4F=13 *2F 3+ @ 0.0 YB4 & 2+ @ 10214.0 YB4 4F=12(\3H<6)5D>1 (6,1+) 4+ 78529.2 YB4 R 85 78 (\3H)#\4F 78529.2 YB4 & 7+ 82185.6 YB4 R 97 53 (\3H)#\2K 82185.6 YB4 & 5+ 82673.1 YB4 R 80 77 (\3H)#\4G 82673.1 YB4 & 6+ 85545.6 YB4 R 93 34 (\3H)#\4I 85545.6 YB4 4F=12(\3H<6)5D>2 (6,2+) 3+ 84347.1 YB4 R 42 46 (\3H)#\4F 84347.1 YB4 & 8+ 85124.9 YB4 R 99 99 (\3H)#\4K 85124.9 YB4 & 4+ 88118.1 YB4 R 52 31 (\3H)#\4G 88118.1 YB4 & 5+ 88175.3 YB4 R 51 28 (\3H)#\2H 88175.3 YB4 & 7+ 88877.3 YB4 R 97 83 (\3H)#\4I 88877.3 YB4 & 6+ 89422.5 YB4 R 63 38 (\3H)#\4H 89422.5 YB4 4F=12(\3F<4)5D>1 (4,1+) 2+ 88321.9 YB4 R 45 22 (\3F)#\4D 88321.9 YB4 4F=12(\3F<4)5D>1 3+ 89520.6 YB4 U 37 (4,1+) 21 (\3F)#\4D 89520.6 YB4 4F=12(\3F<4)5D>1 4+ 90045.7 YB4 U 44 (4,1+) 23 (\3H)#\4G 90045.7 YB4 4F=12(\3H<6)5D>2 5+ 90834.2 YB4 U 23 (6,2+) 20 (\3H)#\2H 90834.2 YB4 4F=12(\3H<5)5D>2 (5,2+) 2+ 91482.3 YB4 R 40 59 (\3H)#\4F 91482.3 YB4 & 7+ YB4 R 99 59 (\3H)#\4K YB4 & 3+ 95977.0 YB4 R 47 30 (\3H)#\4G 95977.0 YB4 & 4+ 97592.9 YB4 R 64 24 (\3H)#\4G 97592.9 YB4 & 5+ 99180.4 YB4 R 76 43 (\3H)#\4H 99180.4 YB4 & 6+ YB4 R 91 58 (\3H)#\4I YB4 4F=12(\3H<5)5D>1 (5,1+) 3+ 91532.5 YB4 R 47 55 (\3H)#\2F 91532.5 YB4 & 6+ 91931.8 YB4 R 81 49 (\3H)#\4K 91931.8 YB4 & 5+ 95078.1 YB4 R 81 42 (\3H)#\4I 95078.1 YB4 & 4+ 95215.7 YB4 R 61 45 (\3H)#\2G 95215.7 YB4 4F=12(\3F<4)5D>2 (4,2+) 5+ 93080.9 YB4 R 55 47 (\3F)#\4G 93080.9 YB4 # 4F=12(\3F<4)5D>2 (4,2+) 4+ 94387.1 YB4 R 54 33 (\3F)#\4F 94387.1 YB4 # 4F=12(\3F<4)5D>1 2+ 94498.5 YB4 U 27 (4,1+) 27 (\3F)#\4P 94498.5 YB4 # 4F=12(\3F<4)5D>2 3+ 94834.2 YB4 U 24 (4,2+) 21 (\3F)#\4D 94834.2 YB4 # 4F=12(\3F<4)5D>2 6+ 95317.0 YB4 U 31 (4,2+) 31 (\3F)#\4H 95317.0 YB4 # 4F=12(\3H<4)5D>1 (4,1+) 5+ 97587.8 YB4 R 49 40 (\3H)#\4K 97587.8 YB4 # 4F=12(\3H<5)5D>2 2+ 98222.8 YB4 U 30 (5,2+) 26 (\3H)#\2F 98222.8 YB4 # 4F=12(\3F<3)5D>1 (3,1+) 3+ 98502.5 YB4 R 52 37 (\3F)#\4G 98502.5 YB4 # 4F=12(\3H<4)5D>1 4+ 98971.6 YB4 U 44 (4,1+) 25 (\3H)#\4I 98971.6 YB4 # 4F=12(\3F<2)5D>1 2+ 99344.8 YB4 U 43 (2,1+) 43 (\3F)#\4G 99344.8 YB4 # 4F=12(\3F<2)5D>1 3+ 100350.4 YB4 U 31 (2,1+) 25 (\3F)#\4H 100350.4 YB4 # 4F=12(\3H<4)5D>2 2+ 101318.4 YB4 U 18 (4,2+) 26 (\3H)#\4G 101318.4 YB4 # 4F=12(\3F<3)5D>1 (3,1+) 4+ 101966.6 YB4 R 53 36 (\3F)#\4H 101966.6 YB4 # 4F=12(\3F<3)5D>1 2+ 102158.1 YB4 U 34 (3,1+) 23 (\3F)#\4P 102158.1 YB4 # 4F=12(\3F<2)5D>2 3+ 102542.5 YB4 U 21 (2,2+) 35 (\3F)#\4F 102542.5 YB4 # 4F=12(\3H<4)5D>2 4+ 102790.1 YB4 U 23 (4,2+) 27 (\3F)#\4F 102790.1 YB4 # 4F=12(\3H<4)5D>2 5+ 102850.6 YB4 U 40 (4,2+) 29 (\3H)#\2I 102850.6 YB4 # 4F=12(\3F<3)5D>2 (3,2+) 2+ 103484.2 YB4 R 63 31 (\3F)#\4D 103484.2 YB4 # 4F=12(\3F<3)5D>2 3+ 104226.0 YB4 U 39 (3,2+) 59 (\3F)#\2G 104226.0 YB4 # 4F=12(\3F<3)5D>2 (3,2+) 4+ 104613.3 YB4 R 59 38 (\3F)#\2H 104613.3 YB4 # 4F=12(\3F<2)5D>2 3+ 105685.0 YB4 U 29 (2,2+) 32 (\3F)#\2F 105685.0 YB4 4F=12(\3H<6)6S>0 (6,+) 6+ 105978.8 YB4 R 99 99 (\3H)#\4H 105978.8 YB4 & 5+ 106801.7 YB4 Q 77 22 4F=12 5D 106801.7 YB4 4F=12(\3F<3)5D>2 3+ 106040.0 YB4 U 23 (3,2+) 20 (\3H)#\2G 106040.0 YB4 # 4F=12(\3F<3)5D>2 (3,2+) 5+ 106557.7 YB4 R 58 52 (\3F)#\4H 106557.7 YB4 # 4F=12(\3F<2)5D>2 (2,2+) 4+ 107566.2 YB4 R 46 28 (\3F)#\2H 107566.2 YB4 # 4F=12(\3F<2)5D>2 2+ 107873.4 YB4 U 40 (2,2+) 46 (\3F)#\2D 107873.4 YB4 # 4F=12(\3H<4)5D>1 4+ 109025.2 YB4 U 41 (4,1+) 38 (\1G)#\2H 109025.2 YB4 # 4F=12(\1G<4)5D>1 3+ 110808.7 YB4 U 35 (4,1+) 31 (\1G)#\2F 110808.7 YB4 # 4F=12(\1G<4)5D>2 3+ 111550.7 YB4 U 34 (4,2+) 28 (\3H)#\4H 111550.7 YB4 4F=12(\3F<4)6S>0 (4,+) 4+ 112189.4 YB4 R 64 64 (\3F)#\4F 112189.4 YB4 & 3+ 112772.6 YB4 R 55 39 (\3F)#\2F 112772.6 YB4 4F=12(\1D<2)5D>1 2+ 112679.1 YB4 U 21 (2,1+) 22 (\1G)#\2F 112679.1 YB4 # 4F=12(\1G<4)5D>2 4+ 112812.4 YB4 U 42 (4,2+) 31 (\1G)#\2G 112812.4 YB4 4F=12(\3H<5)6S>0 (5,+) 5+ 115910.8 YB4 R 98 66 (\3H)#\4H 115910.8 YB4 & 4+ 115974.6 YB4 R 98 66 115974.6 YB4 4F=12(\3F<2)5D>1 2+ 117026.4 YB4 U 18 (2,1+) 29 (\3F)#\2F 117026.4 YB4 # 4F=12(\1D<2)5D>2 2+ 120328.9 YB4 U 32 (2,2+) 22 (\1D)#\2F 120328.9 YB4 # 4F=12(\1I<6)5D>1 (6,1+) 4+ 120633.5 YB4 Q 53 32 4F=12 6S 120633.5 YB4 # 4F=12(\3H<4)6S>0 (4,+) 3+ 120667.2 YB4 R 54 54 (\3H)#\4H 120667.2 YB4 # 4F=12(\3P<2)5D>2 4+ 120773.8 YB4 U 34 (2,2+) 33 (\3P)#\4F 120773.8 YB4 # 4F=12(\3H<4)6S>0 4+ 121008.2 YB4 T 27 (4,+) 49 4F=12 5D 121008.2 YB4 4F=12(\3F<3)6S>0 (3,+) 2+ 122476.4 YB4 R 70 88 (\3F)#\4F 122476.4 YB4 & 3+ 122650.4 YB4 R 95 63 122650.4 YB4 4F=12(\3F<2)6S>0 (2,+) 1+ 122787.4 YB4 R 74 74 (\3F)#\4F 122787.4 YB4 & 2+ 123710.5 YB4 R 47 73 (\3F)#\2F 123710.5 YB4 4F=12(\3P<0)5D>2 2+ 124939.3 YB4 U 24 (0,2+) 42 (\3P)#\4D 124939.3 YB4 # 4F=12(\3P<1)5D>1 (1,1+) 2+ 126399.3 YB4 R 78 64 (\3P)#\4F 126399.3 YB4 # 4F=12(\1D<2)5D>2 3+ 126867.0 YB4 U 29 (2,2+) 39 (\3P)#\4D 126867.0 YB4 # 4F=12(\3P<1)5D>2 3+ 128900.2 YB4 U 39 (1,2+) 61 (\3P)#\4F 128900.2 YB4 4F=12(\1G<4)6S>0 (4,+) 3+ 130524.0 YB4 R 49 49 (\1G)#\2G 130524.0 YB4 & 4+ 130676.9 YB4 R 51 51 130676.9 YB4 4F=12(\3H<6)6P>0 (6,+)' 5+ @ 152589.1 YB4 R 97 71 (\3H)#*4G @ 152589.1 YB4 & 6+ @ 153208.4 YB4 R 99 46 (\3H)#*2I @ 153208.4 YB4 4F=12(\3F<4)6P>0 (4,+)' 3+ @ 158935.7 YB4 R 62 32 (\3F)#*4D @ 158935.7 YB4 & 4+ @ 158939.6 YB4 R 57 23 (\3F)#*2G @ 158939.6 YB4 4F=12(\3H<6)6P>1 (6,1+)' 7+ @ 161110.4 YB4 R 99 99 (\3H)#*4I @ 161110.4 YB4 & 4+ @ YB4 R 60 58 (\3H)#*4G @ YB4 & 5+ @ 162061.8 YB4 R 55 32 (\3H)#*4I @ 162061.8 YB4 & 6+ @ 162635.1 YB4 R 99 73 (\3H)#*4H @ 162635.1 YB4 4F=12(\3H<5)6P>0 (5,+)' 5+ @ 162991.9 YB4 R 58 58 (\3H)#*2H @ 162991.9 YB4 & 4+ @ 163002.5 YB4 R 69 76 (\3H)#*2G @ 163002.5 YB4 4F=12(\3H<4)6P>0 (4,+)' 4+ @ 167196.3 YB4 R 38 38 (\3H)#*4I @ 167196.3 YB4 & 3+ @ 167413.4 YB4 R 48 24 (\3H)#*4G @ 167413.4 YB4 4F=12(\3F<4)6P>1 (4,1+)' 2+ @ 167591.0 YB4 R 40 28 (\1G)#*2F @ 167591.0 YB4 & 5+ @ 168021.4 YB4 R 59 59 (\3F)#*4G @ 168021.4 YB4 & 4+ @ 168092.9 YB4 R 44 34 (\3F)#*2G @ 168092.9 YB4 & 3+ @ 168124.6 YB4 R 46 33 (\3F)#*4D @ 168124.6 YB4 4F=12(\3F<3)6P>0 (3,+)' 2+ @ 169279.8 YB4 R 84 43 (\3F)#*4F @ 169279.8 YB4 & 3+ @ 169417.6 YB4 R 61 44 (\3F)#*2F @ 169417.6 YB4 4F=12(\3F<2)6P>0 (2,+)' 1+ @ 169733.3 YB4 R 73 40 (\3F)#*4F @ 169733.3 YB4 & 2+ @ 170669.6 YB4 R 51 35 (\3F)#*2D @ 170669.6 YB4 4F=12(\3H<5)6P>1 (5,1+)' 6+ @ 170974.7 YB4 R100 67 (\3H)#*4I @ 170974.7 YB4 & 3+ @ 171510.4 YB4 R 76 45 (\3H)#*4G @ 171510.4 YB4 & 4+ @ 171867.0 YB4 R 96 34 (\3H)#*4H @ 171867.0 YB4 & 5+ @ 172211.3 YB4 R 99 59 (\3H)#*4H @ 172211.3 YB4 4F=12(\3H<4)6P>1 (4,1+)' 2+ @ 175765.1 YB4 R 56 56 (\3H)#*4G @ 175765.1 YB4 & 5+ @ 176127.7 YB4 R 57 36 (\3H)#*2I @ 176127.7 YB4 & 4+ @ 176478.9 YB4 R 44 28 (\3H)#*4I @ 176478.9 YB4 & 3+ @ 176542.8 YB4 R 51 37 (\3H)#*4H @ 176542.8 YB4 4F=12(\1G<4)6P>0 3+ @ 177796.3 YB4 U 45 (4,+)' 29 (\1G)#*2F @ 177796.3 YB4 4F=12(\3F<3)6P>1 (3,1+)' 3+ @ 178036.7 YB4 R 81 37 (\3F)#*4F @ 178036.7 YB4 & 2+ @ 178049.9 YB4 R 68 42 (\3F)#*4D @ 178049.9 YB4 & 1+ @ YB4 R 60 79 (\3F)#*4D @ YB4 & 4+ @ 178524.6 YB4 R 93 60 (\3F)#*4G @ 178524.6 YB4 4F=12(\3F<2)6P>1 (2,1+)' 2+ @ 178684.9 YB4 R 49 48 (\3F)#*2F @ 178684.9 YB4 & + @ YB4 R 77 76 (\3F)#*4D @ YB4 & 1+ @ YB4 R 49 45 (\3F)#*2D @ YB4 & 3+ @ 179305.5 YB4 R 68 49 (\3F)#*2G @ 179305.5 YB4 4F=12(\1D<2)6P>0 2+ @ 184497.6 YB4 U 34 (2,+)' 30 (\1D)#*2F @ 184497.6 YB4 4F=12(\1G<4)6P>1 (4,1+)' 2+ @ 185869.2 YB4 R 48 47 (\1G)#*2F @ 185869.2 YB4 & 5+ @ 185941.1 YB4 R 54 54 (\1G)#*2H @ 185941.1 YB4 & 3+ @ 185972.2 YB4 R 54 34 (\1G)#*2G @ 185972.2 YB4 & 4+ @ 186461.7 YB4 R 53 40 (\1G)#*2G @ 186461.7 YB4 ? :YB#V#(\3H<6) 351300 4F=14 \1S 0 0.00 YB3 4F=13(*2F>3)5D>1 (3+,1+)' 2 @ 33385.80 YB3 R 79 91 *3P @ 33385.80 YB3 & 5 @ 37020.25 YB3 R 96 54 *3H @ 37020.25 YB3 & 3 @ 39141.18 YB3 R 94 56 *3D @ 39141.18 YB3 & 4 @ 40160.03 YB3 R 93 47 *3F @ 40160.03 YB3 4F=13(*2F>3)6S>0 (3+,+)' 4 @ 34656.13 YB3 R100 100 *3F @ 34656.13 YB3 & 3 @ 34990.66 YB3 R100 54 *1F @ 34990.66 YB3 4F=13(*2F>3)5D>2 (3+,2+)' 6 @ 39085.39 YB3 R100 100 *3H @ 39085.39 YB3 & 1 @ 39720.79 YB3 R 67 81 *3P @ 39720.79 YB3 & 2 @ 40288.07 YB3 R 81 57 *1D @ 40288.07 YB3 & 4 @ 42425.08 YB3 R 92 46 *3F @ 42425.08 YB3 & 3 @ 43019.16 YB3 R 93 40 *1F @ 43019.16 YB3 & 5 @ 43622.75 YB3 R 95 83 *3G @ 43622.75 YB3 4F=13(*2F>2)6S>0 (2+,+)' 2 @ 44853.59 YB3 R100 100 *3F @ 44853.59 YB3 & 3 @ 45207.64 YB3 R100 54 @ 45207.64 YB3 4F=13(*2F>2)5D>2 (2+,2+)' 0 @ 45276.85? YB3 R100 100 *3P @ 45276.85? YB3 & 1 @ 50029.42 YB3 R 84 83 *3D @ 50029.42 YB3 & 5 @ 50357.46 YB3 R 98 43 *3H @ 50357.46 YB3 & 2 @ 51463.38 YB3 R 95 48 *3F @ 51463.38 YB3 & 3 @ 53122.79 YB3 R 96 39 *3F @ 53122.79 YB3 & 4 @ 53735.86 YB3 R 96 57 *3G @ 53735.86 YB3 4F=13(*2F>2)5D>1 (2+,1+)' 4 @ 47056.92 YB3 R 93 80 *3H @ 47056.92 YB3 & 2 @ 48414.67 YB3 R 95 40 *3F @ 48414.67 YB3 & 3 @ 51581.78 YB3 R 97 52 *3G @ 51581.78 YB3 & 1 @ 53365.19 YB3 R 72 89 *1P @ 53365.19 YB3 4F=13(*2F>3)6P>0 (3+,+) 3 72140.35 YB3 R 98 69 \3D 72140.35 YB3 & 4 72486.97 YB3 R 99 46 \3G 72486.97 YB3 4F=13(*2F>3)6P>1 (3+,1+) 5 78020.45 YB3 R100 100 \3G 78020.45 YB3 & 2 78183.44 YB3 R 99 49 \1D 78183.44 YB3 & 3 78779.29 YB3 R 97 44 \1F 78779.29 YB3 & 4 79282.90 YB3 R 99 77 \3F 79282.90 YB3 4F=13(*2F>2)6P>0 (2+,+) 3 82546.33 YB3 R 98 77 \3G 82546.33 YB3 & 2 82907.42 YB3 R 98 44 \1D 82907.42 YB3 4F=13(*2F>2)6P>1 (2+,1+) 1 87612.61 YB3 R100 100 \3D 87612.61 YB3 & 4 88497.90 YB3 R100 52 \3G 88497.90 YB3 & 2 88977.09 YB3 R 98 65 \3F 88977.09 YB3 & 3 89397.41 YB3 R 99 53 \3F 89397.41 YB3 4F=13(*2F>3)7S>0 (3+,+)' 4 @ 120247.02 YB3 R100 100 *3F @ 120247.02 YB3 & 3 @ 120364.81 YB3 R100 56 *1F @ 120364.81 YB3 4F=13(*2F>3)6D>1? (3+,1+)'? 4 @ 125810.04 YB3 4F=13(*2F>3)6D>2? (3+,2+)'? 6 @ YB3 & 1 @ YB3 & 2 @ 125986.98 YB3 & 4 @ 126456.07 YB3 & 3 @ 126559.11 YB3 & 5 @ YB3 4F=13(*2F>2)7S>0 (2+,+)' 2 @ 130457.45 YB3 R100 100 *3F @ 130457.45 YB3 & 3 @ 130551.08 YB3 R100 56 @ 130551.08 YB3 4F=13(*2F>2)6D>1? (2+,1+)'? 4,3 @ 132864.02 YB3 4F=13(*2F>2)6D>1? (2+,1+)'? 1,2 @ 133997.33 YB3 4F=13(*2F>2)6D>1? (2+,1+)'? 3,2 @ 135355.31 YB3 4F=13(*2F>2)6D>2? (2+,2+)'? 2 @ 136350.98 YB3 4F=13(*2F>2)6D>2? (2+,2+)'? 3 @ 136699.69 YB3 4F=13(*2F>2)6D>2? (2+,2+)'? 4,3 @ 136849.44 YB3 ? :YB#IV#(*2F>3) @ 202070 YB3 4F=13(*2F)6S=2 *2F 3+ @ 21418.75 1.145 YB2 Q 98 1 (*2F>3)5D=2(\1S)#!1[3+]' @ 21418.75 YB2 & 2+ @ 31568.08 0.862 YB2 Q 90 7 (*2F>3)5D6S(\3D)#!3[3+]' @ 31568.08 YB2 4F=13(*2F>3)5D6S(\3D) !3[1+]' 2+ @ 26759.02 1.570 YB2 Q 95 2 (*2F>3)(\3D)#!3[2+]' @ 26759.02 YB2 & 1+ @ 28757.98 1.440 YB2 Q 62 27 (*2F>3)(\1D)#!1[1+]' @ 28757.98 YB2 & + @ 33653.86 1.320 YB2 Q 77 13 (*2F>2)(\3D)#!3[+]' @ 33653.86 YB2 4F=14(\1S)6P *2P + @ 27061.82 0.667 YB2 & 1+ @ 30392.23 1.333 YB2 4F=13(*2F>3)5D6S(\3D) !3[5+]' 4+ @ 30224.33 0.935 YB2 Q 96 2 (*2F>3)(\3D)#!3[4+]' @ 30224.33 YB2 & 5+ @ 30562.79 1.112 YB2 Q 92 4 (*2F>3)(\1D)#!1[5+]' @ 30562.79 YB2 & 6+ @ 31631.59 1.230 YB2 N100 @ 31631.59 YB2 , !3[2+]' 3+ @ 31979.90 1.331 YB2 Q 69 28 (*2F>3)(\3D)#!3[3+]' @ 31979.90 YB2 & 2+ @ 32371.10 1.170 YB2 Q 66 24 (*2F>3)(\3D)#!3[3+]' @ 32371.10 YB2 & 1+ @ 32981.59 0.866 YB2 Q 85 10 (*2F>3)(\3D)#!3[1+]' @ 32981.59 YB2 , !3[3+]' 4+ @ 33052.29 1.264 YB2 Q 71 23 (*2F>3)(\3D)#!3[4+]' @ 33052.29 YB2 & 2+ @ 34389.76 1.007 YB2 Q 51 29 (*2F>3)(\3D)#!3[2+]' @ 34389.76 YB2 & 3+ @ 35059.00 1.124 YB2 Q 56 26 (*2F>3)(\3D)#!3[4+]' @ 35059.00 YB2 , !3[4+]' 3+ @ 33494.68 0.991 YB2 Q 65 15 (*2F>3)(\3D)#!3[3+]' @ 33494.68 YB2 & 4+ @ 35019.13 1.158 YB2 Q 67 27 (*2F>3)(\3D)#!3[3+]' @ 35019.13 YB2 & 5+ @ 35831.68 1.214 YB2 Q 77 20 (*2F>3)(\1D)#!1[5+]' @ 35831.68 YB2 4F=13(*2F>3)5D6S(\1D) !1[1+]' 1+ @ 34575.37 1.434 YB2 Q 53 27 (*2F>2)(\3D)#!3[+]' @ 34575.37 YB2 , !1[5+]' 5+ @ 34784.95 1.119 YB2 Q 70 18 (*2F>3)(\3D)#!3[4+]' @ 34784.95 YB2 , !1[2+]' 2+ @ 37077.59 1.113 YB2 Q 74 17 (*2F>3)(\3D)#!3[3+]' @ 37077.59 YB2 , !1[3+]' 3+ @ 37516.59 1.119 YB2 Q 80 9 (*2F>3)5D=2(\1D)#!1[3+]' @ 37516.59 YB2 , !1[4+]' 4+ @ 38342.02 1.093 YB2 Q 81 11 (*2F>3)5D=2(\1D)#!1[4+]' @ 38342.02 YB2 4F=13(*2F>2)5D6S(\3D) !3[+]' + @ 39378.89 1.850 YB2 Q 80 13 (*2F>2)(\1D)#!1[+]' @ 39378.89 YB2 , !3[4+]' 3+ @ 40035.82 0.720 YB2 Q 94 4 (*2F>3)(\3D)#!3[4+]' @ 40035.82 YB2 & 4+ @ 40917.91 0.967 YB2 Q 87 8 (*2F>2)(\1D)#!1[4+]' @ 40917.91 YB2 & 5+ @ 42915.13 1.115 YB2 Q 98 1 (*2F>3)(\3D)#!3[4+]' @ 42915.13 YB2 , !3[1+]' 2+ @ 41678.73 1.193 YB2 Q 68 26 (*2F>2)(\3D)#!3[2+]' @ 41678.73 YB2 & 1+ @ 41688.45 0.784 YB2 Q 46 47 (*2F>2)(\3D)#!3[2+]' @ 41688.45 YB2 & + @ 43007.79 0.15 YB2 Q 91 9 (*2F>2)(\1D)#!1[+]' @ 43007.79 YB2 , !3[2+]' 1+ @ 43075.09 0.96 YB2 Q 43 34 (*2F>2)(\3D)#!3[1+]' @ 43075.09 YB2 & 2+ @ 43956.41 0.99 YB2 Q 46 33 (*2F>2)(\3D)#!3[3+]' @ 43956.41 YB2 & 3+ @ 44438.03 1.10 YB2 Q 53 40 (*2F>2)(\3D)#!3[3+]' @ 44438.03 YB2 , !3[3+]' 2+ @ 44497.51 0.734 YB2 Q 63 22 (*2F>2)(\3D)#!3[2+]' @ 44497.51 YB2 & 3+ @ 45429.82 1.150 YB2 Q 48 41 (*2F>2)(\3D)#!3[2+]' @ 45429.82 YB2 & 4+ @ 46169.78 1.10 YB2 Q 77 20 (*2F>2)(\1D)#!1[4+]' @ 46169.78 YB2 4F=13(*2F>2)5D6S(\3D) 1+ @ 44940.61 1.244 YB2 T 29 !3[+]' 17 (*2F>3)5D=2(\3F)#!3[1+]' @ 44940.61 YB2 4F=13(*2F>3)5D=2(\3F) !3[2+]' 2+ @ 45012.79 1.281 YB2 Q 48 34 (*2F>3)(\3F)#!3[1+]' @ 45012.79 YB2 4F=13(*2F>3)5D=2(\3F) 3+ @ 45273.02 1.18 YB2 T 34 !3[3+]' 34 (*2F>3)(\3F)#!3[2+]' @ 45273.02 YB2 4F=13(*2F>2)5D6S(\1D) !1[4+]' 4+ @ 45335.03 1.01 YB2 Q 65 20 (*2F>2)(\3D)#!3[3+]' @ 45335.03 YB2 4F=13(*2F>3)5D=2(\3F) 1+ @ 45737.29 1.333 YB2 T 34 !3[1+]' 22 (*2F>3)(\3F)#!3[+]' @ 45737.29 YB2 4F=13(*2F>3)5D=2(\3F) !3[3+]' 4+ @ 46354.55 1.29 YB2 Q 54 28 (*2F>3)(\3P)#!3[3+]' @ 46354.55 YB2 , !3[6+]' 5+ @ 46547.72 0.97 YB2 Q 82 14 (*2F>3)(\3F)#!3[5+]' @ 46547.72 YB2 & 6+ @ 47680.40 1.12 YB2 Q 85 15 (*2F>3)(\3F)#!3[5+]' @ 47680.40 YB2 & 7+ @ 48923.30 1.20 YB2 Q 96 4 (*2F>3)(\1G)#!1[7+]' @ 48923.30 YB2 4F=13(*2F>3)5D=2(\3F) !3[1+]' + @ 46902.71 1.30 YB2 Q 48 24 (*2F>3)(\3F)#!3[+]' @ 46902.71 YB2 4F=13(*2F>2)5D6S(\1D) !1[1+]' 1+ @ 47005.46 0.990 YB2 Q 77 8 (*2F>2)(\3D)#!3[+]' @ 47005.46 YB2 , !1[+]' + @ 47228.96 0.74 YB2 Q 50 14 (*2F>3)(\3D)#!3[1+]' @ 47228.96 YB2 , !1[2+]' 2+ @ 47329.44 0.990 YB2 Q 58 12 (*2F>3)5D=2(\3F)#!3[1+]' @ 47329.44 YB2 4F=13(*2F>3)5D=2(\3F) !3[5+]' 4+ @ 47663.52 0.98 YB2 Q 62 19 (*2F>3)(\3F)#!3[4+]' @ 47663.52 YB2 & 5+ @ 48503.82 1.10 YB2 Q 54 28 (*2F>3)(\3F)#!3[4+]' @ 48503.82 YB2 & 6+ @ 49727.19 1.20 YB2 Q 84 15 (*2F>3)(\3F)#!3[6+]' @ 49727.19 YB2 4F=13(*2F>3)5D=2(\3F) 3+ @ 47758.54 1.08 YB2 T 41 !3[4+]' 38 (*2F>3)(\3F)#!3[2+]' @ 47758.54 YB2 4F=13(*2F>3)5D=2(\3F) !3[+]' 1+ @ 48024.70 1.38 YB2 Q 53 30 (*2F>3)(\3F)#!3[2+]' @ 48024.70 YB2 & + @ 49419.13 1.41 YB2 Q 67 22 (*2F>3)(\3D)#!3[1+]' @ 49419.13 YB2 4F=13(*2F>3)5D=2(\3F) 2+ @ 48272.77 1.14 YB2 T 36 !3[1+]' 22 (*2F>2)5D6S(\1D)#!1[2+]' @ 48272.77 YB2 4F=13(*2F>2)5D6S(\1D) !1[3+]' 3+ @ 48556.57 0.941 YB2 Q 81 11 (*2F>2)5D=2(\1D)#!1[3+]' @ 48556.57 YB2 4F=13(*2F>3)5D=2(\3F) !3[4+]' 3+ @ 49008.93 1.03 YB2 Q 43 15 (*2F>3)(\3F)#!3[2+]' @ 49008.93 YB2 & 4+ @ 49916.50 1.090 YB2 Q 52 31 (*2F>3)(\3F)#!3[5+]' @ 49916.50 YB2 & 5+ @ 50468.05 1.213 YB2 Q 49 28 (*2F>3)(\3F)#!3[5+]' @ 50468.05 YB2 4F=13(*2F>3)5D=2(\3F) 1+ @ 50832.65 0.956 YB2 T 35 !3[2+]' 30 (*2F>3)(\3F)#!3[1+]' @ 50832.65 YB2 4F=13(*2F>3)5D=2(\3F) 2+ @ 51248.86 1.034 YB2 T 40 !3[3+]' 25 (*2F>3)(\3F)#!3[2+]' @ 51248.86 YB2 4F=13(*2F>3)5D=2(\1G) !1[+]' + @ 52067.87 0.54 YB2 Q 67 20 (*2F>3)(\3F)#!3[1+]' @ 52067.87 YB2 4F=13(*2F>3)5D=2(\3P) !3[3+]' 4+ @ 52880.75 1.26 YB2 Q 45 35 (*2F>3)(\3F)#!3[3+]' @ 52880.75 YB2 & 3+ @ 52921.62 1.15 YB2 Q 51 36 @ 52921.62 YB2 & 2+ @ 53120.58 0.944 YB2 Q 67 10 @ 53120.58 YB2 4F=13(*2F>3)5D=2(\1G) !1[1+]' 1+ @ 52987.76 1.131 YB2 Q 61 12 (*2F>2)(\3F)#!3[1+]' @ 52987.76 YB2 , !1[7+]' 7+ @ 53322.89 1.04 YB2 Q 96 4 (*2F>3)(\3F)#!3[6+]' @ 53322.89 YB2 4F=13(*2F>3)5D=2(\1D) !1[3+]' 3+ @ 53644.89 1.18 YB2 Q 45 13 (*2F>2)(\3F)#!3[2+]' @ 53644.89 YB2 4F=13(*2F>2)5D=2(\3F) 2+ @ 53716.38 1.183 YB2 T 32 !3[2+]' 19 (*2F>3)(\1D)#!1[2+]' @ 53716.38 YB2 4F=13(*2F>3)5D=2(\1D) !1[5+]' 5+ @ 54192.51 1.11 YB2 Q 70 8 (*2F>3)(\3F)#!3[4+]' @ 54192.51 YB2 4F=13(*2F>3)5D=2(\1D) !1[4+]' 4+ @ 54640.82 1.13 YB2 Q 60 10 (*2F>3)(\3P)#!3[3+]' @ 54640.82 YB2 , !1[1+]' 1+ @ 55221.46 1.11 YB2 Q 56 22 (*2F>3)(\3P)#!3[2+]' @ 55221.46 YB2 4F=13(*2F>3)5D=2(\3P) !3[4+]' 3+ @ 55462.68 0.878 YB2 Q 62 22 (*2F>2)(\3F)#!3[4+]' @ 55462.68 YB2 & 4+ @ 56088.39 1.11 YB2 Q 63 10 (*2F>3)(\1G)#!1[4+]' @ 56088.39 YB2 & 5+ @ 56621.15 1.16 YB2 Q 64 14 (*2F>3)(\1G)#!1[5+]' @ 56621.15 YB2 4F=13(*2F>3)5D=2(\3P) 2+ @ 56056.91 1.12 YB2 T 32 !3[2+]' 32 (*2F>3)(\3F)#!3[2+]' @ 56056.91 YB2 4F=13(*2F>2)5D=2(\3F) !3[5+]' 4+ @ 56480.77 0.76 YB2 Q 94 3 (*2F>3)(\3P)#!3[4+]' @ 56480.77 YB2 & 5+ @ 58051.51 0.95 YB2 N 99 @ 58051.51 YB2 & 6+ @ 59632.21? YB2 Q 93 7 (*2F>2)(\1G)#!1[6+]' @ 59632.21? YB2 4F=13(*2F>3)5D=2(\3P) !3[2+]' 3+ @ 56500.64 1.352 YB2 Q 77 8 (*2F>3)(\3P)#!3[3+]' @ 56500.64 YB2 & 2+ @ 57798.51 1.151 YB2 Q 50 22 (*2F>3)(\1D)#!1[2+]' @ 57798.51 YB2 & 1+ @ 58162.75 0.94 YB2 Q 60 18 (*2F>3)(\1D)#!1[1+]' @ 58162.75 YB2 4F=13(*2F>2)5D=2(\3F) 1+ @ 56840.04 0.90 YB2 T 40 !3[2+]' 19 (*2F>2)(\3F)#!3[1+]' @ 56840.04 YB2 4F=13(*2F>2)5D=2(\3F) !3[+]' + @ 56977.71 2.19 YB2 Q 90 8 (*2F>2)(\3F)#!3[1+]' @ 56977.71 YB2 & 1+ @ 59777.07 1.63 YB2 Q 71 21 @ 59777.07 YB2 4F=13(*2F>3)5D=2(\1G) !1[3+]' 3+ @ 57103.02 1.10 YB2 Q 82 11 (*2F>3)(\1D)#!1[3+]' @ 57103.02 YB2 4F=13(*2F>2)5D=2(\3F) !3[4+]' 3+ @ 57534.45 0.87 YB2 Q 54 16 (*2F>2)(\3F)#!3[3+]' @ 57534.45 YB2 & 4+ @ 59046.89 1.08 YB2 Q 57 24 (*2F>2)(\3F)#!3[3+]' @ 59046.89 YB2 & 5+ @ 61442.82 1.11 YB2 Q 91 4 (*2F>3)(\1G)#!1[5+]' @ 61442.82 YB2 4F=13(*2F>3)5D=2(\1G) !1[6+]' 6+ @ 57561.62 1.04 YB2 Q 94 5 (*2F>2)(\1G)#!1[6+]' @ 57561.62 YB2 4F=13(*2F>3)5D=2(\1G) !1[4+]' 4+ @ 58484.54 1.02 YB2 Q 75 11 (*2F>2)(\3F)#!3[4+]' @ 58484.54 YB2 4F=13(*2F>2)5D=2(\3F) !3[3+]' 2+ @ 58661.13 0.86 YB2 Q 59 14 (*2F>2)(\3F)#!3[2+]' @ 58661.13 YB2 & 3+ @ 59624.66 YB2 Q 60 19 (*2F>2)(\3F)#!3[4+]' @ 59624.66 YB2 & 4+ @ 60649.86 1.10 YB2 Q 57 20 (*2F>2)(\3F)#!3[4+]' @ 60649.86 YB2 , !3[1+]' + @ 58672.53 0.538 YB2 Q 69 15 (*2F>3)(\1G)#!1[+]' @ 58672.53 YB2 4F=13(*2F>2)5D=2(\3F) 2+ @ 59439.08 0.994 YB2 T 33 !3[1+]' 29 (*2F>2)(\3F)#!3[2+]' @ 59439.08 YB2 4F=13(*2F>3)5D=2(\1G) !1[5+]' 5+ @ 59753.84 1.11 YB2 Q 73 14 (*2F>3)(\1D)#!1[5+]' @ 59753.84 YB2 4F=13(*2F>2)5D=2(\3F) 1+ @ 60910.14 1.00 YB2 T 36 !3[1+]' 20 (*2F>2)(\3F)#!3[+]' @ 60910.14 YB2 4F=13(*2F>2)5D=2(\3F) !3[2+]' 3+ @ 62046.07 1.14 YB2 Q 67 11 (*2F>2)(\1D)#!1[3+]' @ 62046.07 YB2 4F=13(*2F>2)5D=2(\3F) 2+ @ 62163.92 YB2 T 33 !3[1+]' 32 (*2F>2)(\3F)#!3[2+]' @ 62163.92 YB2 4F=13(*2F>2)5D=2(\3P) !3[2+]' 1+ @ 63028.26 0.51 YB2 Q 66 22 (*2F>2)(\3F)#!3[2+]' @ 63028.26 YB2 & 2+ @ 63417.03 1.01 YB2 Q 75 4 (*2F>2)(\1G)#!1[2+]' @ 63417.03 YB2 & 3+ @ 64169.39 YB2 Q 51 17 (*2F>2)(\1D)#!1[3+]' @ 64169.39 YB2 4F=14(\1S)7P *2P + @ 63706.25 0.661 YB2 & 1+ @ 65594.10 YB2 4F=13(*2F>2)5D=2(\1G) !1[1+]' 1+ @ 64191.97 1.193 YB2 Q 80 5 (*2F>2)(\3F)#!3[2+]' @ 64191.97 YB2 4F=13(*2F>2)5D=2(\1D) !1[4+]' 4+ @ 64365.00 YB2 Q 68 10 (*2F>2)(\1G)#!1[4+]' @ 64365.00 YB2 4F=13(*2F>2)5D=2(\1D) 3+ @ 64970.74 YB2 T 40 !1[3+]' 28 (*2F>2)(\3P)#!3[2+]' @ 64970.74 YB2 4F=13(*2F>2)5D=2(\1D) !1[+]' + @ 65149.31 YB2 Q 64 30 (*2F>2)(\3P)#!3[1+]' @ 65149.31 YB2 4F=13(*2F>2)5D=2(\1G) !1[2+]' 2+ @ 65739.47 0.879 YB2 Q 31 23 (*2F>2)(\3P)#!3[3+]' @ 65739.47 YB2 4F=13(*2F>2)5D=2(\1D) !1[1+]' 1+ @ 66189.00 0.91 YB2 Q 67 22 (*2F>2)(\3P)#!3[1+]' @ 66189.00 YB2 4F=13(*2F>2)5D=2(\1G) 2+ @ 66205.87 YB2 T 32 !1[2+]' 19 (*2F>2)(\1D)#!1[2+]' @ 66205.87 YB2 4F=13(*2F>2)5D=2(\3P) !3[3+] 3+ @ 66796.03 YB2 Q 81 10 (*2F>2)(\3F)#!3[3+]' @ 66796.03 YB2 4F=13(*2F>2)5D=2(\3P) !3[1+]' 1+ @ 67789.60? YB2 Q 73 20 (*2F>2)(\1D)#!1[1+]' @ 67789.60? YB2 & 2+ @ 67933.51 1.17 YB2 Q 72 22 (*2F>2)(\1G)#!1[2+]' @ 67933.51 YB2 & + @ YB2 Q 70 28 (*2F>2)(\1D)#!1[+]' @ YB2 4F=14(\1S)5F *2F 2+ @ 70502.90 YB2 & 3+ @ 70580.19 YB2 4F=14(\1S)6F *2F 2+ @ 80458.95 YB2 & 3+ @ 80471.80 YB2 & 4+ @ 84217.85 1.19 YB2 # & 3+ @ 84444.07 YB2 # & 2+ @ 84632.71 YB2 4F=14(\1S)7F *2F 2+ @ 85898.13 YB2 & 3+ @ 85906.20 YB2 & 2+ @ 86148.67 1.575 YB2 # & 1+ @ 86226.31 1.35 YB2 # & 3+ @ 87385.74 1.14 YB2 # & 5+ @ 88702.97 1.08? YB2 # & 3+ @ 88721.12 1.17 YB2 4F=14(\1S)8F *2F 2+ @ 89175.85 YB2 & 3+ @ 89185.44 YB2 & 4+ @ 89605.80 0.94? YB2 # & 2+ @ 89615.59 YB2 # & 1+ @ 89897.55 1.01 YB2 # & 3+ @ 90142.74 YB2 # & 4+ @ 90209.67 YB2 # & 5+ @ 90279.08 1.12 YB2 # & 4+ @ 90717.54 YB2 # & 2+ @ 90859.07 YB2 # & 3+ @ 91237.94 YB2 # & 6+ @ 91301.57 1.22 YB2 4F=14(\1S)9F *2F 3+ @ 91311.40 YB2 & 2+ @ 91314.85 YB2 & 3+ @ 91536.40 1.13? YB2 # & 2+ @ 91602.54 1.17 YB2 # & 4+ @ 92015.76 YB2 # & 1+ @ 92278.27 1.49? YB2 # & 3+ @ 92303.24 YB2 # & 5+ @ 92647.34 YB2 4F=14(\1S)10F *2F 2+ @ 92764.62 YB2 & 3+ @ 92766.91 YB2 & 4+ @ 92914.15 YB2 # & 3+ @ 92919.10 YB2 # & 3+ @ 92976.50 YB2 # & 5+ @ 93096.30 1.23 YB2 # & 3+ @ 93195.03 YB2 # & 5+ @ 93242.39 YB2 # & 6+ @ 93246.19 1.21? YB2 # & 3+ @ 93463.01 YB2 # & 4+ @ 93503.89 YB2 # & 2+ @ 93546.00 YB2 # 4F=14(\1S)11F *2F 3+ @ 93808.12 YB2 # & 2+ @ 93864.57 YB2 # & 4+ @ 93867.22 YB2 # & 1+ @ 93998.52 YB2 # & 3+ @ 94008.96 YB2 # & 3+ @ 94303.58 1.12 YB2 # & 5+ @ 94335.70 YB2 # & 4+ @ 94360.00 YB2 # & 1+ @ 94428.80 YB2 # 4F=14(\1S)12F *2F 3+ @ 94579.04 YB2 # & 1+ @ 94823.18 YB2 # 4F=14(\1S)13F *2F 3+ @ 95163.35 YB2 # & 4+ @ 95550.55 YB2 # 4F=14(\1S)14F *2F 3+ @ 95619.7 YB2 # & 3+ @ 95691.32 YB2 # & 5+ @ 95754.30 0.89? YB2 # & 5+ @ 96382.06 1.23 YB2 # & 4+ @ 96482.44 YB2 # & 5+ @ 96898.03 YB2 # & 6+ @ 97043.28 YB2 # & 4+ @ 97086.51 YB2 ? :YB#III#(\1S<0) 98269 YB2 & 4+ @ 98521.73 YB2 # & 6+ @ 98620.02 YB2 # & 5+ @ 98802.66 YB2 # & 6+ @ 98829.49 YB2 # & 5+ @ 99246.37 YB2 # & 4+ @ 99414.42 YB2 # & 5+ @ 100025.57 YB2 4F=14(\1S)6S \2S + 0.00 1.998 YB2 4F=14(\1S)5D \2D 1+ 22960.80 1.802 YB2 & 2+ 24332.69 1.202 YB2 4F=13(*2F>3)6S6P(*3P<0) (3+,0) 3+ 47912.31 1.280 YB2 Q 85 10 (*2F>3)(*3P<1) 47912.31 YB2 4F=13(*2F>3)6S6P(*3P<1) (3+,1) 3+ 48900.41 1.0 YB2 Q 82 11 (*2F>3)(*3P<0) 48900.41 YB2 & 4+ 49301.16 1.187 YB2 Q 89 5 (*2F>3)(*1P<1) 49301.16 YB2 & 2+ 49498.04 1.145 YB2 Q 83 6 (*2F>3)(*1P<1) 49498.04 YB2 4F=13(*2F>3)6S6P(*3P<2) (3+,2) 5+ 52517.35 1.27 YB2 Q 95 4 (*2F>3)5D6P(*3P<2) 52517.35 YB2 & 1+ 52938.01 0.877 YB2 Q 95 4 (*2F>3)5D6P(*3P<2) 52938.01 YB2 & 2+ 53404.96 1.033 YB2 Q 89 5 (*2F>3)(*3P<1) 53404.96 YB2 & 3+ 53715.26 1.181 YB2 Q 93 4 (*2F>3)5D6P(*3P<2) 53715.26 YB2 & 4+ 53720.71 1.26 YB2 Q 95 4 (*2F>3)5D6P(*3P<2) 53720.71 YB2 4F=14(\1S)7S \2S + 54304.30 2.001 YB2 4F=13(*2F>3)5D6P(*3F<2) (3+,2) 1+ 55702.07 1.693 YB2 Q 76 8 (*2F>3)(*3F<3) 55702.07 YB2 & 2+ 58823.58 1.266 YB2 Q 36 20 (*2F>3)6S6P(*1P<1) 58823.58 YB2 & 5+ 58961.37 0.974 YB2 Q 74 21 (*2F>3)(*1D<2) 58961.37 YB2 & 3+ 61051.06 1.18 YB2 Q 64 18 (*2F>3)(*1D<2) 61051.06 YB2 & 4+ 61214.66 1.07 YB2 Q 54 30 (*2F>3)(*1D<2) 61214.66 YB2 4F=13(*2F>3)5D6P(*1P<1) 2+ 56375.91 1.226 YB2 T 24 (3+,1) 22 (*2F>3)6S6P(*1P<1) 56375.91 YB2 4F=13(*2F>3)6S6P(*1P<1) (3+,1) 4+ 57765.32 1.12 YB2 Q 45 36 (*2F>3)5D6P(*1P<1) 57765.32 YB2 4F=13(*2F>2)6S6P(*3P<0) (2+,0) 2+ 58283.91 0.77 YB2 Q 87 5 (*2F>2)(*3P<1) 58283.91 YB2 4F=13(*2F>3)6S6P(*1P<1) 3+ 59090.13 1.122 YB2 T 36 (3+,1) 25 (*2F>3)5D6P(*1P<1) 59090.13 YB2 4F=13(*2F>2)6S6P(*3P<1) (2+,1) 2+ 59259.24 1.105 YB2 Q 78 6 (*2F>2)(*3P<0) 59259.24 YB2 & 3+ 59618.90 1.00 Y22 Q 65 15 (*2F>3)(*1P<1) 59618.90 YB2 & 1+ 59710.65 0.82 YB2 Q 82 5 (*2F>2)(*1P<1) 59710.65 YB2 4F=13(*2F>3)5D6P(*3F<3) (3+,3) 1+ 60586.46 1.323 YB2 Q 45 33 (*2F>3)(*1D<2) 60586.46 YB2 & + 61120.49 1.661 YB2 Q 75 6 (*2F>2)(*3F<2) 61120.49 YB2 & 6+ 61873.40 1.10 YB2 Q 91 6 (*2F>3)(*3D<3) 61873.40 YB2 & 2+ 64055.82 1.108 YB2 Q 35 25 (*2F>3)(*3D<1) 64055.82 YB2 & 4+ 64923.11 1.10 YB2 Q 83 6 (*2F>3)(*3P<1) 64923.11 YB2 & 3+ 65093.14 0.973 YB2 Q 37 20 (*2F>3)(*3D<2) 65093.14 YB2 & 5+ 66082.25 1.141 YB2 Q 55 36 (*2F>3)(*3D<2) 66082.25 YB2 4F=13(*2F>3)5D6P(*1D<2) 2+ 61374.49 1.299 YB2 T 32 (3+,2) 21 (*2F>3)(*3F<3) 61374.49 YB2 4F=13(*2F>3)5D6P(*3D<2) 3+ 61822.58 1.327 YB2 T 23 (3+,2) 13 (*2F>3)(*1D<2) 61822.58 YB2 4F=13(*2F>2)6S6P(*3P<2) (2+,2) + 62136.94 0.08 YB2 Q 90 4 (*2F>2)5D6P(*3P<2) 62136.94 YB2 & 1+ 63011.85 0.79 YB2 Q 77 5 (*2F>2)5D6P(*3P<2) 63011.85 YB2 & 4+ 63163.79 1.12 YB2 Q 91 4 (*2F>2)5D6P(*3P<2) 63163.79 YB2 & 2+ 63702.32 1.07 YB2 Q 84 4 (*2F>3)5D6P(*3F<3) 63702.32 YB2 & 3+ 63957.80 1.148 YB2 Q 90 4 (*2F>2)5D6P(*3P<2) 63957.80 YB2 4F=14(\1S)6D \2D 1+ 62174.10 0.80 YB2 & 2+ 62559.02 1.22 YB2 4F=13(*2F>3)5D6P(*1D<2) 5+ 62861.27 1.140 YB2 T 44 (3+,2) 18 (*2F>3)(*3P<2) 62861.27 YB2 4F=13(*2F>3)5D6P(*3D<1) (3+,1) 2+ 63234.11 1.208 YB2 Q 31 24 (*2F>3)(*3F<2) 63234.11 YB2 & 4+ 63726.83 1.005 YB2 Q 68 14 (*2F>3)(*1D<2) 63726.83 YB2 & 3+ 64598.28 1.223 YB2 Q 44 19 (*2F>3)(*3F<3) 64598.28 YB2 4F=13(*2F>3)5D6P(*1D<2) 1+ 63647.73 1.149 YB2 T 29 (3+,2) 15 (*2F>3)(*3F<3) 63647.73 YB2 4F=13(*2F>3)5D6P(*3D<2) (3+,2) 5+ 63944.18 1.115 YB2 Q 33 33 (*2F>3)(*3F<3) 63944.18 YB2 & 1+ 64461.08 1.176 YB2 Q 51 10 (*2F>3)(*3F<3) 64461.08 YB2 & 4+ 65950.95 1.09 YB2 Q 65 14 (*2F>3)(*1D<2) 65950.95 YB2 & 2+ 66351.21 1.125 YB2 Q 72 7 (*2F>3)(*3F<3) 66351.21 YB2 & 3+ 66558.00 1.100 YB2 Q 30 24 (*2F>3)(*3D<3) 66558.00 YB2 4F=13(*2F>3)5D6P(*3F<4) (3+,4) 7+ 64891.30 1.19 YB2 N100 64891.30 YB2 & 1+ 65888.46 1.206 YB2 Q 45 9 (*2F>3)(*1D<2) 65888.46 YB2 & 2+ 66395.72 1.235 YB2 Q 39 20 (*2F>3)(*1D<2) 66395.72 YB2 & + 66462.86 1.11 YB2 Q 68 12 (*2F>2)(*3F<3) 66462.86 YB2 & 5+ 68148.88 1.20 YB2 Q 59 25 (*2F>3)(*3D<3) 68148.88 YB2 & 3+ 68450.11 1.08 YB2 Q 48 24 (*2F>3)(*3P<1) 68450.11 YB2 & 4+ 68549.23 1.157 YB2 Q 56 13 (*2F>2)(*3F<2) 68549.23 YB2 & 6+ 68720.44 1.157 YB2 Q 55 40 (*2F>3)(*1F<3) 68720.44 YB2 4F=13(*2F>3)5D6P(*3F<2) 4+ 65199.54 1.08 YB2 T 34 (3+,2) 26 (*2F>3)(*1D<2) 65199.54 YB2 4F=13(*2F>3)5D6P(*1F<3) (3+,3) + 65566.72 1.43 YB2 Q 54 19 (*2F>2)(*3F<2) 65566.72 YB2 & 1+ 69443.52 1.15 YB2 Q 27 18 (*2F>3)(*3D<3) 69443.52 YB2 & 6+ 70136.24 1.12 YB2 Q 46 27 (*2F>3)(*3F<4) 70136.24 YB2 & 2+ 71468.70 1.02 YB2 Q 33 19 (*2F>2)(*3F<2) 71468.70 YB2 & 3+ 72779.99 1.10 YB2 Q 67 11 (*2F>3)(*3F<3) 72779.99 YB2 & 4+ 73283.35 1.04 YB2 Q 49 24 (*2F>2)(*1D<2) 73283.35 YB2 & 5+ 73291.95 1.09 YB2 Q 75 9 (*2F>3)(*3D<3) 73291.95 YB2 4F=13(*2F>3)5D6P(*1D<2) 3+ 65577.11 1.055 YB2 T 38 (3+,2) 18 (*2F>3)(*3F<2) 65577.11 YB2 4F=13(*2F>3)5D6P(*3D<3) (3+,3) 6+ 65875.77 1.205 YB2 Q 68 15 (*2F>3)(*3F<4) 65875.77 YB2 & 5+ 66571.58 1.189 YB2 Q 55 19 (*2F>3)(*3P<2) 66571.58 YB2 & 1+ 67204.97 1.04 YB2 Q 29 25 (*2F>3)(*1F<3) 67204.97 YB2 & 4+ 67416.03 1.26 YB2 Q 52 21 (*2F>3)(*3P<1) 67416.03 YB2 & + 67955.23 0.895 YB2 Q 68 14 (*2F>3)(*1F<3) 67955.23 YB2 4F=13(*2F>2)6S6P(*1P<1) 3+ 67938.68 0.960 YB2 T 30 (2+,1) 24 (*2F>2)5D6P(*1P<1) 67938.68 YB2 4F=13(*2F>3)5D6P(*3F<4) 2+ 68135.00 1.087 YB2 T 38 (3+,4) 24 (*2F>3)(*3D<3) 68135.00 YB2 4F=13(*2F>2)6S6P(*1P<1) 1+ 68150.57 0.928 YB2 T 32 (2+,1) 20 (*2F>2)5D6P(*1P<1) 68150.57 YB2 4F=13(*2F>3)5D6P(*3P<0) 3+ 68756.04 1.32 YB2 T 35 (3+,0) 29 (*2F>3)(*3D<3) 68756.04 YB2 4F=13(*2F>2)5D6P(*3F<2) (2+,2) 4+ 68943.65 0.89 YB2 Q 53 18 (*2F>3)(*3F<4) 68943.65 YB2 & 2+ 71270.01 0.91 YB2 Q 33 18 (*2F>3)(*3P<2) 71270.01 YB2 & 3+ 72202.03 0.86 YB2 Q 43 29 (*2F>2)(*1D<2) 72202.03 YB2 & 1+ 73116.71 0.863 YB2 Q 34 23 (*2F>2)(*3F<3) 73116.71 YB2 & + 75905.77 1.28 YB2 Q 40 20 (*2F>3)(*1F<3) 75905.77 YB2 4F=13(*2F>2)6S6P(*1P<1) 2+ 69079.88 0.89 YB2 T 30 (2+,1) 21 (*2F>2)5D6P(*1P<1) 69079.88 YB2 4F=13(*2F>3)5D6P(*3P<0) 3+ 69395.20 0.94 YB2 T 25 (3+,0) 21 (*2F>3)(*3P<1) 69395.20 YB2 4F=13(*2F>3)5D6P(*3P<1) 2+ 69607.54 1.210 YB2 T 24 (3+,1) 18 (*2F>3)(*3P<2) 69607.54 YB2 4F=13(*2F>3)5D6P(*3P<1) 4+ 69957.49 1.112 YB2 T 34 (3+,1) 18 (*3F>3)(*3D<3) 69957.49 YB2 4F=13(*2F>2)5D6P(*3F<3) (2+,3) + 70029.04 0.68 YB2 Q 28 19 (*2F>2)(*1D<2) 70029.04 YB2 & 5+ 72615.74 0.99 YB2 Q 85 4 (*2F>3)(*1F<3) 72615.74 YB2 & 1+ 73657.29 1.04 YB2 Q 32 25 (*2F>2)(*3F<4) 73657.29 YB2 & 2+ 74270.48 0.92 YB2 Q 72 7 (*2F>2)(*3D<3) 74270.48 YB2 & 3+ 75640.06 0.81 YB2 Q 51 19 (*2F>2)(*3F<2) 75640.06 YB2 & 4+ 76516.11 1.01 YB2 Q 46 27 (*2F>2)(*3D<2) 76516.11 YB2 4F=13(*2F>3)5D6P(*3P<2) (3+,2) 5+ 70793.96 1.20 YB2 Q 41 28 (*2F>3)(*3F<4) 70793.96 YB2 & 4+ 70858.18 1.28 YB2 Q 70 13 (*2F>3)(*3P<1) 70858.18 YB2 & 1+ 71113.84 0.967 YB2 Q 22 21 (*2F>2)(*3F<2) 71113.84 YB2 & 3+ 71222.36 1.15 YB2 Q 52 16 (*2F>3)(*1F<3) 71222.36 YB2 4F=13(*2F>3)5D6P(*3P<1) 2+ 70954.27 1.014 YB2 T 27 (3+,1) 20 (*3F>3)(*3P<2) 70954.27 YB2 4F=13(*2F>2)5D6P(*1D<2) 1+ 71763.67 1.11 YB2 T 20 (2+,2) 18 (*2F>2)(*3F<4) 71763.67 YB2 4F=14(\1S)8S \2S + 73039.61 YB2 4F=13(*2F>2)5D6P(*1D<2) + 73636.83 0.70 YB2 T 24 (2+,1) 21 (*2F>2)(*3D<2) 73636.83 YB2 4F=13(*2F>2)5D6P(*1D<2) 4+ 73750.90 1.07 YB2 T 39 (2+,2) 31 (*2F>2)(*1F<3) 73750.90 YB2 4F=13(*2F>2)5D6P(*3D<1) (2+,1) 3+ 73966.81 0.763 YB2 Q 63 16 (*2F>2)(*1D<2) 73966.81 YB2 & 2+ 75058.11 0.76 YB2 Q 53 8 (*2F>2)(*3F<2) 75058.11 YB2 & 1+ 77284.02 0.90 YB2 Q 41 12 (*2F>2)(*3D<3) 77284.02 YB2 4F=13(*2F>2)5D6P(*3D<2) (2+,2) 4+ 74568.58 1.04 YB2 Q 55 25 (*2F>2)(*3F<3) 74568.58 YB2 4F=13(*2F>2)5D6P(*3F<3) 3+ 74973.41 1.07 YB2 T 35 (2+,3) 26 (*2F>2)(*3F<2) 74973.41 YB2 4F=13(*2F>2)5D6P(*1D<2) + 74989.49 0.52 YB2 T 35 (2+,2) 27 (*2F>2)(*3D<2) 74989.49 YB2 4F=13(*2F>2)5D6P(*3D<2) 1+ 74991.36 1.05 YB2 T 35 (2+,2) 19 (*2F>2)(*1D<2) 74991.36 YB2 4F=13(*2F>2)5D6P(*1D<2) (2+,2) 2+ 75550.94 0.91 YB2 Q 45 18 (*2F>2)(*3D<2) 75550.94 YB2 4F=13(*2F>2)5D6P(*3F<4) (2+,4) 2+ 76170.25 1.12 YB2 Q 35 24 (*2F>2)(*3D<2) 76170.25 YB2 & 6+ 76233.60 1.07 YB2 Q 98 1 (*2F>3)(*3F<4) 76233.60 YB2 & 3+ 77882.04 1.13 YB2 Q 71 7 (*2F>2)(*3P<1) 77882.04 YB2 & 4+ 79126.83 1.15? YB2 Q 71 15 (*2F>2)(*3D<3) 79126.83 YB2 & 5+ YB2 Q 74 21 (*2F>2)(*1F<3) YB2 4F=13(*2F>2)5D6P(*3D<2) (2+,2) 3+ 76323.49 1.00 YB2 Q 56 18 (*2F>2)(*1D<2) 76323.49 YB2 4F=14(\1S)7D? \2D? 1+ 76517.21 0.85 YB2 & 2+ 76676.31 1.10 YB2 4F=13(*2F>2)5D6P(*3D<3) (2+,3) 5+ 76649.80 1.08 YB2 Q 65 20 (*2F>2)(*1F<3) 76649.80 YB2 & 3+ 77449.32 1.16 YB2 Q 55 12 (*2F>2)(*3D<2) 77449.32 YB2 & 4+ 77747.40 1.07 YB2 Q 41 19 (*2F>2)(*3P<2) 77747.40 YB2 & + 77887.30 2.20 YB2 Q 69 12 (*2F>2)(*3F<3) 77887.30 YB2 & 2+ 78814.86 1.22 YB2 Q 32 24 (*2F>2)(*3P<1) 78814.86 YB2 4F=13(*2F>2)5D6P(*3D<3)? 1+ 76799.07 0.84 YB2 T 23 (2+,3) 23 (*2F>2)(*3D<2) 76799.07 YB2 4F=13(*2F>2)5D6P(*3D<1)? 2+ 76839.00 1.11 YB2 T 18 (2+,1) 18 (*2F>2)(*3F<4) 76839.00 YB2 4F=13(*2F>2)5D6P(*3F<4) 2+ 77606.58 1.14 YB2 T 30 (2+,4) 22 (*2F>3)(*1P<1) 77606.58 YB2 4F=13(*2F>3)5D6P(*1P<1) (3+,1) 4+ 78070.19 1.10 YB2 Q 52 26 (*2F>3)6S6P(*1P<1) 78070.19 YB2 & 3+ 79628.71 1.11 YB2 Q 55 26 79628.71 YB2 4F=13(*2F>2)5D6P(*1F<3) 1+ 78464.76 1.18 YB2 T 23 (2+,2) 18 (*2F>2)(*3P<2) 78464.76 YB2 4F=13(*2F>2)5D6P(*3P<0) 2+ 79583.11 0.68 YB2 T 27 (2+,0) 20 (*2F>2)(*3P<1) 79583.11 YB2 4F=13(*2F>2)5D6P(*3P<1) 1+ 79605.95 1.16 YB2 T 29 (2+,1) 24 (*2F>2)(*3D<3) 79605.95 YB2 4F=13(*2F>2)5D6P(*3P<1) 3+ 80457.71 0.99 Y22 T 33 (2+,1) 19 (*2F>2)(*3D<3) 80457.71 YB2 4F=14(\1S)5G \2G 3+,4+ 80607.45 YB2 4F=13(*2F>2)5D6P(*1F<3) (2+,3) 5+ 80679.18 1.00? YB2 Q 55 30 (*2F>2)(*3D<3) 80679.18 YB2 & + 82091.32 YB2 Q 65 11 (*2F>3)(*3F<4) 82091.32 YB2 & 1+ 82398.98 1.042 YB2 Q 60 9 (*2F>2)(*3D<2) 82398.98 YB2 & 2+ 82891.80 1.03? YB2 Q 54 10 (*2F>2)(*3P<2) 82891.80 YB2 & 3+ 83363.88 0.97 YB2 Q 86 8 (*2F>2)(*3D<3) 83363.88 YB2 & 4+ YB2 Q 85 10 (*2F>2)(*3D<3) YB2 4F=13(*2F>2)5D6P(*3P<2) (2+,2) + YB2 Q 61 12 (*2F>2)(*3D<2) & 4+ 81205.27 1.09 YB2 Q 54 15 (*2F>2)(*3F<4) 81205.27 YB2 & 2+ 81312.65 1.11? YB2 Q 38 28 (*2F>2)(*1P<3) 81312.65 YB2 & 3+ 81692.92 1.16 YB2 Q 55 22 (*2F>2)(*3P<1) 81692.92 YB2 4F=13(*2F>2)5D6P(*3P<1) (2+,1) 1+ 81512.62 0.48 YB2 Q 46 31 (*2F>2)(*3P<2) 81512.62 YB2 4F=13(*2F>2)5D6P(*3P<0) 2+ 81657.13 YB2 T 31 (2+,0) 17 (*2F>2)(*3P<2) 81657.13 YB2 4F=14(\1S)8D \2D 1+ 83839.86 YB2 & 2+ 84015.98 1.20 YB2 4F=14(\1S)6G \2G 3+,4+ 85994.92 YB2 4F=14(\1S)10S \2S + 86768.26 YB2 4F=14(\1S)9D \2D 1+ 87804.88 YB2 & 2+ 87980.96 YB2 4F=13(*2F>2)5D6P(*1P<1) (2+,1) 1+ YB2 Q 62 31 (*2F>2)6S6P(*1P<1) YB2 & 3+ YB2 Q 58 30 YB2 & 2+ 89713.17 YB2 Q 63 31 89713.17 YB2 4F=14(\1S)10D \2D 1+ 90414.35 YB2 & 2+ 90519.48 YB2 4F=14(\1S)11D \2D 2+ 92219.53 YB2 ? :YB#III#(\1S<0) 98269 YB2 4F=14(\1S)6S6P *3P 0 @ 17288.439 YB1 N100 @ 17288.439 YB1 & 1 @ 17992.007 1.49282YB1 N 98 @ 17992.007 YB1 & 2 @ 19710.388 1.50 YB1 N100 @ 19710.388 YB1 4F=13(*2F>3)5D>1 6S=2 (3+,1+)' 2 @ 23188.518 1.45 YB1 N 79 @ 23188.518 YB1 & 5 @ 25859.682 1.04 YB1 N 96 @ 25859.682 YB1 & 3 @ 27445.638 1.22 YB1 N 92 @ 27445.638 YB1 & 4 @ 28184.512 1.14 YB1 N 90 @ 28184.512 YB1 4F=14(\1S)6S6P *1P 1 @ 25068.222 1.035 YB1 N 73 @ 25068.222 YB1 4F=13(*2F>3)5D>2 6S=2 (3+,2+)' 6 @ 27314.919 1.16 YB1 N100 @ 27314.919 YB1 & 2 @ 28195.960 1.02 YB1 N 80 @ 28195.960 YB1 & 1 @ 28857.014 1.2635 YB1 Q 48 22 (*2F>2)#(2+,1+)' @ 28857.014 YB1 & 4 @ 29774.958 1.09 YB1 N 90 @ 29774.958 YB1 & 3 @ 30207.380 1.08 YB1 N 91 @ 30207.380 YB1 & 5 @ 30524.714 1.18 YB1 N 96 @ 30524.714 YB1 4F=13(*2F)5D=2 6S? 1 @ 37414.59 1.02 YB1 4F=14(\1S)6S7P *3P 0 @ 38090.71 YB1 & 1 @ 38174.17 1.14 YB1 & 2 @ 38551.93 1.50 YB1 4F=13(*2F)5D=2 6S? 1 @ 38422.36 1.07 YB1 4F=14(\1S)6S7P *1P 1 @ 40563.97 1.01 YB1 & 2 @ 42647.72 1.25 YB1 & 2 @ 42725.76 1.02 YB1 & 3 @ 43254.78 1.06 YB1 & 3 @ 43297.51 1.03 YB1 4F=14(\1S)6S5F *3F 2 @ 43433.85 0.68 YB1 & 3 @ YB1 & 4 @ YB1 & 1 @ 43532.77 1.54 YB1 4F=14(\1S)6S8P *3P 0 @ 43614.27 YB1 & 1 @ 43659.38 1.48 YB1 & 2 @ 43805.69 1.49 YB1 & 3 @ 43815.67 1.21 YB1 4F=14(\1S)6S8P *1P 1 @ 44017.60 1.00 YB1 & 2 @ 44251.88 1.38 YB1 & 4? @ 44392.70 YB1 & 3 @ 44453.47 1.10 YB1 & 2 @ 45155.33 0.98 YB1 & 1 @ 45181.69 1.28 YB1 4F=14(\1S)6S6F *3F 2 @ 45956.27 0.72 YB1 4F=14(\1S)6S9P *3P 1 @ 46078.91 1.34 YB1 & 0 @ 46082.17 YB1 & 2 @ 46184.15 1.50 YB1 & 1 @ 46174.21 1.22 YB1 & 3 @ 46251.06 1.15 YB1 4F=14(\1S)6S9P *1P 1 @ 46370.30 1.07 YB1 & 2 @ 47055.05 1.08 YB1 & 3? @ 47325.19 YB1 4F=14(\1S)6S7F *3F 2 @ 47326.65 YB1 & 1 @ 47332.26 0.95 YB1 4F=14(\1S)6S(\2S>0)10P>0 (+,+)' 0 @ 47409.82 YB1 & 1 @ 47420.93 1.36 YB1 4F=14(\1S)6S(\2S>0)10P>1 (+,1+)' 2 @ 47471.10 YB1 & 1 @ 47498.83 1.03 YB1 & 3? @ 47843.13 YB1 & 1 @ 47859.31 1.30 YB1 & 4 @ 47939.10 YB1 & 3 @ 48154.71 YB1 4F=14(\1S)6S(\2S>0)11P>0 (+,+)' 0 @ YB1 & 1 @ 48212.10 YB1 4F=14(\1S)6S(\2S>0)11P>1 (+,1+)' 2 @ YB1 & 1 @ 48258.47 YB1 & 2 @ 48234.12 YB1 # & 3 @ 48237.39 1.24 YB1 # & 2 @ 48324.89 YB1 # & 2 @ 48449.27 1.15 YB1 # & 3 @ 48487.98 1.23 YB1 # & 2 @ 48701.60 YB1 4F=14(\1S)6S(\2S>0)12P>0 (+,+)' 1 @ 48719.03 YB1 # 4F=14(\1S)6S(\2S>0)12P>1 (+,1+)' 1 @ 48761.84 YB1 & 2 @ 48965.16 YB1 # & 1 @ 49005.74 YB1 4F=14(\1S)6S(\2S>0)13P>0 (+,+)' 1 @ 49110.07 YB1 # 1F=14(\1S)6S(\2S>0)13P>1 (+,1+)' 1 @ 49127.38 YB1 & 4 @ 49282.36 YB1 4F=14(\1S)6S(\2S>0)14P>0 (+,+)' 1 @ 49352.47 YB1 # 4F=14(\1S)6S(\2S>0)14P>1 (+,1+)' 1 @ 49360.60 YB1 4F=14(\1S)6S(\2S>0)15P>0 (+,+)' 1 @ 49536.43 YB1 # 4F=14(\1S)6S(\2S>0)15P>1 (+,1+)' 1 @ 49546.55 YB1 4F=14(\1S)6S(\2S>0)16P>0 (+,+)' 1 @ 49677.59 YB1 # 4F=14(\1S)6S(\2S>0)16P>1 (+,1+)' 1 @ 49688.55 YB1 4F=14(\1S)6S(\2S>0)17P>0 (+,+)' 1 @ 49786.39 YB1 # 4F=14(\1S)6S(\2S>0)17P>1 (+,1+)' 1 @ 49799.20 YB1 4F=14(\1S)6S(\2S>0)18P>1 (+,1+)' 1 @ 49867.13? YB1 & 1 @ 49920.15 YB1 4F=14(\1S)6S(\2S>0)19P>1 (+,1+)' 1 @ 49969.10 YB1 4F=14(\1S)6S(\2S>0)20P>0 (+,+)' 1 @ 50016.08 YB1 # 4F=14(\1S)6S(\2S>0)20P>1 (+,1+)' 1 @ 50021.23 YB1 4F=14(\1S)6S(\2S>0)21P>0 (+,+)' 1 @ 50064.05 YB1 # 4F=14(\1S)6S(\2S>0)21P>1 (+,1+)' 1 @ 50067.64 YB1 4F=14(\1S)6S(\2S>0)22P>0 (+,+)' 1 @ 50104.49 YB1 # 4F=14(\1S)6S(\2S>0)22P>1 (+,1+)' 1 @ 50107.50 YB1 4F=14(\1S)6S(\2S>0)23P>0 (+,+)' 1 @ 50138.83 YB1 # 4F=14(\1S)6S(\2S>0)23P>1 (+,1+)' 1 @ 50141.52 YB1 4F=14(\1S)6S(\2S>0)24P>0 (+,+)' 1 @ 50168.24 YB1 # 4F=14(\1S)6S(\2S>0)24P>1 (+,1+)' 1 @ 50170.60 YB1 4F=14(\1S)6S(\2S>0)25P>0 (+,+)' 1 @ 50193.50 YB1 # 4F=14(\1S)6S(\2S>0)25P>1 (+,1+)' 1 @ 50195.76 YB1 4F=14(\1S)6S(\2S>0)26P>1 (+,1+)' 1 @ 50217.49 YB1 4F=14(\1S)6S(\2S>0)27P>1 (+,1+)' 1 @ 50236.51 YB1 4F=14(\1S)6S(\2S>0)28P>1 (+,1+)' 1 @ 50253.22 YB1 4F=14(\1S)6S(\2S>0)29P>1 (+,1+)' 1 @ 50268.05 YB1 4F=14(\1S)6S(\2S>0)30P>1 (+,1+)' 1 @ 50280.84 YB1 # 4F=14(\1S)6S(\2S>0)31P>1 (+,1+)' 1 @ 50292.45 YB1 # 4F=14(\1S)6S(\2S>0)32P>1 (+,1+)' 1 @ 50303.00 YB1 # 4F=14(\1S)6S(\2S>0)33P>1 (+,1+)' 1 @ 50312.19 YB1 # 4F=14(\1S)6S(\2S>0)34P>1 (+,1+)' 1 @ 50320.44 YB1 # 4F=14(\1S)6S(\2S>0)35P>1 (+,1+)' 1 @ 50328.27 YB1 # 4F=14(\1S)6S(\2S>0)36P>1 (+,1+)' 1 @ 50335.15 YB1 # 4F=14(\1S)6S(\2S>0)37P>1 (+,1+)' 1 @ 50341.36 YB1 # 4F=14(\1S)6S(\2S>0)38P>1 (+,1+)' 1 @ 50347.15 YB1 # 4F=14(\1S)6S(\2S>0)39P>1 (+,1+)' 1 @ 50352.42 YB1 # 4F=14(\1S)6S(\2S>0)40P>1 (+,1+)' 1 @ 50357.21 YB1 # 4F=14(\1S)6S(\2S>0)41P>1 (+,1+)' 1 @ 50361.74 YB1 # 4F=14(\1S)6S(\2S>0)42P>1 (+,1+)' 1 @ 50365.83 YB1 # 4F=14(\1S)6S(\2S>0)43P>1 (+,1+)' 1 @ 50369.62 YB1 # 4F=14(\1S)6S(\2S>0)44P>1 (+,1+)' 1 @ 50373.20 YB1 # 4F=14(\1S)6S(\2S>0)45P>1 (+,1+)' 1 @ 50376.41 YB1 # 4F=14(\1S)6S(\2S>0)46P>1 (+,1+)' 1 @ 50379.40 YB1 # 4F=14(\1S)6S(\2S>0)47P>1 (+,1+)' 1 @ 50382.20 YB1 # 4F=14(\1S)6S(\2S>0)48P>1 (+,1+)' 1 @ 50384.86 YB1 ? :YB#II#(\2S>0) 50441.0 4F=14(\1S)5D6P? *3D? 1 @ 51797A YB1 # & 4 @ 52540.35 YB1 # 4F=14(\1S)5D6P? *3P? 1 @ 53276A YB1 # & 1 @ 54042A YB1 # & 1 @ 54407A YB1 # & 1 @ 54700A? YB1 # 4F=14(\1S)5D6P? *1P? 1 @ 55400A YB1 # & 1 @ 59451A YB1 # & 1 @ 59730A YB1 # & 5 @ 60053.78 YB1 # & 1 @ 60100A YB1 # & 1 @ 61420A YB1 # & 1 @ 62200A YB1 # & 5 @ 62308.46 YB1 # & 5 @ 62395.51 1.10 YB1 # & 6 @ 62687.40 YB1 # 4F=14(\1S)5D7P? *3D? 1 @ 63050A YB1 # 4F=14(\1S)5D7P? *3P? 1 @ 63650A YB1 # & 5 @ 63672.48 YB1 # 4F=14(\1S)5D7P? *1P? 1 @ 64500A YB1 # & 1 @ 67310A YB1 # & 6 @ 67844.34 YB1 # & 1 @ 68790A YB1 # & 1 @ 69900A YB1 4F=14(\1S)6S=2 \1S 0 0.000 YB1 N 99 0.000 YB1 4F=14(\1S)5D6S \3D 1 24489.102 0.50 YB1 N 99 24489.102 YB1 & 2 24751.948 1.16 YB1 N 97 24751.948 YB1 & 3 25270.902 1.34 YB1 N 99 25270.902 YB1 4F=14(\1S)5D6S \1D 2 27677.665 1.01 YB1 N 95 27677.665 YB1 4F=13(*2F>3)6S=2 6P>0 (3+,+) 3 32065.282 1.23 YB1 N 89 32065.282 YB1 & 4 32273.597 YB1 N 92 32273.597 YB1 4F=14(\1S)6S7S \3S 1 32694.692 2.01 YB1 4F=14(\1S)6S7S \1S 0 34350.65 YB1 4F=13(*2F>3)6S=2 6P>1 (3+,1+) 5 35178.78 YB1 N 93 35178.78 YB1 & 2 35196.98 1.05 YB1 N 92 35196.98 YB1 & 3 35807.52 1.08 YB1 Q 88 5 (*2F>3)#(3+,+) 35807.52 YB1 & 4 36060.98 YB1 N 92 36060.98 YB1 4F=14(\1S)6S6D \3D 1 39808.72 0.50 YB1 N100 39808.72 YB1 & 2 39838.04 1.16 YB1 Q 86 14 \1D 39838.04 YB1 & 3 39966.09 1.33 YB1 N100 39966.09 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4F>1) (3+,1+) 2 39880.26 1.83 YB1 Q 61 25 (*2F>3)(*4F>2)#(3+,2+) 39880.26 YB1 & 5 42935.78 0.89 YB1 Q 80 9 (*2F>3)(*4F>2)#(3+,2+) 42935.78 YB1 & 4 44984.75 1.08 YB1 Q 54 12 (*2F>3)(*2D>1)#(3+,1+) 44984.75 YB1 & 3 45462.54 1.20 YB1 Q 41 17 (*2F>3)(*2D>0)#(3+,+) 45462.54 YB1 4F=14(\1S)6S6D \1D 2 40061.51 1.03 YB1 Q 86 14 \3D 40061.51 YB1 4F=14(\1S)6S8S \3S 1 41615.04 2.02 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4F>2) 3 41827.30 1.52 YB1 T 30 (3+,2+) 28 (*2F>3)(*4F>1)#(3+,1+) 41827.30 YB1 4F=14(\1S)6S8S \1S 0 41939.90 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4F>2) (3+,2+) 1 42436.70 1.73 YB1 Q 57 11 (*2F>3)(*2D>2)#(3+,2+) 42436.70 YB1 4F=14(\1S)6P=2 \3P 0 42436.91 YB1 & 1 43805.42 1.47 YB1 & 2 44760.37 1.34 YB1 4F=13(*2F>2)6S=2 6P>0 (2+,+) 3 YB1 N 92 YB1 & 2 42531.87 1.01 YB1 N 89 42531.87 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4F>2) 2 43224.78 1.34 YB1 T 22 (3+,2+) 18 (*2F>3)(*4F>3)#(3+,3+) 43224.78 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4F>2) (3+,2+) 6 43814.11 1.08 YB1 Q 78 7 (*2F>3)(*2D>2)#(3+,2+) 43814.11 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4F>2) 4 44232.66 1.48 YB1 T 20 (3+,2+) 16 (*2F>3)(*4F>3)#(3+,3+) 44232.66 YB1 4F=14(\1S)6S7D \3D 1 44311.38 YB1 & 2 44313.05 YB1 & 3 44380.82 1.32 YB1 4F=14(\1S)6S7D \1D 2 44357.60 1.10 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4F>3) 3 44713.12 1.39 YB1 T 24 (3+,3+) 13 (*2F>3)(*4F>4)#(3+,4+) 44713.12 YB1 4F=13(*2F>2)6S=2 6P>1 (2+,1+) 1 44834.61 0.66 YB1 N 87 44834.61 YB1 & 4 45497.62 YB1 N 89 45497.62 YB1 & 2 45913.86 YB1 N 88 45913.86 YB1 & 3 YB1 N 88 YB1 4F=14(\1S)6S9S \3S 1 45121.37 1.98 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*2D>2) 2 45338.53 1.30 YB1 T 38 (3+,2+) 23 (*2F>3)(*4F>3)#(3+,3+) 45338.53 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4F>2) 5 45410.91 1.17 YB1 T 40 (3+,2+) 18 (*2F>3)(*4D>1)#(3+,1+) 45410.91 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4F>3) (3+,3+) 1 45595.14 1.19 YB1 Q 47 20 (*2F>3)(*2D>2)#(3+,2+) 45595.14 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4F>2) 4 45775.68 1.14 YB1 T 39 (3+,2+) 15 (*2F>3)(*2D>2)#(3+,2+) 45775.68 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4F>3) (3+,3+) 0 46081.54 YB1 Q 79 11 (*2F>3)(*2F>3)#(3+,3+) 46081.54 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4D>0) 3 46395.60 1.35 YB1 T 27 (3+,+) 26 (*2F>3)(*4F>2)#(3+,2+) 46395.60 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4F>1) 2 46431.49 YB1 T 25 (3+,1+) 23 (*2F>3)(*4F>2)#(3+,2+) 46431.49 YB1 4F=14(\1S)6S8D \3D 1 46444.96 0.49 YB1 & 2 46467.70 1.12 YB1 & 3 46480.65 1.35 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4P>2) 6 46554.81 1.25 YB1 T 32 (3+,2+) 30 (*2F>3)(*4D>2)#(3+,2+) 46554.81 YB1 4F=14(\1S)6S10S \3S 1 46877.10 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*2D>2) (3+,2+) 6 47036.62 1.18 YB1 Q 46 20 (*2F>3)(*4F>3)#(3+,3+) 47036.62 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4D>0) (3+,+) 4 47047.69 0.86 YB1 Q 63 8 (*2F>3)(*4F>1)#(3+,1+) 47047.69 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4D>1) (3+,1+) 5 47088.16 1.16 YB1 Q 54 13 (*2F>3)(*4F>3)#(3+,3+) 47088.16 YB1 4F=14(\1S)5D=2? 2 47341.82 YB1 4F=14(\1S)6S9D? \1D? 2 47420.96 1.04 YB1 & 1 47584.34 0.73 YB1 4F=14(\1S)5D=2? \3F? 2 47634.41 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4F>2) 5 47636.11 1.09 YB1 T 25 (3+,2+) 21 (*2F>3)(*2D>1)#(3+,1+) 47636.11 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4F>2)? 1 47645.40 YB1 T 35 (3+,2+) 24 (*2F>3)(*2D>2)#(3+,2+) 47645.40 YB1 & 3 47646.62 1.32 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4D>1)? 3 47673.45 YB1 T 42 (3+,1+) 27 (*2F>3)(*4D>0)#(3+,+) 47673.45 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4D>1) (3+,1+) 4 47673.71 YB1 Q 54 11 (*2F>3)(*2D>2)#(3+,2+) 47673.71 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4F>3) (3+,3+) 4 47772.94 1.22 YB1 Q 47 13 (*2F>3)(*4F>2)#(3+,2+) 47772.94 YB1 4F=14(\1S)6P=2? \1D? 2 47821.78 1.04 YB1 4F=14(\1S)5D=2? \3F? 3 47860.28 1.02 YB1 4F=14(\1S)6S11S \3S 1 47885.81 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*2D>1) (3+,1+) 5 47911.48 1.21 YB1 Q 46 12 (*2F>3)(*4D>2)#(3+,2+) 47911.48 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4F>3) (3+,3+) 5 48057.77 1.13 YB1 Q 70 7 (*2F>3)(*2D>2)#(3+,2+) 48057.77 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*2D>1) (3+,1+) 2 48135.60 1.37 YB1 Q 50 6 (*2F>3)#(*1P)#(*2D>1)#(3+,1+) 48135.60 YB1 & 1 48309.41 YB1 & 1 48357.54 YB1 & 1 48360.43 YB1 4F=14(\1S)6S12S \3S 1 48519.71 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4D>2) 3 48647.78 YB1 T 36 (3+,2+) 19 (*2F>3)(*4F>4)#(3+,4+) 48647.78 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4F>3) (3+,3+) 6 48688.18 YB1 Q 55 29 (*2F>3)(*4D>2)#(3+,2+) 48688.18 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*2D>2) (3+,2+) 4 48787.71 1.21 YB1 Q 45 13 (*2F>3)(*4D>2)#(3+,2+) 48787.71 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4D>3) (3+,3+) 6 48806.57 1.22 YB1 Q 47 14 (*2F>3)(*4P>2)#(3+,2+) 48806.57 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4F>4) (3+,4+) 1 48838.33 YB1 Q 72 11 (*2F>3)(*4F>3)#(3+,3+) 48838.33 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4F>4) 2 48883.11 YB1 T 44 (3+,4+) 33 (*2F>3)(*4D>2)#(3+,2+) 48883.11 YB1 4F=14(\1S)6S13S \3S 1 48943.42 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4D>2) 5 49079.34 YB1 T 41 (3+,2+) 23 (*2F>3)(*2D>2)#(3+,2+) 49079.34 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*2D>1) 4 49103.64 1.04 YB1 T 40 (3+,1+) 15 (*2F>3)(*4D>2)#(3+,2+) 49103.64 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4F>4) 3 49223.35 1.32 YB1 T 19 (3+,4+) 14 (*2F>3)(*2D>2)#(3+,2+) 49223.35 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4F>4) 2 49246.79 YB1 T 20 (3+,4+) 18 (*2F>3)(*2D>2)#(3+,2+) 49246.79 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4D>3) 4 49260.75 1.20 YB1 T 24 (3+,3+) 20 (*2F>3)(*4P>1)#(3+,1+) 49260.75 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*2D>1) 3 49444.52 YB1 T 23 (3+,1+) 17 (*2F>3)(*4D>2)#(3+,2+) 49444.52 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4D>3) 5 49638.73 YB1 T 36 (3+,3+) 22 (*2F>3)(*4D>2)#(3+,2+) 49638.73 YB1 ? :YB#II#(\2S>0) 50441.0 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*4P>2) (3+,2+) 6 52874.79 1.13 YB1 Q 45 21 (*2F>3)(*4F>4)#(3+,4+) 52874.79 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*3P)#(*2P>1) 5 54718.25 YB1 T 37 (3+,1+) 15 (*2F>3)(*2F>3)#(3+,3+) 54718.25 YB1 4F=13(*2F>2)#5D(\2D)6S6P(*3P)#(*2D>2) 5 57429.68 1.11 YB1 T 16 (2+,2+) 15 (*2F>3)#(*1P)#(*2D>2)#(3+,2+) 57429.68 YB1 & 6 57432.05 1.16 YB1 & 5 57480.54 1.13 YB1 4F=13(*2F>3)#5D(\2D)6S6P(*1P)#(*2F>3) 4 58732.06 1.14 YB1 T 31 (3+,3+) 9 (*2F>3)#(*3P)#(*2F>2)#(3+,2+) 58732.06 YB1 & 5 58911.39 1.09 YB1 4F=13(*2F>2)#5D(\2D)6S6P(*3P)#(*2D>2) 4 59081.36 YB1 T 24 (2+,2+) 22 (*2F>2)(*4D>2)#(2+,2+) 59081.36 YB1 & 2 59377.13 YB1 & 5 61384.00 YB1 & 2 64178.70 1.02 YB1 %YB#II#(*2F>3) @ 71859.7