)#\8G 20574.163 GD2 & 3+ 21364.923 1.67 GD2 Q 48 25 (\7F)#\8G 21364.923 GD2 & 2+ 23697.401 1.83 GD2 Q 53 40 (\7F)#\8F 23697.401 GD2 & 1+ 23731.959 2.37 GD2 Q 72 25 (\7F)#\8F 23731.959 GD2 4F=8(\7F)5D \8F 6+ 21157.496 1.51 GD2 N 76 21157.496 GD2 & 2+ 22062.405 1.86 GD2 Q 40 40 (\7F)#\8D 22062.405 GD2 & 5+ 22533.110 1.55 GD2 Q 56 32 22533.110 GD2 & 1+ 22677.320 2.32 GD2 Q 64 26 22677.320 GD2 & 4+ 23025.282 1.58 GD2 Q 55 27 23025.282 GD2 & + 23255.821 3.95 GD2 N 98 23255.821 GD2 & 3+ 23473.095 1.66 GD2 Q 50 40 23473.095 GD2 4F=8(\7F)5D \8H 8+ 22531.290 1.41 GD2 N100 22531.290 GD2 & 7+ 23270.336 1.37 GD2 N 88 23270.336 GD2 & 6+ 23970.178 1.35 GD2 N 92 23970.178 GD2 & 5+ 24528.042 1.35 GD2 N 90 24528.042 GD2 & 4+ 24852.273 1.21 GD2 N 90 24852.273 GD2 & 3+ 25167.167 1.05 GD2 N 94 25167.167 GD2 & 2+ 25404.022 0.69 GD2 N 98 25404.022 GD2 & 1+ 25570.698 -0.36 GD2 N 98 25570.698 GD2 4F=8(\7F)5D \6F 5+ 24412.685 1.47 GD2 N 90 24412.685 GD2 & 4+ 25438.335 1.41 GD2 N 85 25438.335 GD2 & 3+ 26372.991 1.38 GD2 N 86 26372.991 GD2 & 2+ 27130.397 1.30 GD2 N 90 27130.397 GD2 & 1+ 27662.215 1.05 GD2 N 94 27662.215 GD2 & + 27989.933 -0.61 GD2 N100 27989.933 GD2 4F=8(\7F)5D \6G 6+ 25277.136 1.37 GD2 N 94 25277.136 GD2 & 5+ 26639.861 1.32 GD2 N 84 26639.861 GD2 & 4+ 27546.000 1.28 GD2 N 77 27546.000 GD2 & 3+ 28220.168 1.20 GD2 N 79 28220.168 GD2 & 2+ 28790.113 0.34 GD2 N 88 28790.113 GD2 & 1+ 29146.959 0.05 GD2 N 96 29146.959 GD2 4F=8(\7F)5D \6H 7+ 25502.560? 1.34 GD2 N 90 25502.560? GD2 & 6+ 26931.602 1.33 GD2 N 86 26931.602 GD2 & 5+ 28124.301 1.22 GD2 N 84 28124.301 GD2 & 4+ 28876.600 1.10 GD2 N 86 28876.600 GD2 & 3+ 29417.045 0.35 GD2 N 88 29417.045 GD2 & 2+ 29819.766 0.34 GD2 N 94 29819.766 GD2 4F=8(\7F)5D \8P 4+ 25609.049 1.75 GD2 N 83 25609.049 GD2 & 3+ 27417.652 1.90 GD2 N 90 27417.652 GD2 & 2+ 28629.017 2.321 GD2 N 96 28629.017 GD2 4F=7(*8S)6S6P(*3P) \10P 3+ 25668.692 2.185 GD2 Q 80 12 (*8S)5D#(*9D)6P#\10P 25668.692 GD2 & 4+ 26455.446 1.816 GD2 Q 64 15 26455.446 GD2 & 5+ 28502.312 1.75 GD2 Q 46 23 28502.312 GD2 4F=7(*8S)5D#(*9D)6P \10F 1+ 25960.073 3.094 GD2 Q 83 15 (*8S)#(*9D)#\8D 25960.073 GD2 & 2+ 26211.912 2.171 GD2 Q 80 15 (*8S)#(*9D)#\8D 26211.912 GD2 & 3+ 26595.222 1.863 GD2 Q 76 14 (*8S)#(*9D)#\8D 26595.222 GD2 & 4+ 27162.224 1.731 GD2 Q 72 12 (*8S)#(*9D)#\8D 27162.224 GD2 & 5+ 27864.534 1.67 GD2 Q 51 18 (*8S)#(*9D)#\8D 27864.534 GD2 & 6+ 29353.344 1.61 GD2 Q 77 11 (*8S)#(*9D)#\8F 29353.344 GD2 & 7+ 31145.651 1.57 GD2 Q100 31145.651 GD2 4F=8(\5D3)6S? \6D? 4+ 26351.767 1.61 GD2 4F=8(\5D3)6S? \4D? 3+ 27273.505 1.46 GD2 4F=7(*8S)5D#(*9D)6P \10D 2+ 27297.741 2.361 GD2 Q 43 29 (*8S)#(*9D)#\8P 27297.741 GD2 & 3+ 27988.074 1.951 GD2 Q 37 21 (*8S)#(*9D)#\8P 27988.074 GD2 & 4+ 29045.291 1.818 GD2 Q 50 23 (*8S)#(*9D)#\8P 29045.291 GD2 & 5+ 30366.818 1.70 GD2 Q 46 22 (*8S)#(*9D)#\8P 30366.818 GD2 & 6+ 30996.851 1.65 GD2 Q 79 16 (*8S)#(*9D)#\10F 30996.851 GD2 4F=8(\7F)5D \6D 4+ 28442.719 1.51 GD2 N 85 28442.719 GD2 & 3+ 28561.734 1.56 GD2 N 73 28561.734 GD2 & 2+ 29715.817 1.70 GD2 N 85 29715.817 GD2 & 1+ 30403.335 1.90 GD2 N 94 30403.335 GD2 & + 30758.588 3.32 GD2 N100 30758.588 GD2 4F=7(*8S)5D#(*9D)6P 2+ 29197.887 2.311 GD2 T 43 \10D 38 (*8S)6S6P(*3P)#\8P 29197.887 GD2 4F=7(*8S)5D#(*9D)6P 3+ 29242.250 1.950 GD2 T 42 \10D 26 (*8S)6S6P(*3P)#\8P 29242.250 GD2 4F=7(*8S)5D#(*9D)6P \8D 1+ 29877.937 2.839 GD2 Q 81 16 (*8S)#(*9D)#\10F 29877.937 GD2 & 2+ 29965.752 2.040 GD2 Q 73 17 29965.752 GD2 & 3+ 30008.894 1.832 GD2 Q 62 19 30008.894 GD2 & 4+ 30027.378 1.78 GD2 Q 39 35 30027.378 GD2 4F=7(*8S)5D#(*9D)6P 5+ 30101.366 1.75 GD2 T 41 \10F 36 (*8S)#(*9D)#\8D 30101.366 GD2 4F=8(\7F)5D \6P 3+ 30144.962 1.65 GD2 N 86 30144.962 GD2 & 2+ 31237.931 1.84 GD2 N 92 31237.931 GD2 & 1+ 31915.795 2.34 GD2 N 98 31915.795 GD2 4F=7(*8S)6S6P(*3P) \8P 4+ 30849.648 1.784 GD2 Q 67 11 (*8S)5D#(*9D)6P#\8D 30849.648 GD2 4F=7(*8S)6S6P(*3P) \6P 3+ 31908.123 1.86 GD2 Q 57 28 (*8S)(*3P)#\8P 31908.123 GD2 & 2+ 32750.423 1.94 GD2 N 79 32750.423 GD2 & 1+ 33181.598 2.35 GD2 N 93 33181.598 GD2 4F=7(*8S)5D#(*9D)6P \8F + 31977.393 3.97 GD2 Q 85 14 (*8S)#(*7D)#\8F 31977.393 GD2 & 1+ 32048.837 2.00 GD2 Q 83 14 (*8S)#(*7D)#\8F 32048.837 GD2 & 2+ 32150.143 1.81 GD2 Q 77 13 (*8S)#(*7D)#\8F 32150.143 GD2 & 3+ 32262.787* 1.743 GD2 Q 69 11 (*8S)#(*7D)#\8F 32262.787* GD2 & 4+ 32684.712 1.623 GD2 Q 68 10 (*8S)#(*7D)#\8F 32684.712 GD2 & 5+ 32946.196 1.55 GD2 Q 67 10 (*8S)#(*7D)#\8F 32946.196 GD2 & 6+ 33557.951 1.53 GD2 Q 74 11 (*8S)#(*9D)#\10D 33557.951 GD2 4F=7(*8S)5D#(*9D)6P 2+ 32260.120 2.172 GD2 T 37 \8P 23 (*8S)6S6P(*3P)#\8P 32260.120 GD2 4F=7(*8S)5D#(*9D)6P 3+ 32490.510* 1.791 GD2 T 36 \8P 17 (*8S)6S6P(*1P)#\8P 32490.510* GD2 4F=7(*8S)5D#(*9D)6P 4+ 32304.409 1.747 GD2 T 42 \8P 25 (*8S)6S6P(*3P)#\8P 32304.409 GD2 4F=7(*8S)5D#(*9D)6P \10P 3+ 33211.481 2.155 GD2 N 80 33211.481 GD2 & 4+ 33596.027 1.93 GD2 N 75 33596.027 GD2 & 5+ 34178.776 1.81 GD2 N 68 34178.776 GD2 4F=7(*8S)5D#(*7D)6P \8D 5+ 36461.156 1.58 GD2 Q 46 37 (*8S)#(*7D)#\6F 36461.156 GD2 & 4+ 36647.241 1.67 GD2 N 64 36647.241 GD2 & 3+ 36711.176 1.79 GD2 N 74 36711.176 GD2 & 2+ 36845.366 2.030 GD2 N 83 36845.366 GD2 & 1+ 36995.778 2.745 GD2 N 90 36995.778 GD2 & 4+ 37845.943 1.50 GD2 4F=7(*8S)5D#(*7D)6P 4+ 38029.848 1.43 GD2 T 37 \6F 36 (*8S)#(*7D)#\6D 38029.848 GD2 & 4+ 38057.954 1.14 GD2 4F=7(*8S)5D#(*7D)6P 3+ 38320.173 1.54 GD2 T 35 \6F 33 (*8S)#(*7D)#\6D 38320.173 GD2 & 5+ 38509.608 1.17 GD2 4F=7(*8S)5D#(*7D)6P \6F 5+ 38553.210 1.48 GD2 Q 53 43 (*8S)#(*7D)#\8D 38553.210 GD2 & 4+ 39250.737* 1.66 GD2 Q 42 21 (*8S)#(*7D)#\8D 39250.737* GD2 & 3+ 39777.217 1.50 GD2 Q 43 40 (*8S)#(*7D)#\6D 39777.217 GD2 & 2+ 39971.223 1.44 GD2 Q 68 23 (*8S)#(*7D)#\6D 39971.223 GD2 & 1+ 40091.597 1.19 GD2 Q 85 10 (*8S)#(*7D)#\6D 40091.597 GD2 & + 40162.389 -0.43 GD2 N 96 40162.389 GD2 4F=7(*8S)5D#(*7D)6P 2+ 38628.604 1.66 GD2 T 35 \6D 25 (*8S)#(*7D)#\6F 38628.604 GD2 4F=7(*8S)5D#(*7D)6P 1+ 38828.402 1.83 GD2 T 39 \6D 38 (*8S)#(*7D)#\8F 38828.402 GD2 4F=7(*8S)5D#(*7D)6P \8F + 38934.150 3.53 GD2 Q 48 40 (*8S)#(*7D)#\6D 38934.150 GD2 & 6+ 40773.207 1.52 GD2 Q 89 10 (*8S)#(*9D)#\8F 40773.207 GD2 & 5+ 40785.114 1.53 GD2 N 84 40785.114 GD2 & 4+ 40924.927 1.56 GD2 N 74 40924.927 GD2 & 3+ 41097.146 1.61 GD2 Q 61 21 (*8S)#(*7D)#\6D 41097.146 GD2 & 2+ 41260.194 1.70 GD2 Q 49 37 (*8S)#(*7D)#\6D 41260.194 GD2 4F=7(*8S)5D#(*7D)6P \8P 2+ 39024.491 2.20 GD2 Q 49 22 (*8S)6S6P(*1P)#\8P 39024.491 GD2 & 3+ 39170.192 1.83 GD2 Q 43 14 (*8S)6S6P(*1P)#\8P 39170.192 GD2 & 4+ 39537.159* 1.61 GD2 Q 38 30 (*8S)#(*7D)#\6D 39537.159* GD2 4F=8 6S? \4G? 5+ 40888.843 1.31 GD2 4F=7(*8S)5D#(*7D)6P \6D 1+ 41391.647 1.93 GD2 Q 50 41 (*8S)#(*7D)#\8F 41391.647 GD2 4F=7(*8S)5D#(*7D)6P \6D + 41475.630 3.61 GD2 T 58 36 (*8S)#(*7D)#\8F 41475.630 GD2 4F=7(*8S)5D#(*7D)6P \6P 3+ 42628.167 1.70 GD2 N 90 42628.167 GD2 & 2+ 42745.310 1.84 GD2 N 88 42745.310 GD2 & 1+ 42964.576 2.40 GD2 N 89 42964.576 GD2 & 1+ 44358.240 1.91 GD2 4F=7(*8S)6S6P(*1P) \8P 4+ 49053.743 1.77 GD2 Q 59 25 (*8S)5D#(*7D)6P#\8P 49053.743 GD2 & 3+ 49332.231 1.94 GD2 Q 55 31 49332.231 GD2 & 2+ 49547.120 2.28 GD2 Q 52 37 49547.120 GD2 & 3+ 49291.082 1.60 GD2 & 2+ 49497.835 2.10 GD2 ? :GD#III#(*9D<2) @ 97500 GD2 4F=7(*8S)5D#(*9D)6S *10D 2+ @ 0.000 2.557 GD2 N 96 @ 0.000 GD2 & 3+ @ 261.841 2.082 GD2 N 95 @ 261.841 GD2 & 4+ @ 633.273 1.862 GD2 N 94 @ 633.273 GD2 & 5+ @ 1158.943 1.74 GD2 N 94 @ 1158.943 GD2 & 6+ @ 1935.310 1.70 GD2 N 97 @ 1935.310 GD2 4F=7(*8S)5D#(*9D)6S *8D 1+ @ 2856.678 2.804 GD2 Q 80 14 4F=7 5D=2 @ 2856.678 GD2 & 2+ @ 3082.011 2.044 GD2 Q 79 14 @ 3082.011 GD2 & 3+ @ 3427.274 1.870 GD2 Q 76 13 @ 3427.274 GD2 & 4+ @ 3972.167 1.70 GD2 Q 78 13 @ 3972.167 GD2 & 5+ @ 4841.106 1.63 GD2 Q 79 17 @ 4841.106 GD2 4F=7(*8S)6S=2 *8S 3+ @ 3444.235 1.92 GD2 Q 93 4 4F=7 5D6S @ 3444.235 GD2 4F=7(*8S)5D=2(\3F) *10F 1+ @ 4027.161 3.163 GD2 Q 87 10 4F=7 5D6S @ 4027.161 GD2 & 2+ @ 4212.756 2.206 GD2 Q 87 9 @ 4212.756 GD2 & 3+ @ 4483.854 1.894 GD2 Q 87 8 @ 4483.854 GD2 & 4+ @ 4852.304 1.76 GD2 Q 88 8 @ 4852.304 GD2 & 5+ @ 5339.477 1.657 GD2 Q 86 9 @ 5339.477 GD2 & 6+ @ 5897.264 1.63 GD2 N 95 @ 5897.264 GD2 & 7+ @ 6605.154 1.60 GD2 N 96 @ 6605.154 GD2 4F=7(*8S)5D#(*7D)6S *8D 5+ @ 8551.049 1.64 GD2 Q 74 21 4F=7 5D=2 @ 8551.049 GD2 & 4+ @ 8884.809 1.73 GD2 Q 72 22 @ 8884.809 GD2 & 3+ @ 9142.904 1.798 GD2 Q 73 22 @ 9142.904 GD2 & 2+ @ 9328.864 2.055 GD2 Q 74 21 @ 9328.864 GD2 & 1+ @ 9451.697 2.79 GD2 Q 74 21 @ 9451.697 GD2 4F=7(*8S)5D#(*7D)6S *6D 4+ @ 10091.567 1.55 GD2 N 92 @ 10091.567 GD2 & 3+ @ 10391.789 1.60 GD2 Q 75 18 4F=7 5D=2 @ 10391.789 GD2 & 2+ @ 10633.083 1.67 GD2 N 93 @ 10633.083 GD2 & 1+ @ 10802.621 1.87: GD2 N 94 @ 10802.621 GD2 & + @ 10908.223 3.33: GD2 N 95 @ 10908.223 GD2 4F=7(*8S)5D=2(\3P) *10P 3+ @ 10599.743 2.22 GD2 Q 77 20 4F=7 5D6S @ 10599.743 GD2 & 4+ @ 11066.865 1.95 GD2 N 92 @ 11066.865 GD2 & 5+ @ 11492.204 1.78 GD2 Q 90 7 4F=7 5D6S @ 11492.204 GD2 4F=7(*8S)5D=2(\3F) *8F + @ 12662.186 3.99: GD2 N 94 @ 12662.186 GD2 & 1+ @ 12703.450 1.98: GD2 N 93 @ 12703.450 GD2 & 2+ @ 12776.067 1.709 GD2 N 92 @ 12776.067 GD2 & 3+ @ 12891.692 1.612 GD2 N 90 @ 12891.692 GD2 & 4+ @ 13076.050 1.57 GD2 N 88 @ 13076.050 GD2 & 5+ @ 13377.976 1.56 GD2 N 87 @ 13377.976 GD2 & 6+ @ 13925.734 1.54 GD2 N 94 @ 13925.734 GD2 4F=7(*8S)5D=2(\3F) 5+ @ 17725.052 1.53 GD2 T 43 *6F @ 17725.052 GD2 4F=7(*8S)5D=2(\1D) 4+ @ 17817.123 1.59 GD2 T 32 *8D @ 17817.123 GD2 4F=7(*8S)5D=2(\3P) 3+ @ 17869.878 1.71 GD2 T 35 *8P @ 17869.878 GD2 4F=7(*8S)5D=2(\3P) 2+ @ 17971.595 1.69 GD2 T 33 *8P @ 17971.595 GD2 4F=7(*8S)5D=2(\1G) *8G + @ 17987.607 -1.12: GD2 N 77 @ 17987.607 GD2 & 1+ @ 18001.302 0.94: GD2 N 75 @ 18001.302 GD2 & 2+ @ 18095.705 1.72: GD2 N 61 @ 18095.705 GD2 & 3+ @ 18150.637 1.49 GD2 N 62 @ 18150.637 GD2 & 4+ @ 18319.239 1.52 GD2 N 53 @ 18319.239 GD2 & 5+ @ 18641.357 1.48 GD2 N 75 @ 18641.357 GD2 & 6+ @ 18676.965 1.45 GD2 N 95 @ 18676.965 GD2 & 7+ @ 18753.034 1.43 GD2 N 96 @ 18753.034 GD2 4F=7(*8S)5D=2(\1D) *8D 1+ @ 18369.326 2.76 GD2 Q 66 24 4F=7 5D6S @ 18369.326 GD2 4F=7(*8S)5D=2(\3P) *8P 2+ @ 18955.050 2.17 GD2 N 49 @ 18955.050 GD2 & 3+ @ 19223.207 1.86 GD2 N 44 @ 19223.207 GD2 & 4+ @ 19401.977 1.65 GD2 N 41 @ 19401.977 GD2 4F=7(*8S)5D=2(\3F) *6F 5+ @ 19750.111 1.52 GD2 N 49 @ 19750.111 GD2 & 4+ @ 19946.775 1.55 GD2 N 42 @ 19946.775 GD2 & 3+ @ 20047.344 1.41 GD2 N 67 @ 20047.344 GD2 & 2+ @ 20227.868 1.33 GD2 N 72 @ 20227.868 GD2 & 1+ @ 20369.257 1.05 GD2 N 74 @ 20369.257 GD2 & + @ 20453.647 -0.73 GD2 N 75 @ 20453.647 GD2 4F=7(*8S)5D=2(\3P) *6P 3+ @ 24113.296 1.73 GD2 N 86 @ 24113.296 GD2 & 2+ @ 24791.510 1.89 GD2 N 91 @ 24791.510 GD2 & 1+ @ 24965.843 2.40 GD2 N 91 @ 24965.843 GD2 4F=7(*8S)5D=2(\1S) *8S 3+ @ 29224.352 2.01 GD2 N 98 @ 29224.352 GD2 4F=8(\7F<6)6P>0 (6,+)' 5+ @ 32595.348 1.56 GD2 R 96 44 (\7F)#*8D @ 32595.348 GD2 & 6+ @ 32677.540 1.46 GD2 R 92 56 (\7F)#*8F @ 32677.540 GD2 & 4+ @ 33785.507 1.64 GD2 & 5+ @ 34029.883 1.53 GD2 4F=8(\7F<5)6P>0 (5,+)' 4+ @ 34108.475 1.56 GD2 R 93 52 (\7F)#*8F @ 34108.475 GD2 & 5+ @ 34608.122 1.45 GD2 R 95 33 (\7F)#*8G @ 34608.122 GD2 4F=8(\7F<4)6P>0 (4,+)' 3+ @ 34900.473 1.62 GD2 R 91 59 (\7F)#*8F @ 34900.473 GD2 & 4+ @ 35541.141 1.45 GD2 R 92 44 (\7F)#*8G @ 35541.141 GD2 4F=8(\7F<6)6P>1 (6,1+)' 6+ @ 35111.830 1.48 GD2 R 88 48 (\7F)#*8G @ 35111.830 GD2 & 7+ @ 35272.546 1.47 GD2 R100 100 (\7F)#*8G @ 35272.546 GD2 & 5+ @ 35605.266 1.50 GD2 R 99 64 (\7F)#*6F @ 35605.266 GD2 & 4+ @ 36565.693* 1.58 GD2 R 90 87 (\7F)#*6D @ 36565.693* GD2 & 1+ @ 35298.183 2.67 GD2 & 6+ @ 35362.630 1.50 GD2 & 2+ @ 35404.833 1.92 GD2 & 4+ @ 35822.697 1.47 GD2 4F=8(\7F<3)6P>0 (3,+)' 2+ @ 35938.545 1.62 GD2 R 93 62 (\7F)#*8F @ 35938.545 GD2 & 3+ @ 36398.500* 1.50 GD2 R 82 50 (\7F)#*8G @ 36398.500* GD2 & 3+ @ 35991.374 1.55 GD2 & 2+ @ 36144.683 1.75 GD2 4F=8(\7F<2)6P>0 (2,+)' 1+ @ 36373.530 1.78 GD2 R 89 64 (\7F)#*8F @ 36373.530 GD2 & 2+ @ 36819.318 1.39 GD2 R 99 56 (\7F)#*8G @ 36819.318 GD2 & 3+ @ 36632.006 1.58 GD2 4F=8(\7F<1)6P>0 (1,+)' + @ 36687.528 2.80 GD2 R 86 67 (\7F)#*8F @ 36687.528 GD2 & 1+ @ 37007.228 1.19 GD2 R 96 59 (\7F)#*8G @ 37007.228 GD2 4F=8(\7F<5)6P>1 (5,1+)' 5+ @ 36723.695 1.47 GD2 R 89 46 (\7F)#*8F @ 36723.695 GD2 & 6+ @ 36821.816 1.44 GD2 R 97 72 (\7F)#*6G @ 36821.816 GD2 & 4+ @ GD2 R 85 46 (\7F)#*6F @ GD2 & 3+ @ 37522.667 1.54 GD2 R 60 72 (\7F)#*6D @ 37522.667 GD2 & 4+ @ 36778.403 1.44 GD2 4F=8(\7F<0)6P>0 (0,+)' + @ 37058.115 -0.27 GD2 R 90 66 (\7F)#*8G @ 37058.115 GD2 & 1+ @ 37567.768 1.87 GD2 4F=8(\7F<4)6P>1 (4,1+)' 5+ @ 37569.531 1.45 GD2 R 90 50 (\7F)#*6G @ 37569.531 GD2 & 4+ @ 37642.838 1.42 GD2 R 83 44 (\7F)#*8D @ 37642.838 GD2 & 3+ @ GD2 R 75 50 (\7F)#*8D @ GD2 & 2+ @ GD2 R 68 61 (\7F)#*6D @ GD2 & 1+ @ 37632.423 1.99 GD2 # & 2+ @ 37703.968 1.54 GD2 # & 5+ @ 37831.032 0.89 GD2 # & 5+ @ 37871.723 1.29 GD2 # & 4+ @ 37992.923 1.45 GD2 # & 5+ @ 38010.603 1.57 GD2 # & 4+ @ 38230.334 1.54 GD2 4F=8(\7F<3)6P>1 (3,1+)' 3+ @ 38386.557* 1.39 GD2 R 74 36 (\7F)#*6F @ 38386.557* GD2 & 4+ @ 38679.364 1.33 GD2 R 86 61 (\7F)#*6G @ 38679.364 GD2 & 2+ @ GD2 R 65 62 (\7F)#*8D @ GD2 & 1+ @ 39280.808 1.81 GD2 R 68 48 (\7F)#*6D @ 39280.808 GD2 & 4+ @ 38467.016 1.10 GD2 # & 4+ @ 38555.861 1.20 GD2 # & 4+ @ 38573.218 0.93 GD2 # & 3+ @ 38877.200 1.51 GD2 4F=8(\7F<2)6P>1 (2,1+)' 2+ @ 38922.487* 1.30 GD2 R 60 27 (\7F)#*6F @ 38922.487* GD2 & 3+ @ 39237.448 1.24 GD2 R 80 72 (\7F)#*6G @ 39237.448 GD2 & 1+ @ GD2 R 55 72 (\7F)#*8D @ GD2 & + @ GD2 R 67 52 (\7F)#*6D @ GD2 & 3+ @ 39050.438 1.74 GD2 # & 6+ @ 39077.206 1.43 GD2 4F=8(\7F<1)6P>1 (1,1+)' 1+ @ 39367.258 1.23 GD2 R 68 27 (\7F)#*6F @ 39367.258 GD2 & + @ 39610.733 -0.70 GD2 R 63 56 (\7F)#*6F @ 39610.733 GD2 & 2+ @ 39635.683 1.01 GD2 R 68 83 (\7F)#*6G @ 39635.683 GD2 & 2+ @ 39543.658 1.69 GD2 # & 2+ @ 39715.248 1.75 GD2 # & 2+ @ 39780.771 1.63 GD2 # & 2+ @ 39818.862 0.48 GD2 4F=8(\7F<0)6P>1 (0,1+)' 1+ @ 39936.597 0.16 GD2 R 55 92 (\7F)#*6G @ 39936.597 GD2 & 1+ @ 40024.553 2.32 GD2 # & 4+ @ 40086.838 1.55 GD2 # & 1+ @ 40096.902 2.24 GD2 # & + @ 40244.310 -1.08 GD2 # & + @ 40309.427 2.45 GD2 # & 2+ @ 40364.755 1.46 GD2 # & 1+ @ 40379.452 0.99 GD2 # & 2+ @ 41142.312 1.97 GD2 # & 3+ @ 41256.420 1.69 GD2 # & 7+ @ 41284.124 1.44 GD2 # & 5+ @ 41439.557 1.46 GD2 # & 6+ @ 41497.450 1.45 GD2 # & 4+ @ 41784.500 1.58 GD2 # & 5+ @ 42255.655 1.60 GD2 # & 5+ @ 42289.546 1.46 GD2 # & 6+ @ 42359.716 1.44 GD2 # & 5+ @ 42574.565 0.94 GD2 # & 4+ @ 42626.235 1.38 GD2 # & 7+ @ 42636.966 1.44 GD2 # & 6+ @ 42825.332 1.39 GD2 # & 5+ @ 42916.750 1.52 GD2 # & + @ 43187.545 -1.24 GD2 # & 2+ @ 43225.224 1.36: GD2 # & 1+ @ 43237.460 1.04: GD2 # & 3+ @ 43275.645 1.33 GD2 # & 5+ @ 43279.248 1.35 GD2 # & 4+ @ 43372.522 1.37 GD2 # & 2+ @ 43439.102 1.33 GD2 # & 4+ @ 43476.925 1.48 GD2 # & 3+ @ 43499.711 1.38: GD2 # & 6+ @ 43518.298 1.48 GD2 # & 3+ @ 43673.490 1.30 GD2 # & 4+ @ 43744.110 1.40 GD2 # & 6+ @ 44197.741 1.40 GD2 # & 4+ @ 45064.987 1.44 GD2 # & 4+ @ 45170.039 1.60 GD2 # & 4+ @ 45185.749 1.59 GD2 # & 1+ @ 45212.690 0.04 GD2 # & 2+ @ 45214.658 1.87 GD2 # & 2+ @ 45394.925 1.09 GD2 # & 3+ @ 45563.276 1.24 GD2 ? :GD#III#(*9D<2) @ 97500 GD2 4F=8 6S=2 \7F 6 10947.210 1.48 GD1 & 5 12519.997 1.49 GD1 & 4 13506.051 1.50 GD1 & 3 14253.948 1.51 GD1 & 2 14777.975 1.51 GD1 & 1 15121.220 1.49 GD1 & 0 15289.035 GD1 4F=7(*8S)6S=2 6P \9P 3 13433.851 2.22 GD1 N 70 13433.851 GD1 & 4 13926.311 1.89 GD1 N 57 13926.311 GD1 & 5 15665.424 1.80 GD1 N 69 15665.424 GD1 4F=7(*8S)5D#(*9D)6S6P(*3P) \11F 2 14036.026 2.96 GD1 N 92 14036.026 GD1 & 3 14298.311 2.22 GD1 N 90 14298.311 GD1 & 4 14669.148 1.92 GD1 N 88 14669.148 GD1 & 5 15174.000 1.78 GD1 N 86 15174.000 GD1 & 6 15852.245 1.70 GD1 N 85 15852.245 GD1 & 7 16775.024 1.63 GD1 N 89 16775.024 GD1 & 8 17909.944 1.62 GD1 N 99 17909.944 GD1 4F=7(*8S)5D#(*9D)6S6P(*3P) \11D 3 16061.273 2.42 GD1 N 86 16061.273 GD1 & 4 16195.999 1.97 GD1 N 56 16195.999 GD1 & 5 16885.739 1.88 GD1 N 83 16885.739 GD1 & 6 17318.942 1.77 GD1 N 87 17318.942 GD1 & 7 18014.403 1.70 GD1 N 88 18014.403 GD1 4F=7(*8S)5D#(*9D)6S6P(*3P) 4 16824.589 1.90 GD1 T 34 \11D 33 4F=7(*8S)6S=2 6P#\7P 16824.589 GD1 4F=7(*8S)6S=2 6P \7P 3 16920.400 1.994: GD1 Q 61 10 (*8S)5D#(*9D)6S6P(*3P)#\7P 16920.400 GD1 & 2 16923.378 2.354: GD1 Q 60 15 16923.378 GD1 4F=7(*8S)5D#(*9D)6S6P(*3P) \9F 1 17227.969 3.33 GD1 N 67 17227.969 GD1 & 2 17380.827 2.105 GD1 N 63 17380.827 GD1 & 3 17617.767 1.79 GD1 N 60 17617.767 GD1 & 4 17973.611 1.69 GD1 Q 38 24 (*8S)#(*9D)(*3P)#\9D 17973.611 GD1 & 5 18509.198 1.61 GD1 Q 53 17 (*8S)#(*9D)(*3P)#\7D 18509.198 GD1 & 6 19480.008 1.59 GD1 N 72 19480.008 GD1 & 7 20434.115 1.57 GD1 N 81 20434.115 GD1 4F=7(*8S)5D#(*9D)6S6P(*3P) \9D 2 17749.978 2.606 GD1 N 73 17749.978 GD1 & 3 17795.267 2.076 GD1 N 83 17795.267 GD1 & 4 17930.516 1.83 GD1 Q 50 18 (*8S)#(*9D)(*3P)#\9F 17930.516 GD1 & 6 18070.257 1.71: GD1 Q 46 32 (*8S)#(*9D)(*3P)#\11P 18070.257 GD1 & 5 18083.642 1.75: GD1 Q 56 21 (*8S)#(*9D)(*3P)#\11P 18083.642 GD1 4F=7(*8S)5D#(*9D)6S6P(*3P) \11P 4 19164.774 2.17 GD1 N 86 19164.774 GD1 & 5 19525.374 1.905 GD1 N 71 19525.374 GD1 & 6 20160.144 1.78 GD1 Q 59 35 (*8S)#(*9D)(*3P)#\9D 20160.144 GD1 4F=7(*8S)5D#(*9D)6S6P(*3P) \7D 1 19285.485 3.111: GD1 N 71 19285.485 GD1 & 2 19330.624 2.039: GD1 N 67 19330.624 GD1 & 3 19399.839 1.775: GD1 N 62 19399.839 GD1 & 4 19507.332 1.665 GD1 Q 58 23 (*8S)#(*9D)(*3P)#\9F 19507.332 GD1 & 5 19700.606 1.64 GD1 Q 56 21 19700.606 GD1 4F=7(*8S)5D#(*9D)6S6P(*3P) \7F 0 21347.427 GD1 N 79 21347.427 GD1 & 1 21381.514 1.50 GD1 N 77 21381.514 GD1 & 2 21450.164 1.49 GD1 N 73 21450.164 GD1 & 3 21543.156 1.560 GD1 N 60 21543.156 GD1 & 4 21674.730 1.561 GD1 Q 39 27 (*8S)#(*9D)(*3P)#\9P 21674.730 GD1 & 5 21905.353 1.57 GD1 Q 48 11 21905.353 GD1 & 6 22452.867 1.54 GD1 N 62 22452.867 GD1 4F=7(*8S)5D#(*9D)6S6P(*3P) \9P 3 21857.475 2.169 GD1 N 71 21857.475 GD1 & 4 22225.537 1.855 GD1 Q 45 22 (*8S)#(*9D)(*3P)#\7F 22225.537 GD1 & 5 22718.314 1.70 GD1 Q 43 13 (*8S)#(*7D)(*3P)#\9D 22718.314 GD1 4F=7(*8S)5D#(*9D)6S6P(*1P) 2 22334.508 2.631 GD1 T 33 \9D 29 (*8S)#(*7D)(*3P)#\9D 22334.508 GD1 4F=7(*8S)5D#(*7D)6S6P(*3P) \9D 3 22563.824 2.077 GD1 Q 40 27 (*8S)#(*9D)(*1P)#\9D 22563.824 GD1 & 4 22820.895 1.849 GD1 Q 50 17 (*8S)#(*9D)(*1P)#\9D 22820.895 GD1 & 5 23196.410 1.74 GD1 Q 44 22 (*8S)#(*9D)(*3P)#\9P 23196.410 GD1 & 6 23229.298 1.65 GD1 N 62 23229.298 GD1 & 2 24655.639 2.632 GD1 Q 45 22 (*8S)5D=2(\3F)#(*10F)6P#\9D 24655.639 GD1 4F=7(*8S)5D=2(\3F)#(*10F)6P 1 23103.660 3.549: GD1 T 29 \11G 25 (*8S)5D#(*9D)6S6P(*1P)#\9F 23103.660 GD1 4F=7(*8S)5D#(*9D)6S6P(*1P) 2 23215.028 2.176: GD1 T 25 \9F 25 (*8S)5D=2(\3F)#(*10F)6P#\11G 23215.028 GD1 4F=7(*8S)5D#(*9D)6S6P(*1P) 3 23389.782 1.833 GD1 T 24 \9F 20 (*8S)5D=2(\3F)#(*10F)6P#\11G 23389.782 GD1 4F=7(*8S)5D#(*9D)6S6P(*1P) 4 23644.156 1.696 GD1 T 23 \9F 18 (*8S)5D=2(\3F)#(*10F)6P#\9F 23644.156 GD1 4F=7(*8S)5D#(*9D)6S6P(*1P) 5 23999.912 1.631 GD1 T 21 \9F 18 (*8S)5D=2(\3F)#(*10F)6P#\9F 23999.912 GD1 4F=8(\7F)5D#(\8G)6S \9G 7 24255.103 1.51 GD1 & 8 GD1 & 6 24854.297 1.555 GD1 & 5 25380.885 1.63 GD1 & 4 25820.720 1.580 GD1 & 3 26247.609 1.60 GD1 & 2 26588.338 1.70 GD1 & 1 26834.311 2.26 GD1 & 0 27089.815 GD1 4F=7(*8S)5D#(*9D)6S6P(*1P) 6 24430.425 1.580 GD1 T 20 \9F 17 (*8S)5D=2(\3F)#(*10F)6P#\9F 24430.425 GD1 4F=7(*8S)5D#(*9D)6S6P(*3P) \7P 2 24458.988 2.31 GD1 N 64 24458.988 GD1 & 3 24860.040 1.87 GD1 N 70 24860.040 GD1 & 4 25920.888 1.58 GD1 N 63 25920.888 GD1 4F=7(*8S)5D#(*7D)6S6P(*3P)? 5 24660.325 1.51 GD1 T 44 \5F 35 (*8S)#(*7D)(*3P)#\7D 24660.325 GD1 4F=7(*8S)5D#(*7D)6S6P(*3P) 3 24714.841 2.042 GD1 T 34 \9D 23 (*8S)5D=2(\3F)#(*10F)6P#\9D 24714.841 GD1 4F=7(*8S)5D#(*7D)6S6P(*3P) 4 24849.514 1.82 GD1 T 22 \9D 16 (*8S)#(*9D)(*1P)#\9D 24849.514 GD1 4F=7(*8S)5D#(*7D)6S6P(*3P) \7D 4 24988.884 1.65 GD1 Q 44 9 (*8S)#(*9D)(*3P)#\5P 24988.884 GD1 & 3 25253.838 1.784 GD1 Q 58 16 (*8S)5D=2(\3F)#(*10F)6P#\11G 25253.838 GD1 & 2 25337.755 2.06: GD1 N 65 25337.755 GD1 & 1 25352.706 3.07: GD1 N 73 25352.706 GD1 & 5 25732.850* 1.50 GD1 Q 43 31 (*8S)#(*7D)(*3P)#\5F 25732.850* GD1 4F=7(*8S)5D#(*9D)6S6P(*1P) 5 25043.649 1.65 GD1 T 30 \9D 25 (*8S)5D=2(\3F)#(*10F)6P#\9D 25043.649 GD1 4F=7(*8S)5D=2(\3F)#(*10F)6P \11G 1 25069.179 3.764: GD1 N 66 25069.179 GD1 & 2 25164.640 2.21: GD1 Q 57 13 (*8S)5D#(*7D)6S6P(*3P)#\7D 25164.640 GD1 & 3 25403.265 1.857 GD1 Q 49 15 (*8S)5D#(*9D)6S6P(*1P)#\9F 25403.265 GD1 & 4 25571.672* 1.70 GD1 Q 35 25 (*8S)5D#(*7D)6S6P(*3P)#\5F 25571.672* GD1 & 5 25940.122 1.64 GD1 N 60 25940.122 GD1 & 6 26337.071 1.61 GD1 Q 53 11 (*8S)5D#(*9D)6S6P(*1P)#\9D 26337.071 GD1 & 7 26870.393 1.57 GD1 N 85 26870.393 GD1 & 8 27536.397 1.56 GD1 N 92 27536.397 GD1 & 9 28432.859 1.54 GD1 N100 28432.859 GD1 4F=7(*8S)5D#(*9D)6S6P(*1P) 7 25376.313 1.58 GD1 T 32 \9F 23 (*8S)5D=2(\3F)#(*10F)6P#\9F 25376.313 GD1 4F=7(*8S)5D#(*7D)6S6P(*3P)? 4 25621.293 1.57 GD1 T 35 \5D 30 (*8S)#(*7D)(*3P)#\7F 25621.293 GD1 4F=7(*8S)5D#(*7D)6S6P(*3P) 6 25661.340 1.62 GD1 T 21 \9D 21 (*8S)#(*7D)(*3P)#\7F 25661.340 GD1 4F=8(\7F)5D#(\8D)6S \9D 6 25815.330 1.55 GD1 & 5 26335.661 1.58 GD1 & 4 27704.965 1.73 GD1 & 3 28215.140 1.96 GD1 & 2 28785.230 2.31 GD1 4F=7(*8S)5D#(*7D)6S6P(*3P) \7F 3 26101.585 1.38 GD1 Q 41 29 (*8S)#(*7D)(*3P)#\5D 26101.585 GD1 & 6 26568.265 1.55 GD1 Q 30 19 (*8S)5D=2(\3F)#(*10F)6P#\11G 26568.265 GD1 & 5 26615.044 1.55 GD1 Q 52 9 (*8S)#(*9D)(*1P)#\9F 26615.044 GD1 & 1 26616.320 1.18 GD1 Q 41 32 (*8S)#(*7D)(*3P)#\5D 26616.320 GD1 & 0 26742.308* GD1 Q 49 36 (*8S)#(*7D)(*3P)#\5D 26742.308* GD1 & 4 26866.385* 1.565 GD1 Q 43 11 (*8S)#(*9D)(*1P)#\9F 26866.385* GD1 $ \9F 7 26145.852 1.550 GD1 & 4 27040.865 1.60: GD1 & 3 27041.751 1.67: GD1 & 2 27118.725 1.84: GD1 & 1 27129.239 2.34: GD1 & 5 27315.791 1.63 GD1 & 6 27336.898 1.53 GD1 4F=7(*8S)5D#(*7D)6S6P(*3P) 2 26397.585 1.29 GD1 T 30 \5D 27 (*8S)#(*7D)(*3P)#\7F 26397.585 GD1 4F=7(*8S)5D=2(\3F)#(*10F)6P? 4 26451.785 1.48 GD1 T 32 \11G 25 (*8S)5D#(*7D)6S6P(*3P)#\5D 26451.785 GD1 4F=7(*8S)5D#(*7D)6S6P(*3P) \5F 3 26730.757 1.42 GD1 Q 49 25 (*8S)#(*7D)(*3P)#\5D 26730.757 GD1 4F=7(*8S)5D#(*7D)6S6P(*3P) \5F 2 26882.867 1.28 GD1 Q 56 19 (*8S)#(*7D)(*3P)#\5D 26882.867 GD1 4F=8(\7F)5D#(\8G?)6S \7G 7 26924.525 1.48 GD1 & 6 27081.048 1.50 GD1 & 5 27571.672 1.61 GD1 & 4 28168.665 1.54 GD1 & 3 28648.530 1.25 GD1 & 2 29089.945 1.17: GD1 & 1 29323.963 -0.42 GD1 4F=7(*8S)5D#(*7D)6S6P(*3P) \5F 1 26955.249 0.63 GD1 N 87 26955.249 GD1 4F=7(*8S)5D#(*9D)6S6P(*1P) \9P 3 27135.695 2.240 GD1 Q 53 14 (*8S)5D=2(\1D)#(*8D)6P#\9P 27135.695 GD1 4F=7(*8S)5D#(*9D)6S6P(*1P) 4 27425.245 1.914 GD1 T 37 \9P 24 (*8S)#(*7D)(*3P)#\9P 27425.245 GD1 4F=7(*8S)5D#(*7D)6S6P(*3P) 3 27475.740 1.58 GD1 T 26 \9F 25 (*8S)#(*7D)(*3P)#\7F 27475.740 GD1 4F=8(\7F)5D#(\8H)6S \9H 9 27556.066 1.44 GD1 & 8 28272.575 1.42 GD1 & 7 28892.913 1.40 GD1 & 6 29444.375 1.36 GD1 & 5 29888.205 1.36: GD1 & 4 GD1 & 3 GD1 & 2 GD1 & 1 GD1 4F=7(*8S)5D=2(\3F)#(*10F)6P \11F 2 27660.440 2.88 GD1 N 93 27660.440 GD1 & 3 27861.093 2.223 GD1 N 90 27861.093 GD1 & 4 28111.670 1.83 GD1 N 91 28111.670 GD1 & 5 28450.948 1.78 GD1 N 91 28450.948 GD1 & 6 28841.676 1.70 GD1 N 88 28841.676 GD1 & 7 29293.618 1.63 GD1 N 81 29293.618 GD1 & 8 29794.750 1.57 GD1 N 70 29794.750 GD1 4F=7(*8S)5D#(*9D)6S6P(*1P) 5 27731.202 1.62 GD1 T 30 \9P 26 (*8S)#(*7D)(*3P)#\9F 27731.202 GD1 4F=7(*8S)5D#(*7D)6S6P(*3P) 2 27736.681 1.65 GD1 T 39 \5D 26 (*8S)#(*7D)(*3P)#\7F 27736.681 GD1 4F=7(*8S)5D#(*7D)6S6P(*3P) \5D 1 27880.718 1.56 GD1 Q 52 24 (*8S)#(*7D)(*3P)#\7F 27880.718 GD1 4F=7(*8S)5D#(*7D)6S6P(*3P) \5D 0 27949.912 GD1 Q 57 23 (*8S)#(*7D)(*3P)#\7F 27949.912 GD1 4F=8(\7F)5D6S? \7F? 5 28414.925 1.55 GD1 4F=7(*8S)5D#(*7D)6S6P(*3P) \5P 3 28486.854 1.71 GD1 N 64 28486.854 GD1 & 2 28716.819 2.00 GD1 N 72 28716.819 GD1 & 1 29191.604 2.74 GD1 N 90 29191.604 GD1 $ \9F? 7 28504.435 1.55 GD1 & 6 28731.590 1.58 GD1 & 4 28793.370 1.60 GD1 & 5 29119.955 1.64 GD1 & 3 29426.450 1.93 GD1 & 1 29557.785 3.41 GD1 & 2 29717.231 2.24: GD1 4F=7(*8S)5D=2(\3F)#(*10F)6P \9G 0 28971.965 GD1 N 73 28971.965 GD1 & 1 28984.690 1.54: GD1 N 73 28984.690 GD1 & 2 29005.609 1.30: GD1 N 72 29005.609 GD1 & 3 29125.847 1.515: GD1 N 71 29125.847 GD1 & 4 29209.220* 1.603: GD1 N 67 29209.220* GD1 & 5 29628.388 1.509 GD1 N 66 29628.388 GD1 & 6 30007.307 1.50 GD1 N 62 30007.307 GD1 & 7 30505.374 1.51 GD1 N 61 30505.374 GD1 & 8 31171.622 1.50 GD1 N 59 31171.622 GD1 4F=8(\7F)5D6S? \7F? 4 29141.205 1.49 GD1 4F=7(*8S)5D#(*7D)6S6P(*3P)? \7P? 4 29358.628 1.66 GD1 Q 54 10 (*8S)#(*9D)(*3P)#\7P 29358.628 GD1 & 3 29681.305 1.86: GD1 Q 38 25 (*8S)#(*7D)(*3P)#\5P 29681.305 GD1 & 2 29835.103 2.29 GD1 Q 59 17 (*8S)#(*7D)(*3P)#\5P 29835.103 GD1 & 6 29362.593 1.51 GD1 4F=7(*8S)5D6S6P? 5 29451.356 1.69 GD1 & 4 29501.640 1.63 GD1 4F=7(*8S)5D=2(\3F)#(*10F)6P \11D 3 29631.255 2.26 GD1 Q 44 26 (*8S)(\3P)#(*10P)#\11D 29631.255 GD1 & 4 29876.618 2.04: GD1 Q 52 31 29876.618 GD1 & 5 30242.293 1.80 GD1 N 67 30242.293 GD1 & 6 30652.018 1.78 GD1 N 74 30652.018 GD1 & 7 31146.456 1.72 GD1 N 74 31146.456 GD1 4F=8(\7F)5D6S? \7H? 8 29754.908 1.39 GD1 4F=7(*8S)5D=2 6P? \11D? 3 29878.477 1.76 GD1 4F=8(\7F)5D6S? \7D? 5 30197.296 1.52 GD1 & 4 30834.958 1.50 GD1 & 3 31327.520 1.58 GD1 & 2 31549.730 1.71 GD1 & 1 31602.931 2.31 GD1 4F=7(*8S)5D6S6P? 4 30307.480 1.89 GD1 & 2 30394.640 1.77 GD1 4F=8(\7F)5D6S? \7F? 6 30409.890 1.42 GD1 4F=7(*8S)5D=2(\3F)#(*10F)6P \9F 1 30555.827 3.427 GD1 N 62 30555.827 GD1 & 2 30694.874 2.136 GD1 Q 58 22 (*8S)5D#(*9D)6S6P(*1P)#\9F 30694.874 GD1 & 3 30881.658 1.878 GD1 Q 38 17 (*8S)(\3P)#(*10P)#\11D 30881.658 GD1 & 4 31135.795 1.685 GD1 Q 45 13 (*8S)5D#(*9D)6S6P(*1P)#\9F 31135.795 GD1 & 5 31457.179* 1.614 GD1 Q 42 15 (*8S)5D#(*9D)6S6P(*1P)#\9F 31457.179* GD1 & 6 32091.730 1.57 GD1 Q 51 15 (*8S)5D#(*9D)6S6P(*1P)#\9F 32091.730 GD1 & 7 32729.502 1.56 GD1 Q 46 20 (*8S)(\3P)#(*10P)#\11D 32729.502 GD1 4F=8(\7F)5D6S? \5F? 5 30629.495 1.44 GD1 4F=8(\7F)5D6S? \7G? 7 30680.188 1.45 GD1 & 6 32221.202 1.43 GD1 & 5 32931.787 1.42 GD1 & 4 33436.430 1.41 GD1 & 3 33942.500 1.28 GD1 & 2 34285.465 0.85 GD1 & 1 34466.621 -0.30 GD1 4F=7(*8S)5D6S6P? 3 30809.375 2.15 GD1 # & 1 30909.913 2.16 GD1 # & 5 31279.165 1.46 GD1 # 4F=8(\7F)5D6S? \7H? 8 31546.432 1.36 GD1 # 4F=8(\7F)5D6S? \7H? 5 31676.675 1.24 GD1 # & 5 31777.972 1.62: GD1 # 4F=7(*8S)5D#(*7D)6S6P(*1P)? 6 31794.775 1.48 GD1 T 28 \7F 20 (*8S)5D=2(\3P)#(*10P)6P#\11D 31794.775 GD1 # 4F=8(\7F)5D6S? \7F? 4 31847.478 1.50: GD1 # 4F=7(*8S)5D=2(\3F)#(*10F)6P? 4 31859.283 1.64: GD1 T 17 \11D 14 (*8S)5D#(*7D)6S6P(*1P)#\7D 31859.283 GD1 # 4F=7(*8S)5D=2(\3P)#(*10P)6P? 2 31865.242 2.58: GD1 T 38 \9D 24 (*8S)(\3F)#(*10F)#\9D 31865.242 GD1 # 4F=7(*8S)5D=2(\3P)#(*10P)6P? 3 31869.139 2.12: GD1 T 30 \9D 21 (*8S)(\3F)#(*10F)#\9D 31869.139 GD1 # 4F=7(*8S)5D#(*7D)6S6P(*1P)? 3 31999.810 1.57 GD1 T 24 \7F 22 (*8S)#(*7D)(*1P)#\7D 31999.810 GD1 4F=8(\7F)5D6S? \7F? 6 GD1 & 5 32020.340 1.54 GD1 & 4 32549.565 1.59 GD1 & 3 33087.060 1.45 GD1 & 2 33602.413 1.38 GD1 & 1 33955.639 1.30 GD1 & 0 34096.945 GD1 4F=8(\7F)5D6S? \7H? 4 32061.483 1.32: GD1 # 4F=7(*8S)5D#(*7D)6S6P(*1P)? 3 32133.125 1.65 GD1 T 23 \7D 21 (*8S)#(*7D)(*1P)#\7F 32133.125 GD1 # 4F=7(*8S)5D#(*7D)6S6P(*1P)? 2 32149.515 1.70: GD1 T 28 \7F 19 (*8S)#(*7D)(*1P)#\7D 32149.515 GD1 # 4F=7(*8S)5D=2 6P? 4 32157.092 1.90 GD1 # 4F=7(*8S)5D=2(\3P)#(*10P)6P? 4 32206.820 1.728 GD1 T 18 \9D 12 (*8S)5D#(*7D)6S6P(*1P)#\7F 32206.820 GD1 4F=8(\7F)5D6S? \5G? 6 GD1 & 5 32226.746 1.31 GD1 & 4 32984.305 1.23 GD1 & 3 33552.455 1.25 GD1 & 2 34120.150 0.67 GD1 4F=7(*8S)5D#(*7D)6S6P(*1P)? 1 32251.757 2.23 GD1 T 33 \7F 15 (*8S)#(*7D)(*1P)#\7D 32251.757 GD1 # & 3 32272.125 1.59 GD1 # 4F=7(*8S)5D#(*7D)6S6P(*1P)? 2 32336.079 1.79 GD1 T 27 \7D 19 (*8S)#(*7D)(*1P)#\7F 32336.079 GD1 # 4F=7(*8S)5D#(*7D)6S6P(*1P)? \7F? 0 32341.098 GD1 Q 49 20 (*8S)5D=2(\3F)#(*8F)6P#\7F 32341.098 GD1 # 4F=7(*8S)5D#(*7D)6S6P(*1P)? 1 32356.085 2.25 GD1 T 31 \7D 22 (*8S)5D=2(\3F)#(*8F)6P#\7D 32356.085 GD1 # 4F=8(\7F)5D6S? \5F? 3 32384.000 1.44 GD1 # & 3 32448.112 1.448 GD1 # & 5 32563.597 1.74 GD1 # 4F=7(*8S)5D=2(\3P)#(*10P)6P? 5 32585.125 1.75 GD1 T 33 \11D 24 (*8S)(\3P)#(*10P)#\9D 32585.125 GD1 # & 4 32785.115 1.832 GD1 # & 4 32886.276 1.82 GD1 # 4F=8(\7F)5D6S? \5F? 2 32949.825 0.98 GD1 # 4F=7(*8S)5D=2(\3P)#(*10P)6P? \11D? 6 32966.862 1.69 GD1 Q 52 19 (*8S)(\3P)#(*10P)#\9D 32966.862 GD1 # 4F=8(\7F)5D6S? \7H? 6 33013.830 1.26 GD1 4F=7(*8S)5D=2(\3P)#(*10P)6P? \11S? 5 33231.096 1.95 GD1 N 84 33231.096 GD1 & 5 33348.226 1.81 GD1 # & 4 33568.045 1.88 GD1 # & 3 33704.627 1.75 GD1 # & 4 33724.517 1.51 GD1 # & 5 33732.275 1.47 GD1 # & 6 33851.828 1.73 GD1 # & 5 33923.459 1.97 GD1 # & 2 34147.343 2.119 GD1 # & 7 34175.835 1.68 GD1 # & 4 34458.220 2.13: GD1 # & 3 34465.872 2.23: GD1 # 4F=7(*8S)5D=2 6P? \11P? 5 34517.671 1.95 GD1 # 4F=8(\7F)5D6S? \5H? 4 34524.661 0.97 GD1 # & 4 34635.520 1.73 GD1 # & 4 34698.190 1.53 GD1 4F=7(*8S)5D=2(\3F)#(*8F)6P? \9G? 0 34704.810 GD1 N 67 34704.810 GD1 & 1 34711.445 1.47: GD1 N 65 34711.445 GD1 & 2 34722.925 1.48: GD1 N 60 34722.925 GD1 & 3 34765.635 1.48: GD1 Q 52 14 (*8S)(\1G)#(*8G)#\9G 34765.635 GD1 & 4 34836.980 1.47: GD1 Q 44 14 (*8S)(\1G)#(*8G)#\9G 34836.980 GD1 & 5 34951.016 1.47 GD1 Q 36 16 (*8S)(\3F)#(*8F)#\7G 34951.016 GD1 & 6 35149.140 1.46 GD1 Q 27 25 (*8S)(\3F)#(*8F)#\7G 35149.140 GD1 & 7 36482.515 1.48 GD1 Q 45 33 (*8S)(\3F)#(*8F)#\7G 36482.515 GD1 & 8 36731.590 1.49 GD1 N 69 36731.590 GD1 & 3 34913.620 1.66 GD1 # & 6 34938.434 1.80 GD1 # & 2 35342.327 2.65 GD1 # & 3 35360.405 1.89 GD1 # 4F=7(*8S)5D=2 6P? 3 35442.715 1.94 GD1 # 4F=8(\7F)5D6S? \7P? 4 35498.790 1.68 GD1 # & 3 35553.915 1.46: GD1 # 4F=7(*8S)5D=2 6P? 4 35566.145 1.84 GD1 4F=7(*8S)5D=2(\3F)#(*8F)6P? \7G? 7 35579.553 1.47 GD1 Q 39 19 (*8S)(\3F)#(*8F)#\9G 35579.553 GD1 & 1 35744.507 -0.42: GD1 N 84 35744.507 GD1 & 2 35766.831 0.85: GD1 N 78 35766.831 GD1 & 3 35811.565 1.22: GD1 N 71 35811.565 GD1 & 4 35883.613 1.35 GD1 N 65 35883.613 GD1 & 5 36000.475 1.42 GD1 Q 54 24 (*8S)(\3F)#(*8F)#\9G 36000.475 GD1 & 6 36203.224 1.55 GD1 Q 42 34 (*8S)(\3F)#(*8F)#\9G 36203.224 GD1 4F=8(\7F)5D6S? \7H? 3 35593.010 1.03 GD1 # & 5 35794.634 1.72 GD1 # & 1 35908.957 2.71 GD1 4F=7(*8S)5D=2(\3F)#(*8F)6P? \9F? 1 36024.050 3.39: GD1 N 65 36024.050 GD1 & 2 36037.230 2.16: GD1 Q 47 9 (*8S)(\3P)#(*10P)#\9D 36037.230 GD1 & 3 36087.265 1.83 GD1 Q 47 7 (*8S)(\3F)#(*8F)#\9G 36087.265 GD1 & 4 36191.722 1.69 GD1 Q 49 6 (*8S)(\3F)#(*8F)#\9G 36191.722 GD1 & 5 36394.507 1.62 GD1 Q 47 12 (*8S)(\3F)#(*8F)#\9D 36394.507 GD1 & 6 36772.153 1.59 GD1 Q 45 21 (*8S)(\3F)#(*8F)#\9D 36772.153 GD1 & 7 37343.174 1.55 GD1 N 72 37343.174 GD1 & 5 36060.305 1.55 GD1 # & 6 36147.130 1.59 GD1 # 4F=7(*8S)5D=2 6P? 2 36203.602 2.30 GD1 4F=7(*8S)5D=2 6P? \9D? 2 36850.345 2.65 GD1 & 3 36954.050 1.98 GD1 & 4 37090.080 1.84 GD1 & 5 37279.343 1.74 GD1 & 6 37809.508 1.62 GD1 & 3 37284.744 2.29 GD1 # & 3 37385.063 2.13 GD1 # & 4 37401.692 1.87 GD1 # & 5 37425.155 1.67 GD1 # & 2 37486.970 1.60 GD1 # & 2 37505.570 2.16 GD1 # & 3 37541.235 1.58 GD1 # & 4 37661.975 1.70 GD1 # & 5 37904.060 1.63 GD1 # & 3 38275.565 2.13 GD1 # & 2 38322.000 2.31 GD1 # & 6 38348.325 1.48 GD1 # & 3 38434.970 1.54 GD1 # & 4 38495.824 1.86 GD1 # & 6 38586.520 1.73 GD1 4F=7(*8S)5D=2 6P? \7D? 1 38627.695 3.02 GD1 & 2 38669.490 2.04 GD1 & 3 38775.670 1.84 GD1 & 4 39022.720 1.70 GD1 & 5 39192.375 1.57 GD1 & 5 38687.305 1.58 GD1 # & 6 38792.563 1.43 GD1 4F=7(*8S)5D=2(\3F)#(*6F)6P? \5F? 1 39017.320 0.05: GD1 & 2 39028.020 0.76: GD1 & 3 39043.934 1.14: GD1 & 4 39079.645 1.39: GD1 & 5 39113.910 1.53: GD1 & 2 39243.930 2.67 GD1 # $ \9P 4 39323.062 1.92 GD1 4F=7(*8S)5D=2 6P? \9F? 1 39367.155 3.26 GD1 & 2 39426.712 2.04 GD1 & 3 39519.795 1.89 GD1 & 4 39625.560 1.69 GD1 & 5 39790.120 1.60 GD1 & 6 39949.445 1.57 GD1 & 7 40234.024 1.49 GD1 & 3 39404.167 2.00 GD1 # & 5 39593.830 1.72 GD1 # & 7 39605.305 1.54 GD1 # & 6 39608.405 1.65 GD1 # & 3 39668.382 1.94 GD1 # & 4 39819.045 1.68 GD1 # & 4 39938.046 1.63: GD1 # & 5 39971.374 1.54 GD1 # 4F=7(*8S)5D=2 6P? \9H? 8 40127.198 1.45 GD1 # & 6 40160.870 1.49 GD1 # & 5 40200.540 1.64: GD1 # & 5 40330.415 1.44 GD1 # & 6 40382.555 1.54 GD1 # & 4 40391.540 1.47 GD1 4F=8(\7F)6S#(\8F)7S \9F 7 40439.513 1.55 GD1 & 6 41069.210 1.52 GD1 & 5 GD1 & 4 GD1 & 3 GD1 & 2 GD1 & 1 GD1 & 9 40450.605 1.44 GD1 # & 5 40463.758 1.59 GD1 # & 4 40487.655 1.72 GD1 # & 4 40554.495 1.21: GD1 # & 6 40632.680 1.60 GD1 # & 3 40684.910 1.34 GD1 # & 5 40707.970 1.70 GD1 # & 2 40786.235 2.32: GD1 # & 3 40803.185 1.90 GD1 # & 5 40865.900 1.41 GD1 # & 4 40963.685 1.89 GD1 # & 7 41097.255 1.47 GD1 # & 4 41127.460 1.55 GD1 # & 5 41150.915 1.57 GD1 # & 1 41231.060 1.63 GD1 # & 5 41283.160 1.38 GD1 # & 4 41296.165 1.75 GD1 # & 8 41461.330 1.41 GD1 # & 6 41624.405 1.40 GD1 # & 5 41665.212 1.46 GD1 # & 5 41692.155 1.89 GD1 ? :GD#II#(*10D>2) @ 49603 GD1 4F=7(*8S)5D6S=2 *9D 2 @ 0.000 2.6514 GD1 N 95 @ 0.000 GD1 & 3 @ 215.124 2.0708 GD1 N 94 @ 215.124 GD1 & 4 @ 532.977 1.8392 GD1 N 93 @ 532.977 GD1 & 5 @ 999.121 1.720 GD1 N 92 @ 999.121 GD1 & 6 @ 1719.087 1.660 GD1 N 95 @ 1719.087 GD1 4F=7(*8S)5D=2(\3F)#(*10F)6S *11F 2 @ 6378.146 2.980 GD1 N 98 @ 6378.146 GD1 & 3 @ 6550.395 2.237 GD1 N 98 @ 6550.395 GD1 & 4 @ 6786.184 1.935 GD1 N 98 @ 6786.184 GD1 & 5 @ 7103.420 1.781 GD1 N 98 @ 7103.420 GD1 & 6 @ 7480.348 1.72 GD1 N 98 @ 7480.348 GD1 & 7 @ 7947.294 1.695 GD1 N 98 @ 7947.294 GD1 & 8 @ 8498.434 1.62 GD1 N 99 @ 8498.434 GD1 4F=7(*8S)5D6S=2 *7D 5 @ 6976.508 1.600 GD1 N 90 @ 6976.508 GD1 & 4 @ 7234.910 1.65 GD1 N 90 @ 7234.910 GD1 & 3 @ 7426.710 1.744 GD1 N 90 @ 7426.710 GD1 & 2 @ 7562.457 1.995: GD1 N 91 @ 7562.457 GD1 & 1 @ 7653.927 2.979: GD1 N 91 @ 7653.927 GD1 4F=7(*8S)5D=2(\3F)#(*10F)6S *9F 1 @ 10222.233 3.466 GD1 N 79 @ 10222.233 GD1 & 2 @ 10359.905 2.144 GD1 N 78 @ 10359.905 GD1 & 3 @ 10576.410 1.814 GD1 N 77 @ 10576.410 GD1 & 4 @ 10883.505 1.684 GD1 N 75 @ 10883.505 GD1 & 5 @ 11296.465 1.619 GD1 N 74 @ 11296.465 GD1 & 6 @ 11830.393 1.58 GD1 N 70 @ 11830.393 GD1 & 7 @ 12486.547 1.56 GD1 N 70 @ 12486.547 GD1 4F=7(*8S)5D=2(\3P)#(*10P)6S *11P 4 @ 11685.594 2.19 GD1 N 98 @ 11685.594 GD1 & 5 @ 12057.164 1.96 GD1 N 98 @ 12057.164 GD1 & 6 @ 12345.966 1.82 GD1 N 94 @ 12345.966 GD1 4F=7(*8S)5D=2(\3P)#(*10P)6S *9P 3 @ 15173.639 2.23 GD1 N 83 @ 15173.639 GD1 & 4 @ 15519.180 1.92 GD1 N 71 @ 15519.180 GD1 & 5 @ 15720.715 1.75 GD1 N 51 @ 15720.715 GD1 4F=7(*8S)5D=2(\3F)#(*8F)6S *9F 2 @ 15744.826 2.08: GD1 N 74 @ 15744.826 GD1 & 3 @ 15758.277 1.81: GD1 N 68 @ 15758.277 GD1 & 1 @ 15758.651 3.33: GD1 N 79 @ 15758.651 GD1 & 4 @ 15833.797 1.71 GD1 N 59 @ 15833.797 GD1 & 5 @ 15989.463 1.65 GD1 N 46 @ 15989.463 GD1 & 6 @ 16228.822 1.60 GD1 N 57 @ 16228.822 GD1 & 7 @ 16758.940 1.57 GD1 N 68 @ 16758.940 GD1 4F=7(*8S)5D=2(\3F)#(*8F)6S *7F 0 @ 15972.270 GD1 N 87 @ 15972.270 GD1 & 1 @ 16012.884 1.64: GD1 N 82 @ 16012.884 GD1 & 2 @ 16078.047 1.57: GD1 N 76 @ 16078.047 GD1 & 3 @ 16165.993 1.54 GD1 N 71 @ 16165.993 GD1 & 4 @ 16296.617 1.55 GD1 N 68 @ 16296.617 GD1 & 5 @ 16534.515 1.53 GD1 N 62 @ 16534.515 GD1 & 6 @ 17015.950 1.52 GD1 N 76 @ 17015.950 GD1 4F=7(*8S)5D=2(\1D)#(*8D)6S *9D 2 @ 17332.222 2.64: GD1 N 89 @ 17332.222 GD1 & 3 @ 17362.198 2.07: GD1 N 78 @ 17362.198 GD1 & 4 @ 17439.747 1.83 GD1 N 69 @ 17439.747 GD1 & 5 @ 17600.818 1.71 GD1 N 67 @ 17600.818 GD1 & 6 @ 17906.737 1.63 GD1 N 75 @ 17906.737 GD1 4F=7(*8S)5D=2(\1D)#(*8D)6S *7D 3 @ 18993.172 1.73 GD1 N 72 @ 18993.172 GD1 & 2 @ 19014.075 2.00 GD1 N 80 @ 19014.075 GD1 & 4 @ 19022.740 1.63 GD1 N 65 @ 19022.740 GD1 & 1 @ 19062.222 2.96 GD1 N 89 @ 19062.222 GD1 & 5 @ 19085.785 1.58 GD1 N 40 @ 19085.785 GD1 4F=7(*8S)5D=2(\1G)#(*8G)6S *9G 0 @ 19361.800 GD1 N 94 @ 19361.800 GD1 & 1 @ 19375.576 1.49 GD1 N 93 @ 19375.576 GD1 & 2 @ 19403.104 1.50 GD1 N 93 @ 19403.104 GD1 & 3 @ 19445.555 1.50: GD1 N 85 @ 19445.555 GD1 & 4 @ 19507.993 1.51 GD1 N 86 @ 19507.993 GD1 & 5 @ 19592.485 1.51 GD1 N 90 @ 19592.485 GD1 & 6 @ 19682.130 1.50 GD1 N 92 @ 19682.130 GD1 & 7 @ 19781.555 1.51 GD1 N 94 @ 19781.555 GD1 & 8 @ 19850.132 1.50 GD1 N 96 @ 19850.132 GD1 4F=7(*8S)5D=2(\3P)#(*8P)6S *9P 3 @ 19574.024 2.22 GD1 N 71 @ 19574.024 GD1 & 4 @ 19718.720 1.92 GD1 N 66 @ 19718.720 GD1 & 5 @ 19978.775 1.76 GD1 N 63 @ 19978.775 GD1 4F=7(*8S)5D=2(\3F)#(*6F)6S *5F 3 @ 20299.870 1.25: GD1 N 65 @ 20299.870 GD1 & 2 @ 20303.800 0.93: GD1 N 56 @ 20303.800 GD1 & 1 @ 20306.942 0.03: GD1 N 50 @ 20306.942 GD1 & 4 @ 20324.722 1.37 GD1 N 73 @ 20324.722 GD1 & 5 @ 20588.292 1.49 GD1 N 39 @ 20588.292 GD1 4F=7(*8S)5D=2(\3P)#(*8P)6S *7P 2 @ 20565.620 2.27 GD1 N 79 @ 20565.620 GD1 & 3 @ 20759.674 1.86 GD1 N 68 @ 20759.674 GD1 & 4 @ 21152.850 1.72 GD1 N 66 @ 21152.850 GD1 4F=7(*8S)5D=2(\1G)#(*8G)6S *7G 6 @ 21389.502 1.42 GD1 N 94 @ 21389.502 GD1 & 5 @ 21439.715 1.36 GD1 N 90 @ 21439.715 GD1 & 7 @ 21514.952 1.43 GD1 N 97 @ 21514.952 GD1 & 4 @ 21544.680 1.34 GD1 N 72 @ 21544.680 GD1 & 3 @ 21647.935 1.21 GD1 N 66 @ 21647.935 GD1 & 2 @ 21745.650 0.90 GD1 N 55 @ 21745.650 GD1 & 1 @ 21815.645 -0.36 GD1 N 50 @ 21815.645 GD1 4F=7(*8S)5D=3(\4F) *11F 2 @ 22429.156 GD1 N 98 @ 22429.156 GD1 & 3 @ 22602.550 GD1 N 98 @ 22602.550 GD1 & 4 @ 22835.400 GD1 N 98 @ 22835.400 GD1 & 5 @ 23128.224 GD1 N 98 @ 23128.224 GD1 & 6 @ 23479.211 GD1 N 98 @ 23479.211 GD1 & 7 @ 23883.504 GD1 N 98 @ 23883.504 GD1 & 8 @ 24332.715 GD1 N 98 @ 24332.715 GD1 4F=8(\7F)6S6P 6 @ 25658.055 1.58 GD1 4F=8(\7F)6S6P 7 @ 25676.890 1.54 GD1 4F=8(\7F)6S6P 5 @ 26651.912 1.57 GD1 4F=7(*8S)5D=3(\4P) *11P 4 @ 27026.088 2.18 GD1 N 97 @ 27026.088 GD1 & 5 @ 27258.986 1.95 GD1 N 97 @ 27258.986 GD1 & 6 @ 27715.350 1.81 GD1 N 99 @ 27715.350 GD1 4F=8(\7F)6S6P 6 @ 27343.873 1.48 GD1 4F=8(\7F)6S6P 5 @ 27628.230 1.50 GD1 4F=8(\7F)6S6P 4 @ 27648.774 1.66 GD1 4F=8(\7F<6)6S6P(*3P<2) (6,2)' 8 @ 27797.603? 1.50? GD1 4F=8(\7F)6S6P 6 @ 27829.680 1.55 GD1 4F=8(\7F)6S6P 7 @ 27981.472 1.46 GD1 4F=8(\7F)6S6P 6 @ 28366.491 1.53 GD1 4F=7(*8S)5D=3(\4F) *9F 2 @ 28725.150 2.16: GD1 N 96 @ 28725.150 GD1 & 1 @ 28741.590 3.45: GD1 N 98 @ 28741.590 GD1 & 3 @ 29041.722 1.80 GD1 N 94 @ 29041.722 GD1 & 4 @ 29174.580 1.67 GD1 N 91 @ 29174.580 GD1 & 5 @ 29439.330 1.61 GD1 N 90 @ 29439.330 GD1 & 6 @ 29867.535 1.58 GD1 N 90 @ 29867.535 GD1 & 7 @ 30367.361 1.56 GD1 N 93 @ 30367.361 GD1 4F=8(\7F)6S6P 5 @ 28837.240 1.51 GD1 # 4F=8(\7F)6S6P 5 @ 28938.287 1.44 GD1 # 4F=8(\7F)6S6P 5 @ 29312.770 1.52 GD1 # 4F=8(\7F)6S6P 6 @ 29420.675 1.47 GD1 # 4F=8(\7F)6S6P 4 @ 29672.515 1.49 GD1 # 4F=8(\7F)6S6P 4 @ 30289.386 1.46 GD1 # 4F=8(\7F)6S6P 4 @ 30583.740 1.64 GD1 # 4F=8(\7F)6S6P 6 @ 30749.194 1.41 GD1 # 4F=8(\7F)6S6P 3 @ 31542.413 1.66 GD1 # & 5 @ 31633.995 1.71 GD1 # 4F=8(\7F)6S6P 5 @ 31766.595 1.35 GD1 4F=7(*8S)5D#(*9D)6S#(*10D)7S *11D 3 @ 31907.020 2.496 GD1 N 99 @ 31907.020 GD1 & 4 @ 32176.447 2.09 GD1 N 98 @ 32176.447 GD1 & 5 @ 32547.600 1.89 GD1 N 97 @ 32547.600 GD1 & 6 @ 33061.555 1.77 GD1 N 97 @ 33061.555 GD1 & 7 @ 33804.505 1.71 GD1 N100 @ 33804.505 GD1 4F=8 6S6P? 2 @ 32167.925 1.17 GD1 # & 3 @ 32181.645 2.19 GD1 # 4F=8 6S6P? 2 @ 32220.343 1.78 GD1 # 4F=8 6S6P? 1 @ 32660.836 2.81 GD1 4F=7(*8S)5D=3(\4P) *9P 3 @ GD1 N 44 @ GD1 & 4 @ 32925.478 1.93 GD1 N 55 @ 32925.478 GD1 & 5 @ 33491.370 1.78 GD1 N 78 @ 33491.370 GD1 4F=8 6S6P? 7 @ 32928.702 1.44 GD1 4F=7(*8S)5D#(*9D)6S#(*10D)7S *9D 2 @ 32957.765 2.65 GD1 N 93 @ 32957.765 GD1 & 3 @ 33195.300 2.07 GD1 N 92 @ 33195.300 GD1 & 4 @ 33534.711 1.85 GD1 N 91 @ 33534.711 GD1 & 5 @ 34044.330 1.72 GD1 N 90 @ 34044.330 GD1 & 6 @ 34754.990 1.62 GD1 N 94 @ 34754.990 GD1 4F=8 6S6P? 4 @ 33088.337 1.46 GD1 # 4F=8 6S6P? 3 @ 33189.474 1.00 GD1 # 4F=7(*8S)5D=3(\4P) 4 @ 33734.095 1.93 GD1 T 32 *9P @ 33734.095 GD1 # 4F=7(*8S)5D=3(\2D2) 5 @ 33782.140 1.77 GD1 T 37 *9D @ 33782.140 GD1 # 4F=8 6S6P? 5 @ 33823.080 1.50 GD1 # & 3 @ 33951.525 2.22 GD1 # 4F=7(*8S)5D=3(\4F) *7F 4 @ 34554.985 1.54: GD1 N 73 @ 34554.985 GD1 # & 6 @ 34623.935 1.44 GD1 # 4F=8 6S6P? 4 @ 34698.222 1.56 GD1 4F=7(*8S)6S=2 7S *9S 4 @ 34719.128 1.98 GD1 & 5 @ 34720.193 1.50 GD1 # 4F=8 6S6P? 6 @ 34811.786 1.48 GD1 # & 2 @ 34906.200 1.94 GD1 # 4F=8 6S6P? 5 @ 34911.443 1.46 GD1 4F=7(*8S)6S=2 7S *7S 3 @ 34984.563 1.88 GD1 & 3 @ 35045.755 1.80 GD1 4F=7(*8S)5D#(*9D)6S#(*8D)7S *7D 1 @ 35254.585 2.98 GD1 N 91 @ 35254.585 GD1 & 2 @ 35435.990 1.99 GD1 N 79 @ 35435.990 GD1 & 3 @ 35716.787 1.84 GD1 N 50 @ 35716.787 GD1 & 4 @ 36326.630 1.67 GD1 N 66 @ 36326.630 GD1 & 5 @ 37204.746 1.51 GD1 N 81 @ 37204.746 GD1 4F=7(*8S)6S6P=2(\4P) *11P 4 @ 35561.302 2.18 GD1 & 5 @ 36381.675 1.91 GD1 & 6 @ 37460.787 1.78 GD1 4F=8 6S6P? 4 @ 35603.585 1.42 GD1 4F=7(*8S)5D#(*9D)6S#(*8D)7S *9D 2 @ 35606.143 2.61 GD1 N 74 @ 35606.143 GD1 & 3 @ 35860.584 1.99 GD1 N 46 @ 35860.584 GD1 & 4 @ 36060.122 1.74 GD1 N 65 @ 36060.122 GD1 & 5 @ 36541.260 1.68 GD1 N 72 @ 36541.260 GD1 & 6 @ 37150.790 1.65 GD1 N 66 @ 37150.790 GD1 4F=8 6S6P? 3 @ 35997.029 1.29 GD1 # & 4 @ 36179.444 1.69: GD1 # & 3 @ 36182.700 1.78: GD1 # 4F=8 6S6P? 2 @ 36268.455 0.97 GD1 # 4F=8 6S6P? *7G 1 @ 36360.088 -0.41 GD1 # 4F=8 6S6P? 4 @ 36386.383 1.52 GD1 # 4F=8 6S6P? 3 @ 36576.972 1.46 GD1 # & 4 @ 36616.719 1.51 GD1 # 4F=8 6S6P? 5 @ 36653.970 1.58 GD1 # 4F=8 6S6P? 5 @ 36853.110 1.56 GD1 # 4F=8 6S6P? 2 @ 36895.845 1.41 GD1 # 4F=8 6S6P? 4 @ 37041.205 1.44 GD1 # 4F=8 6S6P? 4 @ 37123.736 1.58 GD1 # 4F=8 6S6P? 3 @ 37215.945 1.39 GD1 # 4F=8 6S6P? 1 @ 37246.590 1.04 GD1 # & 3 @ 37248.528 1.60 GD1 # 4F=7(*8S)5D=3(\2G) *7G 6 @ 37288.663 1.47 GD1 $ *9D? 2 @ GD1 & 3 @ 37313.720 2.07 GD1 & 4 @ 37544.290 1.80 GD1 & 5 @ 37908.489 1.68 GD1 & 6 @ 38024.800 1.65 GD1 4F=7(*8S)5D=3(\2F) *9F 1 @ 37385.210 3.58: GD1 & 4 @ 37463.818 1.60 GD1 N 85 @ 37463.818 GD1 & 2 @ 37529.785 2.07: GD1 N 87 @ 37529.785 GD1 & 3 @ 37548.383 1.80: GD1 N 88 @ 37548.383 GD1 & 5 @ GD1 & 6 @ GD1 & 7 @ GD1 4F=8 6S6P? 2 @ 37416.590 1.51 GD1 # & 2 @ 37424.457 1.97: GD1 # 4F=8 6S6P? 0 @ 37531.095 GD1 # 4F=8 6S6P? 1 @ 37544.453 0.29 GD1 # 4F=8 6S6P? 3 @ 37604.950 1.82 GD1 # & 3 @ 37648.503 1.98 GD1 # & 3 @ 37669.207 2.08 GD1 # 4F=7(*8S)5D=3 *7P 4 @ 37702.758 1.74 GD1 # & 5 @ 37722.087 1.88 GD1 # 4F=8 6S6P? 2 @ 37913.508 1.89 GD1 # & 3 @ 37933.446 1.50 GD1 # & 3 @ 38108.217 2.18 GD1 # 4F=8 6S6P? 1 @ 38173.340 2.91 GD1 # & 6 @ 38245.743 1.64: GD1 # & 5 @ 38275.950 1.80 GD1 # & 7 @ 38376.280 1.64 GD1 # & 5 @ 38403.922 1.91 GD1 # $ *11F? 3 @ 38582.555 2.16 GD1 # $ *11F? 4 @ 38589.360 1.89 GD1 # & 8 @ 38693.480 1.60 GD1 # & 7 @ 38825.148 1.58 GD1 4F=7(*8S)5D#(*7D)6S(*8D)7S *9D 6 @ 39458.410 1.66 GD1 N 69 @ 39458.410 GD1 & 5 @ GD1 N 63 @ GD1 & 4 @ 40125.073 1.72 GD1 N 50 @ 40125.073 GD1 & 3 @ GD1 N 54 @ GD1 & 2 @ 40452.283 2.00 GD1 N 71 @ 40452.283 GD1 & 7 @ 39805.273 1.52 GD1 # & 3 @ 39884.550 2.23 GD1 4F=7(*8S)5D#(*7D)6S(*6D)7S 4 @ 39897.703 1.71 GD1 T 41 *7D @ 39897.703 GD1 # & 6 @ 40041.250 1.62 GD1 # & 5 @ 40058.095 1.69 GD1 # & 3 @ 40078.843 1.85 GD1 # & 5 @ 40153.473 1.87 GD1 # & 5 @ 40284.423 1.77 GD1 # & 3 @ 40588.967 2.29 GD1 # & 5 @ 40894.570 1.56 GD1 # & 4 @ 41021.507 1.83 GD1 # & 6 @ 41212.620 1.61 GD1 # & 4 @ 41370.473 1.99 GD1 # & 6 @ 41714.780 1.58 GD1 # $ *7G 1 @ 41883.740 -0.41 GD1 # & 2 @ 41982.749 0.80 GD1 # & 3 @ 42103.120 1.17 GD1 # & 2 @ 42167.604 2.38 GD1 # & 6 @ 42213.821 1.51 GD1 # & 7 @ 42582.594 1.51 GD1 # & 4 @ 42839.422 2.03 GD1 # 4F=7(*8S)5D6S8S? *9D 6 @ 43963.900 1.60 GD1 ? :GD#II#(*10D>2) @ 49603 GD1