@RUN,M/R ARLEN2,30993-ALBRIG,APRAD,5,1000 @ASG,A AEL-LISTING. @XQT AEL-LISTING.ABS SINGLE SPACE 51 3P=6(\1S)4S \2S + 0.000 2.002295 K 1 3P=6(\1S)4P *2P + @ 12985.170 K 1 & 1+ @ 13042.876 K 1 K 1 3P=6(\1S)5S \2S + 21026.551 K 1 3P=6(\1S)3D \2D 2+ 21534.680 K 1 & 1+ 21536.988 K 1 K 1 3P=6(\1S)5P *2P + @ 24701.382 0.665 K 1 & 1+ @ 24720.139 K 1 K 1 3P=6(\1S)4D \2D 2+ 27397.077 K 1 & 1+ 27398.147 K 1 K 1 3P=6(\1S)6S \2S + 27450.7104 K 1 3P=6(\1S)4F *2F 2+,3+ @ 28127.85 K 1 3P=6(\1S)6P *2P + @ 28999.27 0.6663 K 1 & 1+ @ 29007.71 1.3337 K 1 K 1 3P=6(\1S)5D \2D 2+ 30185.2439 1.2004 K 1 & 1+ 30185.7476 0.7997 K 1 K 1 3P=6(\1S)7S \2S + 30274.2487 2.0020 K 1 3P=6(\1S)5F *2F 2+,3+ @ 30606.73 K 1 3P=6(\1S)5G \2G 3+,4+ 30617.31 K 1 3P=6(\1S)7P *2P + @ 31069.90 0.6659 K 1 & 1+ @ 31074.40 1.3336 K 1 3P=6(\1S)6D \2D 2+ 31695.9005 1.2013 K 1 & 1+ 31696.1661 0.7999 K 1 K 1 3P=6(\1S)8S \2S + 31765.3767 2.0028 K 1 3P=6(\1S)6F *2F 2+,3+ @ 31953.17 K 1 3P=6(\1S)8P *2P + @ 32227.44 K 1 & 1+ @ 32230.11 K 1 3P=6(\1S)7D \2D 2+ 32598.2881 K 1 & 1+ 32598.4437 K 1 K 1 3P=6(\1S)9S \2S + 32648.3511 K 1 3P=6(\1S)7F *2F 2+,3+ @ 32764.80 K 1 3P=6(\1S)9P *2P + @ 32940.2030 K 1 & 1+ @ 32941.9262 K 1 3P=6(\1S)8D \2D 2+ 33178.1339 K 1 & 1+ 33178.2324 K 1 K 1 3P=6(\1S)10S \2S + 33214.2267 K 1 3P=6(\1S)8F *2F 2+,3+ @ 33291.40 K 1 3P=6(\1S)10P *2P + @ 33410.2306 K 1 & 1+ @ 33411.3986 K 1 3P=6(\1S)9D \2D 2+ 33572.0592 K 1 & 1+ 33572.1249 K 1 K 1 3P=6(\1S)11S \2S + 33598.5597 K 1 3P=6(\1S)9F *2F 2+,3+ @ 33652.32 K 1 3P=6(\1S)11P *2P + @ 33736.4979 K 1 & 1+ @ 33737.3284 3P=6(\1S)10D \2D 2+ 33851.5956 K 1 & 1+ 33851.6418 K 1 K 1 3P=6(\1S)12S \2S + 33871.4788 K 1 3P=6(\1S)10F *2F 2+,3+ @ 33910.42 K 1 3P=6(\1S)12P *2P + @ 33972.2064 K 1 & 1+ @ 33972.8148 K 1 3P=6(\1S)11D \2D 2+ 34057.0051 K 1 & 1+ 34057.0385 K 1 K 1 3P=6(\1S)13S \2S + 34072.2393 K 1 3P=6(\1S)11F *2F 2+,3+ @ 34101.36 K 1 3P=6(\1S)13P *2P + @ 34148.0284 K 1 & 1+ @ 34148.4861 K 1 3P=6(\1S)12D \2D 2+ 34212.3139 K 1 & 1+ 34212.3393 K 1 3P=6(\1S)14S \2S + 34224.2113 K 1 3P=6(\1S)12F *2F 2+,3+ @ 34246.37 K 1 3P=6(\1S)14P *2P + @ 34282.6573 K 1 & 1+ @ 34283.0181 K 1 3P=6(\1S)13D \2D 2+ 34332.5627 K 1 & 1+ 34332.5823 K 1 3P=6(\1S)15S \2S + 34342.0150 K 1 3P=6(\1S)13F *2F 2+,3+ @ 34359.36 K 1 3P=6(\1S)15P *2P + @ 34388.0315 K 1 & 1+ @ 34388.3148 K 1 3P=6(\1S)14D \2D 2+ 34427.5513 K 1 & 1+ 34427.5667 K 1 3P=6(\1S)16S \2S + 34435.1762 K 1 3P=6(\1S)14F *2F 2+,3+ @ 34448.98 K 1 3P=6(\1S)16P *2P + @ 34472.0505 K 1 & 1+ @ 34472.2798 K 1 3P=6(\1S)15D \2D 2+ 34503.8844 K 1 & 1+ 34503.8967 K 1 3P=6(\1S)17S \2S + 34510.1190 K 1 3P=6(\1S)17P *2P + @ 34540.1250 K 1 & 1+ @ 34540.3088 K 1 3P=6(\1S)16D \2D 2+ 34566.1420 K 1 & 1+ 34566.1522 K 1 3P=6(\1S)18S \2S + 34571.3017 K 1 3P=6(\1S)18P *2P + @ 34596.0448 K 1 & 1+ 34596.1996 K 1 3P=6(\1S)17D \2D 2+ 34617.5815 K 1 & 1+ 34617.5899 K 1 3P=6(\1S)19S \2S + 34621.8976 K 1 3P=6(\1S)19P *2P 1+ @ 34642.6698 K 1 3P=6(\1S)18D \2D 2+ 34660.5702 K 1 & 1+ 34660.5772 K 1 3P=6(\1S)20S \2S + 34664.2161 K 1 3P=6(\1S)20P *2P 1+ @ 34681.7220 K 1 3P=6(\1S)19D \2D 2+ 34696.8629 K 1 & 1+ 34696.8689 K 1 3P=6(\1S)21S \2S + 34699.9692 K 1 3P=6(\1S)21P *2P 1+ @ 34714.8646 K 1 3P=6(\1S)20D \2D 2+ 34727.7798 K 1 & 1+ 34727.7849 K 1 3P=6(\1S)22S \2S + 34730.4476 K 1 3P=6(\1S)21D \2D 2+ 34754.3327 K 1 & 1+ 34754.3371 K 1 3P=6(\1S)23S \2S + 34756.6407 K 1 3P=6(\1S)22D \2D 2+ 34777.3058 K 1 & 1+ 34777.3096 K 1 3P=6(\1S)24S \2S + 34779.3147 K 1 3P=6(\1S)23D \2D 2+ 34797.3141 K 1 & 1+ 34797.3174 K 1 3P=6(\1S)25S \2S + 34799.0740 K 1 3P=6(\1S)24D \2D 2+ 34814.8472 K 1 & 1+ 34814.8502 K 1 3P=6(\1S)26S \2S + 34816.3971 K 1 3P=6(\1S)25D \2D 2+ 34830.2969 K 1 & 1+ 34830.2994 K 1 3P=6(\1S)27S \2S + 34831.6690 K 1 3P=6(\1S)26D \2D 2+ 34843.9804 K 1 & 1+ 34843.9827 K 1 3P=6(\1S)28S \2S + 34845.2004 K 1 3P=6(\1S)27D \2D 2+ 34856.1570 K 1 & 1+ 34856.1590 K 1 3P=6(\1S)29S \2S + 34857.2470 K 1 3P=6(\1S)28D \2D 2+ 34867.0404 K 1 & 1+ 34867.0423 K 1 3P=6(\1S)30S \2S + 34868.0180 K 1 3P=6(\1S)29D \2D 2+ [34876.8070] K 1 & 1+ [34876.8087] K 1 3P=6(\1S)31S \2S + [34877.6871] K 1 3P=6(\1S)30D \2D 2+ 34885.6048 K 1 & 1+ 34885.6062 K 1 3P=6(\1S)32S \2S + 34886.3999 K 1 3P=6(\1S)31D \2D 2+ [34893.5578] K 1 & 1+ [34893.5591] K 1 3P=6(\1S)33S \2S + [34894.2785] K 1 3P=6(\1S)32D \2D 2+ 34900.7707 K 1 & 1+ 34900.7719 K 1 3P=6(\1S)34S \2S + 34901.4264 K 1 3P=6(\1S)33D \2D 2+ [34907.3326] K 1 & 1+ [34907.3337] K 1 3P=6(\1S)35S \2S + [34907.9301] K 1 3P=6(\1S)34D \2D 2+ 34913.3194 K 1 & 1+ 34913.3204 K 1 3P=6(\1S)36S \2S + 34913.8657 K 1 3P=6(\1S)35D \2D 2+ [34918.7968] K 1 & 1+ [34918.7976] K 1 3P=6(\1S)37S \2S + [34919.2976] K 1 3P=6(\1S)36D \2D 2+ 34923.8203 K 1 & 1+ 34923.8212 K 1 3P=6(\1S)38S \2S + 34924.2808 K 1 3P=6(\1S)37D \2D 2+ [34928.4396] K 1 & 1+ [34928.4403] K 1 3P=6(\1S)39S \2S + [34928.8634] K 1 3P=6(\1S)38D \2D 2+ 34932.6961 K 1 & 1+ 34932.6969 K 1 3P=6(\1S)40S \2S + 34933.0874 K 1 3P=6(\1S)39D \2D 2+ [34936.6273] K 1 & 1+ [34936.6279] K 1 3P=6(\1S)41S \2S + [34936.9892] K 1 3P=6(\1S)40D \2D 2+ 34940.2653 K 1 & 1+ 34940.2660 K 1 3P=6(\1S)42S \2S + 34940.6009 K 1 3P=6(\1S)41D \2D 2+ [34943.6386] K 1 & 1+ [34943.6393] K 1 3P=6(\1S)43S \2S + [34943.9500] K 1 3P=6(\1S)42D \2D 2+ 34946.7726 K 1 & 1+ [34946.7730] K 1 3P=69\1S)44S \2S + 34947.0620 K 1 3P=6(\1S)43D \2D 2+ [34949.6886] K 1 & 1+ [34949.6892] K 1 3P=6(\1S)45S \2S + [34949.9585] K 1 3P=6(\1S)44D \2D 2+ [34952.4071] K 1 & 1+ [34952.4077] K 1 3P=6(\1S)46S \2S + 34952.6589 K 1 3P=6(\1S)45D \2D 2+ [34954.9453] K 1 & 1+ [34954.9458] K 1 3P=6(\1S)46D \2D 2+ 34957.3187 K 1 & 1+ [34957.3193] K 1 :K#II#(\1S<0) 35009.8140 K 1 3P=5 4S=2 *2P 1+ @ 151008 K 1 & + @ 153085 K 1 3P=5 3D(*3P)4S *4P + @ 159367 K 1 & 1+ @ 159678 K 1 3P=5 3D(*3P)4S *2P + @ 162404 K 1 & 1+ @ 163006 K 1 3P=5 3D(*3D)4S *4D 1+ @ 172623 K 1 & + @ 172800 K 1 3P=5 3D(*1D)4S *2D 1+ @ 173043 K 1 3P=5 3D(*3D)4S *2D 1+ @ 179886 K 1 3P=5 3D(*1P)4S *2P + @ 180551 K 1 & 1+ @ 180791 K 1 3P=5 4S(*3P)5S *4P 1+ @ 180850 K 1 & + @ 181517 K 1 3P=5 4S(*3P)5S *2P 1+ @ 182152 K 1 3P=5 3D(*3P)5S *2P + @ 183322 K 1 & 1+ @ 183532 K 1 3P=5 4S(*1P)5S *2P 1+ @ 184342 K 1 & + @ 185153 K 1 3P=5 4D(*3D)4S *4D +,1+ @ 185153 K 1 3P=5 4D(*1D)4S *2D 1+ @ 186656 K 1 3P=5 4D(*3D)4S *2D 1+ @ 187806 K 1 3P=5 4D(*1P)4S *2P +,1+ @ 188565 K 1 3P=5 4S(*3P)5D *4P 1+ @ 189900 K 1 3P=5 4S(*3P)5D *2D 1+ @ 190434 K 1 3P=5 4S(*3P)5D *2P + @ 190942 K 1 & 1+ @ 192251 K 1 3P=5 4S(*3P)5D *4D 1+ @ 191359 K 1 3P=5 4S(*3P)5D *4F 1+ @ 191641 K 1 3P=5 4S(*1P)6S *2P +,1+ @ 193065 K 1 3P=5 4S(*3P)6D *2D 1+ @ 193122 K 1 3P=5 4S(*3P)6D *2P + @ 193244 K 1 & 1+ @ 194275 K 1 3P=5 4S(*1P)5D *2D 1+ @ 193749 K 1 3P=5 4S(*1P)5D *2P + @ 193948 K 1 & 1+ @ 194068 K 1 3P=5 4S(*1P)7S *2P +,1+ @ 196319 K 1 3P=5 4S(*1P)6D *2P 1+ @ 196362 K 1 & + @ 196718 K 1 3P=5 4S(*1P)6D *2D 1+ @ 196826 K 1 3P=5 4S(*1P)7D *2P +,1+ @ 197959 K 1 3P=5 4S(*1P)8S K 1 3P=5 4S(*1P)8D *2P +,1+ @ 198911 K 1 3P=5 4S(*1P)9S K 1 3P=5 4S(*1P)9D *2P +,1+ @ 199549 K 1 3P=5 4S(*1P)10S K 1 3P=5 4S(*1P)10D *2P +,1+ @ 199980 K 1 3P=5 4S(*1P)11S K 1 3P=5 4S(*1P)11D *2P +,1+ @ 200268 K 1 3P=5 4S(*1P)12S K 1 3P=5 4S(*1P)12D *2P +,1+ @ 200493 K 1 3P=5 4S(*1P)13S K 1 3P=5 4S(*1P)13D *2P +,1+ @ 200658 K 1 3P=5 4S(*1P)14S K 1 3P=5 4S(*1P)14D *2P +,1+ @ 200780 K 1 3P=5 4S(*1P)15S K 1 3P=5 4S(*1P)15D *2P +,1+ @ 200876 K 1 3P=5 4S(*1P)16S K 1 3P=5 4S(*1P)16D *2P +,1+ @ 200955 K 1 3P=5 4S(*1P)17S K 1 3P=5 4S(*1P)17D *2P +,1+ @ 201017 K 1 3P=5 4S(*1P)18S K 1 3P=5 4S(*1P)18D *2P +,1+ @ 201074 K 1 3P=5 4S(*1P)19S K 1 3P=5 4S(*1P)19D *2P +,1+ @ 201124 K 1 3P=5 4S(*1P)20S K 1 3P=5 4S(*1P)20D *2P +,1+ @ 201152 K 1 3P=5 4S(*1P)21S K 1 :K#II#(*1P<1) 201471.3 K I @EOF K 1 @XQT AEL-LISTING.ABS SINGLE SPACE 51 3P=6(\1S)4S \2S + 0.000 2.002295 K 1 3P=6(\1S)5S \2S + 21026.551 K 1 3P=6(\1S)6S \2S + 27450.7104 K 1 3P=6(\1S)7S \2S + 30274.2487 2.0020 K 1 3P=6(\1S)8S \2S + 31765.3767 2.0028 K 1 3P=6(\1S)9S \2S + 32648.3511 K 1 3P=6(\1S)10S \2S + 33214.2267 K 1 3P=6(\1S)11S \2S + 33598.5597 K 1 3P=6(\1S)12S \2S + 33871.4788 K 1 3P=6(\1S)13S \2S + 34072.2393 K 1 3P=6(\1S)14S \2S + 34224.2113 K 1 3P=6(\1S)15S \2S + 34342.0150 K 1 3P=6(\1S)16S \2S + 34435.1762 K 1 3P=6(\1S)17S \2S + 34510.1190 K 1 3P=6(\1S)18S \2S + 34571.3017 K 1 3P=6(\1S)19S \2S + 34621.8976 K 1 3P=6(\1S)20S \2S + 34664.2161 K 1 3P=6(\1S)21S \2S + 34699.9692 K 1 3P=6(\1S)22S \2S + 34730.4476 K 1 3P=6(\1S)23S \2S + 34756.6407 K 1 3P=6(\1S)24S \2S + 34779.3147 K 1 3P=6(\1S)25S \2S + 34799.0740 K 1 3P=6(\1S)26S \2S + 34816.3971 K 1 3P=6(\1S)27S \2S + 34831.6690 K 1 3P=6(\1S)28S \2S + 34845.2004 K 1 3P=6(\1S)29S \2S + 34857.2470 K 1 3P=6(\1S)30S \2S + 34868.0180 K 1 3P=6(\1S)31S \2S + [34877.6871] K 1 3P=6(\1S)32S \2S + 34886.3999 K 1 3P=6(\1S)33S \2S + [34894.2785] K 1 3P=6(\1S)34S \2S + 34901.4264 K 1 3P=6(\1S)35S \2S + [34907.9301] K 1 3P=6(\1S)36S \2S + 34913.8657 K 1 3P=6(\1S)37S \2S + [34919.2976] K 1 3P=6(\1S)38S \2S + 34924.2808 K 1 3P=6(\1S)39S \2S + [34928.8634] K 1 3P=6(\1S)40S \2S + 34933.0874 K 1 3P=6(\1S)41S \2S + [34836.9892] K 1 3P=6(\1S)42S \2S + 34940.6009 K 1 3P=6(\1S)43S \2S + [34943.9500] K 1 3P=6(\1S)44S \2S + 34947.0620 K 1 3P=6(\1S)45S \2S + [34949.9585] K 1 3P=6(\1S)46S \2S + 34952.6589 K 1 :K#II#(\1S<0) 35009.8140 K 1 3P=6(\1S)4P *2P + @ 12985.170 K 1 & 1+ @ 13042.876 K 1 K 1 3P=6(\1S)5P *2P + @ 24701.382 0.665 K 1 & 1+ @ 24720.139 K 1 K 1 3P=6(\1S)6P *2P + @ 28999.27 0.6663 K 1 & 1+ @ 29007.71 1.3337 K 1 K 1 3P=6(\1S)7P *2P + @ 31069.90 0.6659 K 1 & 1+ @ 31074.40 1.3336 K 1 3P=6(\1S)8P *2P + @ 32227.44 K 1 & 1+ @ 32230.11 K 1 3P=6(\1S)9P *2P + @ 32940.2030 K 1 & 1+ @ 32941.9262 K 1 3P=6(\1S)10P *2P + @ 33410.2306 K 1 & 1+ @ 33411.3986 K 1 3P=6(\1S)11P *2P + @ 33736.4979 K 1 & 1+ @ 33737.3284 3P=6(\1S)12P *2P + @ 33972.2064 K 1 & 1+ @ 33972.8148 K 1 3P=6(\1S)13P *2P + @ 34148.0284 K 1 & 1+ @ 34148.4861 K 1 3P=6(\1S)14P *2P + @ 34282.6573 K 1 & 1+ @ 34283.0181 K 1 3P=6(\1S)15P *2P + @ 34388.0315 K 1 & 1+ @ 34388.3148 K 1 3P=6(\1S)16P *2P + @ 34472.0505 K 1 & 1+ @ 34472.2798 K 1 3P=6(\1S)17P *2P + @ 34540.1250 K 1 & 1+ @ 34540.3088 K 1 3P=6(\1S)18P *2P + @ 34596.0448 K 1 & 1+ @ 34596.1996 K 1 3P=6(\1S)19P *2P 1+ @ 34642.6698 K 1 3P=6(\1S)20P *2P 1+ @ 34681.7220 K 1 3P=6(\1S)21P *2P 1+ @ 34714.8646 K 1 :K#II#(\1S<0) 35009.8140 K 1 3P=6(\1S)3D \2D 2+ 21534.680 K 1 & 1+ 21536.988 K 1 K 1 3P=6(\1S)4D \2D 2+ 27397.077 K 1 & 1+ 27398.147 K 1 K 1 3P=6(\1S)5D \2D 2+ 30185.2439 1.2004 K 1 & 1+ 30185.7476 0.7997 K 1 K 1 3P=6(\1S)6D \2D 2+ 31695.9005 1.2013 K 1 & 1+ 31696.1661 0.7999 K 1 K 1 3P=6(\1S)7D \2D 2+ 32598.2881 K 1 & 1+ 32598.4437 K 1 K 1 3P=6(\1S)8D \2D 2+ 33178.1339 K 1 & 1+ 33178.2324 K 1 K 1 3P=6(\1S)9D \2D 2+ 33572.0592 K 1 & 1+ 33572.1249 K 1 K 1 3P=6(\1S)10D \2D 2+ 33851.5956 K 1 & 1+ 33851.6418 K 1 K 1 3P=6(\1S)11D \2D 2+ 34057.0051 K 1 & 1+ 34057.0385 K 1 K 1 3P=6(\1S)12D \2D 2+ 34212.3139 K 1 & 1+ 34212.3393 K 1 3P=6(\1S)13D \2D 2+ 34332.5627 K 1 & 1+ 34332.5823 K 1 3P=6(\1S)14D \2D 2+ 34427.5513 K 1 & 1+ 34427.5667 K 1 3P=6(\1S)15D \2D 2+ 34503.8844 K 1 & 1+ 34503.8967 K 1 3P=6(\1S)16D \2D 2+ 34566.1420 K 1 & 1+ 34566.1522 K 1 3P=6(\1S)17D \2D 2+ 34617.5815 K 1 & 1+ 34617.5899 K 1 3P=6(\1S)18D \2D 2+ 34660.5702 K 1 & 1+ 34660.5772 K 1 3P=6(\1S)19D \2D 2+ 34696.8629 K 1 & 1+ 34696.8689 K 1 3P=6(\1S)20D \2D 2+ 34727.7798 K 1 & 1+ 34727.7849 K 1 3P=6(\1S)21D \2D 2+ 34754.3327 K 1 & 1+ 34754.3371 K 1 3P=6(\1S)22D \2D 2+ 34777.3058 K 1 & 1+ 34777.3096 K 1 3P=6(\1S)23D \2D 2+ 34797.3141 K 1 & 1+ 34797.3174 K 1 3P=6(\1S)24D \2D 2+ 34814.8472 K 1 & 1+ 34814.8502 K 1 3P=6(\1S)25D \2D 2+ 34830.2969 K 1 & 1+ 34830.2994 K 1 3P=6(\1S)26D \2D 2+ 34843.9804 K 1 & 1+ 34843.9827 K 1 3P=6(\1S)27D \2D 2+ 34856.1570 K 1 & 1+ 34856.1590 K 1 3P=6(\1S)28D \2D 2+ 34867.0404 K 1 & 1+ 34867.0423 K 1 3P=6(\1S)29D \2D 2+ [34876.8070] K 1 & 1+ [34876.8087] K 1 3P=6(\1S)30D \2D 2+ 34885.6048 K 1 & 1+ 34885.6062 K 1 3P=6(\1S)31D \2D 2+ [34893.5578] K 1 & 1+ [34893.5591] K 1 3P=6(\1S)32D \2D 2+ 34900.7707 K 1 & 1+ 34900.7719 K 1 3P=6(\1S)33D \2D 2+ [34907.3326] K 1 & 1+ [34907.3337] K 1 3P=6(\1S)34D \2D 2+ 34913.3194 K 1 & 1+ 34913.3204 K 1 3P=6(\1S)35D \2D 2+ [34918.7968] K 1 & 1+ [34918.7976] K 1 3P=6(\1S)36D \2D 2+ 34923.8203 K 1 & 1+ 34923.8212 K 1 3P=6(\1S)37D \2D 2+ [34928.4396] K 1 & 1+ [34928.4403] K 1 3P=6(\1S)38D \2D 2+ 34932.6961 K 1 & 1+ 34932.6969 K 1 3P=6(\1S)39D \2D 2+ [34936.6273] K 1 & 1+ [34936.6279] K 1 3P=6(\1S)40D \2D 2+ 34940.2653 K 1 & 1+ 34940.2660 K 1 3P=6(\1S)41D \2D 2+ [34943.6386] K 1 & 1+ [34943.6393] K 1 3P=6(\1S)42D \2D 2+ 34946.7726 K 1 & 1+ [34946.7730] K 1 3P=6(\1S)43D \2D 2+ [34949.6886] K 1 & 1+ [34949.6892] K 1 3P=6(\1S)44D \2D 2+ 34952.4071 K 1 & 1+ [34952.4077] K 1 3P=6(\1S)45D \2D 2+ [34954.9453] K 1 & 1+ [34954.9458] K 1 3P=6(\1S)46D \2D 2+ 34957.3187 K 1 & 1+ [34957.3193] K 1 :K#II#(\1S<0) 35009.8140 K 1 3P=6(\1S)4F *2F 2+,3+ @ 28127.85 K 1 3P=6(\1S)5F *2F 2+,3+ @ 30606.73 K 1 3P=6(\1S)6F *2F 2+,3+ @ 31953.17 K 1 3P=6(\1S)7F *2F 2+,3+ @ 32764.80 K 1 3P=6(\1S)8F *2F 2+,3+ @ 33291.40 K 1 3P=6(\1S)9F *2F 2+,3+ @ 33652.32 K 1 3P=6(\1S)10F *2F 2+,3+ @ 33910.42 K 1 3P=6(\1S)11F *2F 2+,3+ @ 34101.36 K 1 3P=6(\1S)12F *2F 2+,3+ @ 34246.37 K 1 3P=6(\1S)13F *2F 2+,3+ @ 34359.36 K 1 3P=6(\1S)14F *2F 2+,3+ @ 34448.98 K 1 :K#II#(\1S<0) 35009.8140 K 1 3P=6(\1S)5G \2G 3+,4+ 30617.31 K 1 :K#II#(\1S<0) 35009.8140 K 1 3P=5 4S=2 *2P 1+ @ 151008 K 1 & + @ 153085 K 1 3P=5 3D(*3P)4S *4P + @ 159367 K 1 & 1+ @ 159678 K 1 3P=5 3D(*3P)4S *2P + @ 162404 K 1 & 1+ @ 163006 K 1 3P=5 3D(*3D)4S *4D 1+ @ 172623 K 1 & + @ 172800 K 1 3P=5 3D(*1D)4S *2D 1+ @ 173043 K 1 3P=5 3D(*3D)4S *2D 1+ @ 179886 K 1 3P=5 3D(*1P)4S *2P + @ 180551 K 1 & 1+ @ 180791 K 1 3P=5 4S(*3P)5S *4P 1+ @ 180850 K 1 & + @ 181517 K 1 3P=5 4S(*3P)5S *2P 1+ @ 182152 K 1 3P=5 3D(*3P)5S *2P + @ 183322 K 1 & 1+ @ 183532 K 1 3P=5 4S(*1P)5S *2P 1+ @ 184342 K 1 & + @ 185153 K 1 # 3P=5 4S(*1P)6S *2P +,1+ @ 193065 K 1 3P=5 4S(*1P)7S *2P +,1+ @ 196319 K 1 3P=5 4S(*1P)8S *2P +,1+ @ 197959 K 1 3P=5 4S(*1P)9S *2P +,1+ @ 198911 K 1 3P=5 4S(*1P)10S *2P +,1+ @ 199549 K 1 3P=5 4S(*1P)11S *2P +,1+ @ 199980 K 1 3P=5 4S(*1P)12S *2P +,1+ @ 200268 K 1 3P=5 4S(*1P)13S *2P +,1+ @ 200493 K 1 3P=5 4S(*1P)14S *2P +,1+ @ 200658 K 1 3P=5 4S(*1P)15S *2P +,1+ @ 200780 K 1 3P=5 4S(*1P)16S *2P +,1+ @ 200876 K 1 3P=5 4S(*1P)17S *2P +,1+ @ 200955 K 1 3P=5 4S(*1P)18S *2P +,1+ @ 201017 K 1 3P=5 4S(*1P)19S *2P +,1+ @ 201074 K 1 3P=5 4S(*1P)20S *2P +,1+ @ 201124 K 1 3P=5 4S(*1P)21S *2P +,1+ @ 201152 K 1 :K#II#(*1P<1) 201471.3 K I 3P=5 4D(*3D)4S *4D +,1+ @ 185153 K 1 3P=5 4D(*1D)4S *2D 1+ @ 186656 K 1 3P=5 4D(*3D)4S *2D 1+ @ 187806 K 1 3P=5 4D(*1P)4S *2P +,1+ @ 188565 K 1 3P=5 4S(*3P)5D *4P 1+ @ 189900 K 1 3P=5 4S(*3P)5D *2D 1+ @ 190434 K 1 3P=5 4S(*3P)5D *2P + @ 190942 K 1 & 1+ @ 192251 K 1 3P=5 4S(*3P)5D *4D 1+ @ 191359 K 1 3P=5 4S(*3P)5D *4F 1+ @ 191641 K 1 3P=5 4S(*3P)6D *2D 1+ @ 193122 K 1 3P=5 4S(*3P)6D *2P + @ 193244 K 1 & 1+ @ 194275 K 1 3P=5 4S(*1P)5D *2D 1+ @ 193749 K 1 3P=5 4S(*1P)5D *2P + @ 193948 K 1 & 1+ @ 194068 K 1 # 3P=5 4S(*1P)6D *2P 1+ @ 196362 K 1 & + @ 196718 K 1 # 3P=5 4S(*1P)6D *2D 1+ @ 196826 K 1 3P=5 4S(*1P)7D *2P +,1+ @ 197959 K 1 3P=5 4S(*1P)8D *2P +,1+ @ 198911 K 1 3P=5 4S(*1P)9D *2P +,1+ @ 199549 K 1 3P=5 4S(*1P)10D *2P +,1+ @ 199980 K 1 3P=5 4S(*1P)11D *2P +,1+ @ 200268 K 1 3P=5 4S(*1P)12D *2P +,1+ @ 200493 K 1 3P=5 4S(*1P)13D *2P +,1+ @ 200658 K 1 3P=5 4S(*1P)14D *2P +,1+ @ 200780 K 1 3P=5 4S(*1P)15D *2P +,1+ @ 200876 K 1 3P=5 4S(*1P)16D *2P +,1+ @ 200955 K 1 3P=5 4S(*1P)17D *2P +,1+ @ 201017 K 1 3P=5 4S(*1P)18D *2P +,1+ @ 201074 K 1 3P=5 4S(*1P)19D *2P +,1+ @ 201124 K 1 3P=5 4S(*1P)20D *2P +,1+ @ 201152 K 1 :K#II#(*1P<1) 201471.3 K I @EOF K I @XQT AEL-LISTING.ABS SINGLE SPACE 3P=6 \1S 0 0 K 2 3P=5 4S *3P 2 @ 162507.0 1.48 CK 2 Q 92 8 3D#*3P @ 162507.0 1.48 CK 2 & 1 @ 163237.0 1.47 CK 2 Q 58 26 @ 163237.0 1.47 CK 2 & 0 @ 165149.5 CK 2 Q 80 20 @ 165149.5 CK 2 CK 2 3P=5 3D *3P 0 @ 163436.3 CK 2 Q 80 20 4S#*3P @ 163436.3 K 2 & 1 @ 164496.1 1.38 CK 2 Q 64 35 @ 164496.1 1.38 CK 2 & 2 @ 164932.3 1.47 CK 2 Q 92 8 @ 164932.3 1.47 CK 2 CK 2 3P=5 4S *1P 1 @ 166461.5 1.07 CK 2 Q 83 10 3D#*3P @ 166461.5 1.07 CK 2 CK 2 3P=5 3D *3F 3 @ 170835.4 1.09 K 2 N 99 @ 170835.4 1.09 K 2 & 2 @ 171526.8 1.36 CK 2 N 99 @ 171526.8 1.36 CK 2 CK 2 3P=5 4P \3S 1 183208.4 1.96 CK 2 N 98 183208.4 1.96 CK 2 CK 2 3P=5 4P \3D 3 186388.5 1.35 CK 2 N100 186388.5 1.35 CK 2 & 2 186685.6 1.11 K 2 Q 74 16 \3P 186685.6 1.11 K 2 & 1 187531.1 0.72 K 2 Q 77 23 \1P 187531.1 0.72 K 2 CK 2 3P=5 4P \1D 2 188154.4 1.19 CK 2 Q 52 24 \3P 188154.4 1.19 CK 2 CK 2 3P=5 4P \1P 1 189243.7 0.95 CK 2 Q 53 32 \3P 189243.7 0.95 CK 2 CK 2 3P=5 4P \3P 2 189661.7 1.31 CK 2 Q 60 38 \1D 189661.7 1.31 CK 2 & 0 189772.0 CK 2 N 97 189772.0 CK 2 & 1 190134.8 1.38 CK 2 Q 66 24 \1P 190134.8 1.38 CK 2 CK 2 3P=5 4P \1S 0 194776.1? CK 2 N 97 194776.1? CK 2 CK 2 3P=5(*2P>1)5S !2[1+]' 2 @ 212575.5 1.51 CK 2 N100 @ 212575.5 1.51 CK 2 & 1 @ 212992.9 1.19 CK 2 N 97 @ 212992.9 1.19 CK 2 CK 2 3P=5(*2P>0)5S !2[+]' 0 @ 214727.0 CK 2 N100 @ 214727.0 CK 2 & 1 @ 215018.8 1.25 CK 2 N 97 @ 215018.8 1.25 CK 2 CK 2 3P=5 4D *3P 1 @ 215404.9 1.44 CK 2 N 97 @ 215404.9 1.44 CK 2 & 2 @ 215855.8 1.46 CK 2 Q 89 11 *3D @ 215855.8 1.46 CK 2 K 2 3P=5 4D *3F 2 @ 217066.3 CK 2 Q 64 36 *1D @ 217066.3 CK 2 K 2 3P=5 4D *3D 3 @ 217726.4 CK 2 Q 66 26 *1F @ 217726.4 CK 2 & 2 @ 219196.2 K 2 Q 54 25 *1D @ 219196.2 K 2 K 2 3P=5 4D? *1P 1 @ 223124.1 CK 2 :K#III#(*2P>1) 255100 K 2 K 2 @EOF @XQT AEL-LISTING.ABS SINGLE SPACE 51 3S=2 3P=5 *2P 1+ @ 0.0 K 3 & + @ 2166.1 K 3 K 3 3S3P=6 \2S + 130610 K 3 K 3 3S=2 3P=4(\3P)3D \2P + 183878 K 3 & 1+ 185276 K 3 K 3 3S=2 3P=4(\3P)3D \2D 1+ 190917 K 3 & 2+ 192082 K 3 K 3 3S=2 3P=4(\3P)3D \2F 2+ 201165 K 3 K 3 3S=2 3P=4(\3P)4S \4P 2+ 207421.9 K 3 & 1+ 208687.8 K 3 & + 209461.3 K 3 K 3 3S=2 3P=4(\3P)4S \2P 1+ 212725.4 K 3 & + 214232.3 K 3 K 3 3S=2 3P=4(\1D)4S \2D 2+ 225051 K 3 & 1+ 225084 K 3 K 3 3S=2 3P=4(\3P)4P *4P 2+ @ 237512.0 K 3 & 1+ @ 237912.2 K 3 & + @ 238455.1 K 3 3S=2 3P=4(\3P)4P *4D 3+ @ 240829.9 K 3 & 2+ @ 241443.5 K 3 & 1+ @ 242165.3 K 3 & + @ 242526.7 K 3 3S=2 3P=4(\1D)3D \2P 1+ 241042 K 3 & + 242549 K 3 K 3 3S=2 3P=4(\1S)4S \2S + 241667 K 3 K 3 3S=2 3P=4(\3P)4P *2D 2+ @ 243120.6 K 3 & 1+ @ 243448.2 K 3 3S=2 3P=4(\3P)4P *2P 1+ @ 243947.4 K 3 & + @ 245382.3 K 3 K 3 3S=2 3P=4(\1D)3D \2D 2+ 244523 K 3 & 1+ 246010 K 3 K 3 3S=2 3P=4(\3P)4P *4S 1+ @ 246625.6 K 3 3S=2 3P=4(\1D)3D \2S + 250858 K 3 K 3 $ \1 252037 K 3 3S=2 3P=4(\3P)5S \2P 1+ 262828 K 3 & + 263770 K 3 3S=2 3P=4(\1D)5S \2D 2+ 289400 K 3 & 1+ 289519 K 3 3S=2 3P=4(\1S)3D \2D 2+ 302404 K 3 & 1+ 303902 K 3 :K#IV#(\3P<2) 369450 K 3 K 3 @EOF K 3 @XQT AEL-LISTING.ABS SINGLE SPACE 3S=2 3P=4 \3P 2 0.0 K 4 & 1 1671.4 K 4 & 0 2321.2 K 4 K 4 3S=2 3P=4 \1D 2 16384.1 K 4 K 4 3S=2 3P=4 \1S 0 38546.3 K 4 K 4 3S3P=5 *3P 2 @ 134181.8 K 4 & 1 @ 135658.3 K 4 & 0 @ 136453.0 K 4 K 4 3S3P=5 *1P 1 @ 171139.5 K 4 K 4 3S=2 3P=3(*4S)3D *3D 3 @ 189952 K 4 & 2 @ 191203 K 4 & 1 @ 191400 K 4 K 4 3S=2 3P=3(*2D)3D *1D 2 @ 216387 K 4 3S=2 3P=3(*2D)3D *3P 2 @ 225445 K 4 & 1 @ 226082 K 4 & 0 @ 227650 K 4 K 4 3S=2 3P=3(*2D)3D *1F 3 @ 242475 K 4 K 4 3S=2 3P=3(*2D)3D *3S 1 @ 249867 K 4 K 4 3S=2 3P=3(*2P)3D *3P 2 @ 256032 K 4 & 1 @ 257122 K 4 & 0 @ 257809 K 4 K 4 3S=2 3P=3(*2D)3D *1P 1 @ 260910 K 4 K 4 3S=2 3P=3(*2P)3D *3D 3 @ 261623 K 4 & 2 @ 262829 K 4 & 1 @ 263658 K 4 K 4 3S=2 3P=3(*2P)3D *1D 2 @ 273398 K 4 K 4 3S=2 3P=3(*2D)4S *3D 1 @ 277792 K 4 & 2 @ 277850 K 4 & 3 @ 277986 K 4 K 4 3S=2 3P=3(*2P)3D *1F 3 @ 279627 K 4 K 4 3S=2 3P=3(*2D)4S *1D 2 @ 282371 K 4 K 4 3S=2 3P=3(*2P)4S *3P 0 @ 293382 K 4 & 1 @ 293471 K 4 & 2 @ 293720 K 4 K 4 3S=2 3P=3(*2P)4S *1P 1 @ 298132 K 4 K 4 3S=2 3P=3(*2P)3D *1P 1 @ 298898 K 4 K 4 3S=2 3P=3(*4S)5S *3S 1 @ 367888 K 4 K 4 :K#V#(*4S>1) 491300 K 4 K 4 @EOF K 4 @XQT AEL-LISTING.ABS SINGLE SPACE 51 3S=2 3P=3 *4S 1+ @ 0.0 K 5 3S=2 3P=3 *2D 1+ @ 24012.5 K 5 & 2+ @ 24249.6 K 5 3S=2 3P=3 *2P + @ 39758.1 K 5 & 1+ @ 40080.2 K 5 3S3P=4 \4P 2+ 136636.5 K 5 & 1+ 138037.5 K 5 & + 138804.1 K 5 K 5 3S3P=4 \2D 1+ 169579.5 K 5 & 2+ 169705.8 K 5 3S3P=4 \2P 1+ 194805.1 K 5 & + 196331.2 K 5 3S3P=4 \2S + 205799.9 K 5 3S=2 3P=2(\3P)3D \4F 1+ 206720 K 5 & 2+ 207165 K 5 3S=2 3P=2(\3P)3D \4D 2+ 222366 K 5 & 1+ 222711 K 5 3S=2 3P=2(\3P)3D \4P 2+ 257865 K 5 & 1+ 259276 K 5 & + 259726 K 5 3S=2 3P=2(\3P)3D \2P 1+ 259218 K 5 & + 260882 K 5 K 5 3S=2 3P=2(\1D)3D \2D 2+ 280585 K 5 & 1+ 281035 K 5 K 5 3S=2 3P=2(\1D)3D \2P 1+ 290236 K 5 & + 290784 K 5 K 5 3S=2 3P=2(\1D)3D \2F 2+ 292497 K 5 & 3+ 292960 K 5 K 5 3S=2 3P=2(\1D)3D \2S + 292987 K 5 3S=2 3P=2(\1S)3D \2D 2+ 303850 K 5 & 1+ 304476 K 5 K 5 3S=2 3P=2(\3P)4S \4P + 336628 K 5 & 1+ 337645 K 5 & 2+ 339172 K 5 K 5 3S=2 3P=2(\3P)4S \2P + 343740 K 5 & 1+ 345540 K 5 K 5 3S=2 3P=2(\1D)4S \2D 2+ 357012 K 5 & 1+ 357050 K 5 K 5 3S=2 3P=2(\1S)4S \2S + 380994 K 5 K 5 :K#VI#(\3P<0) 666700 K 5 K 5 @EOF K 5 @XQT AEL-LISTING.ABS SINGLE SPACE 3S=2 3P=2 \3P 0 0.0 K 6 & 1 1133.4 K 6 & 2 2927.2 K 6 K 6 3S=2 3P=2 \1D 2 18977.8 K 6 K 6 3S=2 3P=2 \1S 0 43358.8 K 6 K 6 3S3P=3 *3D 1 @ 140741.3 K 6 & 2 @ 140795.4 K 6 & 3 @ 140995.7 K 6 K 6 3S3P=3 *3P 0 @ 163421.3 K 6 & 1 @ 163435.0 K 6 & 2 @ 163438 K 6 K 6 3S3P=3 *1D 2 @ 178872.9 K 6 K 6 3S3P=3 *3S 1 @ 218317.3 K 6 K 6 3S3P=3 *1P 1 @ 223840.1 K 6 K 6 3S=2 3P3D *3P 2 @ 252327 K 6 & 1 @ 253503 K 6 & 0 @ 254037 K 6 K 6 3S=2 3P3D *3D 1 @ 260069 K 6 & 2 @ 260503 K 6 & 3 @ 260786 K 6 K 6 3S=2 3P3D *1F 3 @ 285687 K 6 K 6 3S=2 3P3D *1P 1 @ 293723 K 6 K 6 3S=2 3P4S *3P 0 @ 387423 K 6 & 1 @ 388116 K 6 & 2 @ 390496 K 6 K 6 3S=2 3P4S *1P 1 @ 394420 K 6 K 6 :K#VII#(*2P>0) 802000 K 6 K 6 @EOF K 6 @XQT AEL-LISTING.ABS SINGLE SPACE 51 3S=2 3P *2P + @ 0.0 K 7 & 1+ @ 3134.0 K 7 K 7 3S3P=2 \4P + 114650+X K 7 & 1+ 115786+X K 7 & 2+ 117523+X K 7 K 7 3S3P=2 \2D 1+ 151883.9 K 7 & 2+ 152051.7 K 7 K 7 3S3P=2 \2S + 193084.5 K 7 K 7 3S3P=2 \2P + 206502.9 K 7 & 1+ 208432.5 K 7 K 7 3S=2 3D \2D 1+ 250663 K 7 & 2+ 250781 K 7 K 7 3P=3 *4S 1+ @ 307777+X K 7 3S3P3D *4P 2+ @ 362492+X K 7 & 1+ @ 363321+X K 7 K 7 3S3P3D *4D + @ 365688+X K 7 & 1+ @ 366101+X K 7 & 2+ @ 366409+X K 7 & 3+ @ 366556+X K 7 K 7 3S=2 4S \2S + 439322 K 7 K 7 3S3P4S *4P + @ 565985+X K 7 & 1+ @ 567062+X K 7 & 2+ @ 569034+X K 7 K 7 3S=2 4D \2D 1+ 570738 K 7 & 2+ 570922 K 7 K 7 3S=2 4F *2F 2+ @ 608532 K 7 & 3+ @ 608536 K 7 K 7 3S=2 5S \2S + 654074 K 7 3S=2 5D \2D 1+ 716949 K 7 & 2+ 716986 K 7 K 7 3S=2 5F *2F 2+,3+ @ 732500 K 7 K 7 3S=2 6S \2S + 754539 K 7 3S=2 6D \2D 1+ 789578 K 7 & 2+ 789600 K 7 K 7 :K#VIII#(\1S<0) 948200 K 7 K 7 @EOF @XQT AEL-LISTING.ABS SINGLE SPACE 3S=2 \1S 0 0 K 8 K 8 3S3P *3P 0 @ 128187+X K 8 & 1 @ 129299+X K 8 & 2 @ 131672+X K 8 K 8 3S3P *1P 1 @ 192537 K 8 K 8 3P=2 \1D 2 300387 K 8 K 8 3P=2 \3P 0 304890+X K 8 & 1 306249+X K 8 & 2 308826+X K 8 K 8 3P=2 \1S 0 357660 K 8 K 8 3S3D \3D 1 368197+X K 8 & 2 368276+X K 8 & 3 368407+X K 8 K 8 3S3D \1D 2 419100 K 8 K 8 3P3D *3F 2 @ 503877+X K 8 & 3 @ 505277+X K 8 & 4 @ 507077+X K 8 K 8 3P3D *1D 2 @ 510990 K 8 K 8 3P3D *3P 2 @ 535417+X K 8 3P3D *3D 2 @ 538637+X K 8 & 3 @ 539257+X K 8 K 8 3P3D *1P 1 @ 553620 K 8 K 8 3S4S \3S 1 631861+X K 8 K 8 3S4S \1S 0 644451 K 8 K 8 3S4P *1P 1 @ 695376 K 8 K 8 3S4D \3D 1 770440+X K 8 & 2 770496+X K 8 & 3 770646+X K 8 K 8 3S4D \1D 2 773844 K 8 K 8 3P4S *3P 0 @ 794907+X K 8 & 1 @ 795814+X K 8 & 2 @ 798537+X K 8 K 8 3S4F *3F 2-4 @ 801750+X K 8 K 8 3S4F *1F 3 @ 809388 K 8 K 8 3P4P \3D 1 849542+X K 8 & 2 850564+X K 8 & 3 853001+X K 8 K 8 3P4P \3P 0 856054+X K 8 & 1 856824+X K 8 & 2 858616+X K 8 K 8 3P4P \3S 1 859360+X K 8 K 8 3S5S \3S 1 885149+X K 8 K 8 3S5S \1S 0 893057 K 8 K 8 3S5P *1P 1 @ 912975 K 8 K 8 3S5D \1D 2 947117 K 8 K 8 3S5D \3D 3 948579+X K 8 & 2 948608+X K 8 & 1 948639+X K 8 K 8 3S5F *3F 2-4 @ 963880+X K 8 K 8 3S5F *1F 3 @ 966616 K 8 K 8 3S6S \3S 1 1007561+X K 8 K 8 3S6P *1P 1 @ 1022558 K 8 K 8 3S6D \3D 1 1043075+X K 8 & 2 1043108+X K 8 & 3 1043166+X K 8 K 8 3S6F *3F 2-4 @ 1051544+X K 8 K 8 3S7P *1P 1 @ 1097914 K 8 K 8 3S7D \3D 1-3 1099352+X K 8 K 8 3S7F *3F 2-4 @ 1104323+X K 8 K 8 :K#IX#(\2S>0) 1249200 K 8 K 8 @EOF K 8 @XQT AEL-LISTING.ABS SINGLE SPACE 51 2P=6(\1S)3S \2S + 0 K 9 K 9 2P=6(\1S)3P *2P + @ 157152 K 9 & 1+ @ 160913 K 9 K 9 2P=6(\1S)3D \2D 1+ 374867 K 9 & 2+ 375122 K 9 K 9 2P=6(\1S)4S \2S + 698893 K 9 K 9 2P=6(\1S)4P *2P + @ 758262 K 9 & 1+ @ 759685 K 9 K 9 2P=6(\1S)4D \2D 1+ 836869 K 9 & 2+ 837003 K 9 K 9 2P=6(\1S)4F *2F 2+ @ 860849 K 9 & 3+ @ 860889 K 9 K 9 2P=6(\1S)5S \2S + 982977 K 9 K 9 2P=6(\1S)5P *2P + @ 1011520 K 9 & 1+ @ 1012210 K 9 K 9 2P=6(\1S)5D \2D 1+ 1049050 K 9 & 2+ 1049130 K 9 K 9 2P=6(\1S)5F *2F 2+ @ 1061400 K 9 & 3+ @ 1061410 K 9 K 9 2P=6(\1S)6S \2S + 1126510 K 9 K 9 2P=6(\1S)6P *2P + @ 1142410 K 9 & 1+ @ 1142750 K 9 K 9 2P=6(\1S)6D \2D 1+ 1163250 K 9 & 2+ 1163310 K 9 K 9 2P=6(\1S)6F *2F 2+ @ 1170430 K 9 & 3+ @ 1170440 K 9 K 9 2P=6(\1S)7S \2S + 1209140 K 9 K 9 2P=6(\1S)7P *2P +,1+ @ 1218980 K 9 K 9 2P=6(\1S)7D \2D 1+ 1231620 K 9 & 2+ 1231640 K 9 K 9 2P=6(\1S)7F *2F 2+ @ 1236130 K 9 & 3+ @ 1236160 K 9 K 9 2P=6(\1S)8P *2P +,1+ @ 1267390 K 9 K 9 2P=6(\1S)8D \2D 1+ 1275770 K 9 & 2+ 1275780 K 9 K 9 2P=6(\1S)8F *2F 3+ @ 1278860 K 9 K 9 2P=6(\1S)9P *2P +,1+ @ 1300170 K 9 K 9 2P=6(\1S)9D \2D 1+ 1305730 K 9 & 2+ @ 1305800 K 9 K 9 2P=6(\1S)9F *2F 2+,3+ @ 1308000 K 9 K 9 2P=6(\1S)10D \2D 2+ 1327340 K 9 :K#X#(\1S<0) 1418063 K 9 K 9 @EOF @XQT AEL-LISTING.ABS SINGLE SPACE 2S=2 2P=6 \1S 0 0 K 0 K 0 2S=2 2P=5 3S *3P 1 @ 2407260 K 0 K 0 2S=2 2P=5 3S *1P 1 @ 2430250 K 0 K 0 2S=2 2P=5 3D *3P 1 @ 2760200 K 0 K 0 2S=2 2P=5 3D *3D 1 @ 2794900 K 0 K 0 2S=2 2P=5 3D *1P 1 @ 2832300 K 0 K 0 2S=2 2P=5 4S *3P 1 @ 3205100 K 0 K 0 2S2P=6 3P *3P 1 @ 3219400 K 0 K 0 2S=2 2P=5 4S *1P 1 @ 3232400 K 0 K 0 2S2P=6 3P *1P 1 @ 3237600 K 0 K 0 2S=2 2P=5 4D *3D 1 @ 3356400 K 0 K 0 2S=2 2P=5 4D *1P 1 @ 3379700 K 0 K 0 :K#XI#(*2P>1) 4064300 K10 K10 @EOF @XQT AEL-LISTING.ABS SINGLE SPACE 51 2S=2 2P=5 *2P 1+ @ 0 K11 & + @ 23530 K11 K11 2S2P=6 \2S + 655901 K11 K11 2S=2 2P=4(\3P)3S \4P 2+ 2640500 K11 & 1+ 2653000 K11 & + 2662600 K11 K11 2S=2 2P=4(\3P)3S \2P 1+ 2671500 K11 & + 2685600 K11 K11 2S=2 2P=4(\1D)3S \2D 2+ 2727800 K11 & 1+ 2728500 K11 K11 2S=2 2P=4(\1S)3S \2S + 2811800 K11 K11 2S=2 2P=4(\3P)3D \4P + 3018000 K11 & 1+ 3022300 K11 & 2+ 3029200 K11 K11 2S=2 2P=4(\3P)3D \4F 2+ 3020500 K11 K11 2S=2 2P=4(\3P)3D \2P + 3027800 K11 K11 2S=2 2P=4(\3P)3D \2F 2+ 3034300 K11 K11 2S=2 2P=4(\3P)3D \2D 1+ 3034400 K11 & 2+ 3048000 K11 K11 2S=2 2P=4(\1D)3D \2S + 3094300 K11 K11 2S=2 2P=4(\1D)3D \2F 2+ 3098100 K11 K11 2S=2 2P=4(\1D)3D \2D 2+ 3107700 K11 & 1+ 3115400 K11 K11 2S=2 2P=4(\1D)3D \2P 1+ 3107900 K11 K11 2S=2 2P=4(\1S)3D \2D 2+ 3176300 K11 & 1+ 3179100 K11 K11 2S2P=5(*3P)3S *2P 1+ @ 3265800 K11 & + @ 3279800 K11 K11 :K#XII#(\3P<2) 4555000 K11 K11 @EOF @XQT AEL-LISTING.ABS SINGLE SPACE 2S=2 2P=4 \3P 2 0 K12 Q 98 2 \1D 0 K12 & 1 18954 K12 N100 18954 K12 & 0 23207 K12 Q 97 3 \1S 23207 K12 K12 2S=2 2P=4 \1D 2 79654 K12 Q 98 2 \3P 79654 K12 K12 2S=2 2P=4 \1S 0 163019 K12 Q 94 3 \3P 163019 K12 2S2P=5 *3P 2 @ 573363 K12 N100 @ 573363 K12 & 1 @ 589176 K12 N100 @ 589176 K12 & 0 @ 598382 K12 N100 @ 598382 K12 K12 2S2P=5 *1P 1 @ 789574 K12 N100 @ 789574 K12 K12 2P=6 \1S 0 1336760 K12 Q 97 3 2S=2 2P=4#\1S 1336760 K12 2S=2 2P=3(*4S)3S *3S 1 @ 2930400 K12 K12 2S=2 2P=3(*2D)3S *3D 1 @ 3004100 K12 & 2 @ 3005200 K12 & 3 @ 3008700 K12 K12 2S=2 2P=3(*2D)3S *1D 2 @ 3024600 K12 K12 2S=2 2P=3(*2P)3S *1P 1 @ 3087000 K12 K12 2S=2 2P=3(*4S)3D *3D 2 @ 3265700 K12 & 3 @ 3271100 K12 K12 2S=2 2P=3(*2D)3D *3D 1 @ 3358100 K12 & 2 @ 3361100 K12 K12 2S=2 2P=3(*2D)3D *3P 2 @ 3370700 K12 K12 2S=2 2P=3(*2D)3D *1D 2 @ 3374400 K12 K12 2S=2 2P=3(*2D)3D *3S 1 @ 3383100 K12 K12 2S=2 2P=3(*2D)3D *1F 3 @ 3396300 K12 K12 2S=2 2P=3(*2P)3D *3P 2 @ 3405200 K12 & 1 @ 3410000 K12 K12 2S=2 2P=3(*2P)3D *1D 2 @ 3416600 K12 K12 2S=2 2P=3(*2P)3D *3D 1,2 @ 3427000 K12 & 3 @ 3428400 K12 K12 2S=2 2P=3(*2P)3D *1F 3 @ 3442700 K12 K12 2S=2 2P=3(*2P)3D *1P 1 @ 3474100 K12 K12 :K#XIII#(*4S>1) 5077000 K12 K12 @EOF @XQT AEL-LISTING.ABS SINGLE SPACE 51 2S=2 2P=3 *4S 1+ @ 0 K13 Q 99 1 *2P @ 0 K13 K13 2S=2 2P=3 *2D 1+ @ 100647+X K13 Q 91 8 *2P @ 100647+X K13 & 2+ @ 105805+X K13 N100 @ 105805+X K13 K13 2S=2 2P=3 *2P + @ 160743+X K13 Q 98 2 2P=5#*2P @ 160743+X K13 & 1+ @ 168177+X K13 Q 89 9 2S=2 2P=3#*2D @ 168177+X K13 K13 2S(\2S)2P=4(\3P) \4P 2+ 480524 K13 N100 480524 K13 & 1+ 496266 K13 N100 496266 K13 & + 503717 K13 Q 99 1 2S(\2S)2P=4(\1S)#\2S 503717 K13 K13 2S(\2S)2P=4(\1D) \2D 1+ 661810+X K13 Q 99 1 2S(\2S)2P=4(\3P)#\2P 661810+X K13 & 2+ 662880+X K13 N100 662880+X K13 K13 2S(\2S)2P=4(\1S) \2S + 769780+X K13 Q 91 9 2S(\2S)2P=4(\3P)#\2P 769780+X K13 K13 2S(\2S)2P=4(\3P) \2P 1+ 801500+X K13 Q 99 1 2S(\2S)2P=4(\1D)#\2D 801500+X K13 & + 822670+X K13 Q 91 8 2S(\2S)2P=4(\1S)#\2S 822670+X K13 K13 2P=5 *2P 1+ @ 1256460+X K13 Q 98 2 2S=2 2P=3#*2P @ 1256460+X K13 & + @ 1281760+X K13 Q 98 2 @ 1281760+X K13 K13 2S=2 2P=2(\3P)3D \2P 1+ 3621400+X K13 K13 2S=2 2P=2(\3P)3D \4P 2+ 3651800 K13 & 1+ 3658000 K13 K13 2S=2 2P=2(\3P)3D \2F 3+ 3656900+X K13 K13 2S=2 2P=2(\1D)3D \2F 3+ 3730800+X K13 & 2+ 3738000+X K13 K13 2S=2 2P=2(\3P)3D \2D 2+ 3694000+X K13 K13 2S=2 2P=2(\1D)3D \2D 2+ 3726000+X K13 K13 2S=2 2P=2(\1D)3D \2P 1+ 3748000+X K13 K13 :K#XIV#(\3P<0) 5764000 K13 K13 @EOF K13 @XQT AEL-LISTING.ABS SINGLE SPACE 2S=2 2P=2 \3P 0 0 K14 Q 97 2 2S=2 2P=2#\1S 0 K14 & 1 13235 K14 Q 99 1 2P=4#\3P 13235 K14 & 2 28225 K14 Q 95 4 2S=2 2P=2#\1D 28225 K14 K14 2S=2 2P=2 \1D 2 95913 K14 Q 95 4 2S=2 2P=2#\3P 95913 K14 K14 2S=2 2P=2 \1S 0 178914 K14 Q 93 5 2P=4#\1S 178914 K14 K14 2S(\2S)2P=3(\4S) \5S 2 [249300] K14 N100 [249300] K14 K14 2S(\2S)2P=3(\2D) *3D 2 @ 458754 K14 Q 97 3 2S(\2S)2P=3(*2P)#*3P @ 458754 K14 & 1 @ 459498 K14 Q 97 3 2S(\2S)2P=3(*2P)#*3P @ 459498 K14 & 3 @ 461002 K14 N100 @ 461002 K14 K14 2S(\2S)2P=3(\2P) *3P 0 @ 537402 K14 N100 @ 537402 K14 & 1 @ 538032 K14 Q 98 2 2S(\2S)2P=3(*2D)#*3D @ 538032 K14 & 2 @ 539938 K14 Q 96 3 2S(\2S)2P=3(*2D)#*3D @ 539938 K14 K14 2S(\2S)2P=3(\2D) *1D 2 @ 676460 K14 Q 99 1 2S(\2S)2P=3(*2P)#*3P @ 676460 K14 K14 2S(\2S)2P=3(\4S) *3S 1 @ 677710 K14 Q 97 3 2S(\2S)2P=3(*2P)#*1P @ 677710 K14 K14 2S(\2S)2P=3(\2P) *1P 1 @ 755050 K14 Q 97 3 2S(\2S)2P=3(\4S)#*3S @ 755050 K14 K14 2P=4 \3P 2 1030090 K14 Q 96 3 2P=4#\1D 1030090 K14 & 1 1050620 K14 Q 99 1 2S=2 2P=2#\3P 1050620 K14 & 0 [1056200] K14 Q 97 2 2P=4#\1S [1056200] K14 K14 2P=4 \1D 2 1108800 K14 Q 96 3 \3P 1108800 K14 K14 2P=4 \1S 0 1254810 K14 Q 94 5 2S=2 2P=2#\1S 1254810 K14 K14 2S=2 2P3D *3F 3 @ 3871700 K14 K14 2S=2 2P3D *3D 2 @ 3901000 K14 & 3 @ 3911700 K14 K14 2S=2 2P3D *3P 2 @ 3919300 K14 K14 2S=2 2P3D *1F 3 @ 3955600 K14 K14 2S=2 2P3D *1P 1 @ 3958800 K14 K14 2S2P=2(\4P)3D \3F 4 4190100 K14 K14 :K#XV#(*2P>0) 6345000 K14 K14 @EOF K14 @XQT AEL-LISTING.ABS SINGLE SPACE 51 2S=2 2P *2P + @ 0 K15 & 1+ @ 28990 K15 K15 2S2P=2 \4P + 248320+X K15 N100 248320+X K15 & 1+ 259630+X K15 N100 259630+X K15 & 2+ 274200+X K15 Q 99 1 \2D 274200+X K15 K15 2S2P=2 \2D 1+ 443960 K15 Q 99 1 \2P 443960 K15 & 2+ 445510 K15 Q 99 1 \4P 445510 K15 K15 2S2P=2 \2S + 552860 K15 Q 75 25 \2P 552860 K15 K15 2S2P=2 \2P + 588260 K15 Q 75 25 \2S 588260 K15 & 1+ 599080 K15 Q 99 1 \2D 599080 K15 K15 2P=3 *4S 1+ @ 775280 K15 K15 2P=3 *2D 1+ @ 874320 K15 & 2+ @ 877400 K15 K15 2P=3 *2P + @ 979270 K15 & 1+ @ 985690 K15 K15 2S=2 3D \2D 1+ 4132000 K15 & 2+ 4140000 K15 K15 2S2P(*3P)3P \2P + 4239000 K15 & 1+ 4260000 K15 K15 2S2P(*3P)3P \2D 1+ 4320000 K15 & 2+ 4343000 K15 K15 2S2P(*3P)3D *4D 3+ @ 4406000+X K15 K15 2S2P(*3P)3D *4P 2+ @ 4418000+X K15 K15 2S2P(*1P)3D *2D 2+ @ 4636000 K15 K15 :K#XVI#(\1S<0) 6945000 K15 K15 @EOF K15 @XQT AEL-LISTING.ABS SINGLE SPACE 2S=2 \1S 0 0 K16 K16 2S2P *3P 0 @ 243520+X K16 & 1 @ 252520+X K 16 & 2 @ 274090+X K 16 K16 2S2P *1P 1 @ 484800 K16 K16 2P=2 \3P 0 646720+X K 16 & 1 660170+X K16 & 2 676480+X K16 2P=2 \1D 2 742650+X K 16 2P=2 \1S 0 902760 K16 2S3P *1P 1 @ 4563900 K16 K16 2S3D \3D 2 4636000+X K16 & 3 4636900+X K16 K16 2S3D \1D 2 4679000 K16 K16 2P3P \3D 3 4874500+X K16 K16 2P3D *3D 2 @ 4958000+X K 16 & 3 @ 4965600+X K 16 2P3D *1F 3 @ 5016300 K 16 :K#XVII#(\2S>0) 7810000 K16 K16 @EOF @XQT AEL-LISTING.ABS SINGLE SPACE 51 1S=2(\1S)2S \2S + 0 K17 K17 1S=2(\1S)2P *2P + @ 273500 K17 & 1+ @ 306020 K17 K17 1S=2(\1S)3P *2P + @ 4778700 K17 & 1+ @ 4793600 K17 1S=2(\1S)3D \2D 1+ 4814800 K17 & 2+ 4818000 K17 K17 1S=2(\1S)4P *2P +,1+ @ 6347200 K17 K17 1S=2(\1S)4D \2D 1+ 6361000 K17 & 2+ 6367700 K17 K17 1S=2(\1S)4F *2F 2+ @ 6361400 K17 & 3+ @ 6362200 K17 1S=2(\1S)5D \2D 1+ 7069300 K17 & 2+ 7073800 K17 K17 :K#XVIII#(\1S<0) 8344000 K17 1S(\2S)2S2P(*3P) *4P @27871000 SK17 1S(\2S)2S2P(*3P) *2P +,1+ @28079000 SK17 1S(\2S)2P=2(\3P) \4P 28160000 SK17 1S(\2S)2S2P(*1P) *2P +,1+ @28182000 SK17 1S(\2S)2P=2(\1D) \2D 1+ 28318000 K17 & 2+ 28321000 K17 K17 1S(\2S)2P=2(\3P) \2P +,1+ 28384000 SK17 1S(\2S)2P=2(\1S) \2S + 28511000 K17 1S2S(\1S)3P *2P @32863000 K 17 1S2S3D \2D 1+ 32910000 K 17 K 17 @EOF @XQT AEL-LISTING.ABS SINGLE SPACE 1S=2 \1S 0 0 K18 K18 1S2S \3S 1 [28005370] K18 K18 1S2P *3P 0 @[28166280] K18 & 1 @[28173070] K 18 Q 98 2 *1P @[28173070] K 18 & 2 @[28201200] K 18 K18 1S2S \1S 0 [28180880] K18 K18 1S2P *1P 1 @[28313310] K18 Q 98 2 *3P @[28313310] K18 K18 1S3S \3S 1 [33152450] K18 K18 1S3P *3P 0 @[33196840] K18 & 1 @[33198680] K18 Q 97 3 *1P @[33198680] K18 & 2 @[33207080] K18 K18 1S3S \1S 0 [33198620] K18 K18 1S3P *1P 1 @[33237660] K18 Q 97 3 *3P @[33237660] K18 K18 1S4S \3S 1 [34930240] K18 K18 1S4P *3P 0 @[34948640] K18 & 1 @[34949420] K18 Q 97 3 *1P @[34949420] K18 & 2 @[34952960] K18 K18 1S4S \1S 0 [34948950] K18 K18 1S4P *1P 1 @[34965450] K18 Q 97 3 *3P @[34965450] K18 K18 1S5S \3S 1 [35747890] K18 K18 1S5P *3P 0 @[35757190] K18 & 1 @[35757590] K18 Q 97 3 *1P @[35757590] K18 & 2 @[35759410] K18 K18 1S5S \1S 0 [35757240] K18 K18 1S5P *1P 1 @[35765710] K18 :K#XIX#(\2S>0) 37188600 K18 K18 @EOF @XQT AEL-LISTING.ABS SINGLE SPACE 51 1S \2S + 0 K19 K19 2P *2P + @[29831985] K19 & 1+ @[29880266] K19 K19 2S \2S + [29833524] K19 K19 3P *2P + @[35372804] K19 & 1+ @[35387113] K19 K19 3S \2S + [35373275] K19 K19 3D \2D 1+ [35387088] K19 & 2+ [35391816] K19 K19 4P *2P + @[37310120] K19 & 1+ @[37316154] K19 K19 4S \2S + [37310320] K19 K19 4D \2D 1+ [37316144] K19 & 2+ [37318139] K19 K19 4F *2F 2+ @[37318135] K19 & 3+ @[37319131] K19 K19 5P *2P + @[38205981] K19 & 1+ @[38209069] K19 K19 5S \2S + [38206084] K19 K19 5D \2D 1+ [38209064] K19 & 2+ [38210086] K19 5F *2F 2+ @[38210084] K19 & 3+ @[38210593] K19 5G \2G 3+ [38210593] K19 & 4+ [38210898] K19 : 39795750 K19 K19 @EOF @FIN