atoms S O states 1,2,3,4,5,9,11,12 (,10,12,13,1qPi) (1,2,3,4,5,7,9,10,12,13,1qPi) ( ordering | state name | poten id ) ( ----------------------------------- ) ( 1 | X3Sig- | 1 ) ( 2 | a1Delta | 2 ) ( 3 | b1Sig+ | 3 ) ( 4 | A3Pi | 4 ) ( 5 | B3Sigma- | 5 ) ( 6 | c1Sig- | 6 ) ( 7 | App3Sig+ | 7 ) ( 8 | Ap3Delta | 8 ) ( 9 | C3Pi | 9 ) ( 10 | d1Pi | 10 ) ( 11 | e1Pi | 11 ) ( 12 | Cp3Pi | 12 ) ( 13 | (3)1Pi | 13 ) ( 14 | (3)3Sigma- | 3tSigma- ) ( 15 | (1)5Pi | 1qPi ) jrot 0 - 200 memory, 40 GB grid npoints 501 range 1.1 5.8 type 0 end contraction vib vmax 58,58,58,58,350,350,350,350 end Eigensolver enermax 83333.33 END checkpoint eigenfunc save dipole save filename SO_intensity_Jmin-0_Jmax-200_B-X_dipscale_1p2_10000K_1em60_unbound end (350,350,350,350,58,350,58,350,350,350,350) ( vmax basis tests for stabilisation ) ( ---------------------------------- ) (X3Sig- v = 257 @ E = 63298.429007 cm-1 ) (a1Delta v = 258 @ E = 63266.722273 cm-1 ) (b1Sig+ v = 268 @ E = 63407.800703 cm-1 ) (A3Pi v = 249 @ E = 63427.67601 cm-1 ) (B3Sigma- v = 184 @ E = 63367.476952 cm-1 ) (C3Pi v = 186 @ E = 63427.20487 cm-1 ) (d1Pi v = 258 @ E = 63296.407101 cm-1 ) ((3)1Pi v = 233 @ E = 63331.020705 cm-1 ) (Cp3Pi v = 226 @ E = 63386.759132 cm-1 ) ((1)5Pi v = 229 @ E = 63317.823443 cm-1 ) (6 angstroms: 158, 154, 152, 127, 58, 58, 102) (7 angstroms: 182, 180, 182, 153, 58, 58, 127) ( PRINT OPTIONS ) ( ------------- ) (PRINT_ROVIBRONIC_ENERGIES_TO_FILE) (PRINT_PECS_AND_COUPLINGS_TO_FILE) (ASSIGN_V_BY_COUNT) symmetry Cs(M) poten 1 name "X3Sig-" symmetry - mult 3 lambda 0 type EMO values VE 0.00000000000000E+00 RE 1.48108403954042E+00 DE 4.37878000000000E+04 RREF -1.00000000000000E+00 PL 4.00000000000000E+00 PR 4.00000000000000E+00 NL 2.00000000000000E+00 NR 3.00000000000000E+00 B0 2.18681085861604E+00 B1 7.43063408631320E-02 B2 1.78014680255576E-01 B3 3.16821389558619E-01 end poten 2 name "a1Delta" lambda 2 mult 1 type EMO values VE 5.88319972542769E+03 RE 1.48859715986126E+00 DE 4.37878000000000E+04 RREF -1.00000000000000E+00 PL 4.00000000000000E+00 PR 4.00000000000000E+00 NL 3.00000000000000E+00 NR 3.00000000000000E+00 B0 2.27730353004422E+00 B1 4.92331628703860E-02 B2 2.84888512360700E-01 B3 3.70007851269456E-01 end poten 3 name "b1Sig+" symmetry + lambda 0 mult 1 type EMO values VE 1.04994169105577E+04 RE 1.50009977547700E+00 DE 4.37878000000000E+04 RREF -1.00000000000000E+00 PL 4.00000000000000E+00 PR 4.00000000000000E+00 NL 2.00000000000000E+00 NR 2.00000000000000E+00 B0 2.32871713014829E+00 B1 7.99969191296184E-02 B2 2.82875803040019E-01 end poten 4 name "A3Pi" lambda 1 mult 3 type grid values 1.1000000000 59183.2847000000 1.1163333300 57376.5025000000 1.1326666700 55692.8351000000 1.1490000000 54125.5343000000 1.1653333300 52668.1931000000 1.1816666700 51314.7279000000 1.1980000000 50059.3628000000 1.2143333300 48896.6141000000 1.2306666700 47821.2757000000 1.2470000000 46828.4051000000 1.2633333300 45913.3104000000 1.2796666700 45071.5378000000 1.2960000000 44298.8602000000 1.3123333300 43591.2653000000 1.3286666700 42944.9459000000 1.3450000000 42356.2895000000 1.3613333300 41821.8689000000 1.3776666700 41338.4336000000 1.3940000000 40902.9009000000 1.4103333300 40512.3485000000 1.4266666700 40164.0068000000 1.4430000000 39855.2513000000 1.4593333300 39583.5966000000 1.4756666700 39346.6894000000 1.4920000000 39142.3026000000 1.5083333300 38968.3293000000 1.5246666700 38822.7772000000 1.5410000000 38703.7635000000 1.5573333300 38609.5095000000 1.5736666700 38538.3354000000 1.5900000000 38488.6561000000 1.6063333300 38458.9763000000 1.6226666700 38447.8860000000 1.6390000000 38453.9979000000 1.6553333300 38475.2650000000 1.6716666700 38509.0675000000 1.6880000000 38553.2522000000 1.7043333300 38606.4394000000 1.7206666700 38667.8888000000 1.7370000000 38737.2492000000 1.7533333300 38814.3392000000 1.7696666700 38899.0062000000 1.7860000000 38991.0596000000 1.8023333300 39090.2592000000 1.8186666700 39196.3327000000 1.8350000000 39309.0017000000 1.8513333300 39428.0004000000 1.8676666700 39553.0818000000 1.8840000000 39684.0092000000 1.9003333300 39820.5357000000 1.9166666700 39962.3781000000 1.9330000000 40109.1902000000 1.9493333300 40260.5400000000 1.9656666700 40415.8956000000 1.9820000000 40574.6196000000 1.9983333300 40735.9749000000 2.0146666700 40899.1380000000 2.0310000000 41063.2201000000 2.0473333300 41227.2929000000 2.0636666700 41390.4161000000 2.0800000000 41551.6648000000 2.0963333300 41710.1549000000 2.1126666700 41865.0643000000 2.1290000000 42015.6507000000 2.1453333300 42161.2632000000 2.1616666700 42301.3506000000 2.1780000000 42435.4642000000 2.1943333300 42563.2569000000 2.2106666700 42684.4805000000 2.2270000000 42798.9785000000 2.2433333300 42906.6793000000 2.2596666700 43007.5870000000 2.2760000000 43101.7723000000 2.2923333300 43189.3633000000 2.3086666700 43270.5362000000 2.3250000000 43345.5068000000 2.3413333300 43414.5227000000 2.3576666700 43477.8559000000 2.3740000000 43535.7962000000 2.3903333300 43588.6460000000 2.4066666700 43636.7148000000 2.4230000000 43680.3155000000 2.4393333300 43719.7602000000 2.4556666700 43755.3581000000 2.4720000000 43787.4121000000 2.4883333300 43816.2176000000 2.5046666700 43842.0605000000 2.5210000000 43865.2161000000 2.5373333300 43885.9482000000 2.5536666700 43904.5086000000 2.5700000000 43921.1364000000 2.5863333300 43936.0582000000 2.6026666700 43949.7214306893 2.6190000000 43962.2567072273 2.6353333300 43973.6937421752 2.6516666700 43984.0622454047 2.6680000000 43993.3919080793 2.6843333300 44001.7124407158 2.7006666700 44009.0535513597 2.7170000000 44015.4449348815 2.7333333300 44020.9162999174 2.7496666700 44025.4973528501 2.7660000000 44029.2177919299 2.7823333300 44032.1073240757 2.7986666700 44034.1956541716 2.8150000000 44035.5124835200 2.8313333300 44036.0875174866 2.8476666700 44035.9504596200 2.8640000000 44035.1310139478 2.8803333300 44033.6588844457 2.8966666700 44031.5637734909 2.9130000000 44028.8753875088 2.9293333300 44025.6234292488 2.9456666700 44021.8376000803 2.9620000000 44017.5476084988 2.9783333300 44012.7831561916 2.9946666700 44007.5739436837 3.0110000000 44001.9496812136 3.0273333300 43995.9400695698 3.0436666700 43989.5748085969 3.0600000000 43982.8836099490 3.0763333300 43975.8961736793 3.0926666700 43968.6421991157 3.1090000000 43961.1513990005 3.1253333300 43953.4534728157 3.1416666700 43945.5781195358 3.1580000000 43937.5550526641 3.1743333300 43929.4139712747 3.1906666700 43921.1845741530 3.2070000000 43912.8965752354 3.2233333300 43904.5796733522 3.2396666700 43896.2635672629 3.2560000000 43887.9779710102 3.2723333300 43879.7525833439 3.2886666700 43871.6171031613 3.3050000000 43863.6012442841 3.3213333300 43855.7347055454 3.3376666700 43848.0471861440 3.3540000000 43840.5683993530 3.3703333300 43833.3280442526 3.3866666700 43826.3558205067 3.4030000000 43819.6814405126 3.4193333300 43813.3346037611 3.4356666700 43807.3450105452 3.4520000000 43801.7423720587 3.4683333300 43796.5563883668 3.4846666700 43791.8167605551 3.5010000000 43787.5531962527 3.5173333300 43783.7848089527 3.5336666700 43780.4954518443 3.5500000000 43777.6616507064 3.5663333300 43775.2599251442 3.5826666700 43773.2667958210 3.5990000000 43771.6587869287 3.6153333300 43770.4124188876 3.6316666700 43769.5042130036 3.6480000000 43768.9106921403 3.6643333300 43768.6083774036 3.6806666700 43768.5737906129 3.6970000000 43768.7834535619 3.7133333300 43769.2138879131 3.7296666700 43769.8416158697 3.7460000000 43770.6431584143 3.7623333300 43771.5950376367 3.7786666700 43772.6737759946 3.7950000000 43773.8558939183 3.8113333300 43775.1179137953 3.8276666700 43776.4363582084 3.8440000000 43777.7877472946 3.8603333300 43779.1486036095 3.8766666700 43780.4954497319 3.8930000000 43781.8048057640 3.9093333300 43783.0531943002 3.9256666700 43784.2171377859 3.9420000000 43785.2731565471 3.9583333300 43786.1977730880 3.9746666700 43786.9675095910 3.9910000000 43787.5588868648 4.0073333300 43787.9494522932 4.0236666700 43788.1471090755 4.0400000000 43788.1944413994 4.0563333300 43788.1359287631 4.0726666700 43788.0160504062 4.0890000000 43787.8792858203 4.1053333300 43787.7697870185 4.1216666700 43787.7110738477 4.1380000000 43787.6940993697 4.1543333300 43787.7069453348 4.1706666700 43787.7376935664 4.1870000000 43787.7744258222 4.2033333300 43787.8052453262 4.2196666700 43787.8225663832 4.2360000000 43787.8283125528 4.2523333300 43787.8256773212 4.2686666700 43787.8178541546 4.2850000000 43787.8080365356 4.3013333300 43787.7994175654 4.3176666700 43787.7943378248 4.3340000000 43787.7924643445 4.3503333300 43787.7929414320 4.3666666700 43787.7949134007 4.3830000000 43787.7975245596 4.3993333300 43787.7999192214 4.4156666700 43787.8014012759 4.4320000000 43787.8019961525 4.4483333300 43787.8019331212 4.4646666700 43787.8014414623 4.4810000000 43787.8007504574 4.4973333300 43787.8000893873 4.5136666700 43787.7996591481 4.5300000000 43787.7994739425 4.5463333300 43787.7994725457 4.5626666700 43787.7995935225 4.5790000000 43787.7997754374 4.5953333300 43787.7999568550 4.6116666700 43787.8000810714 4.6280000000 43787.8001378624 4.6443333300 43787.8001433859 4.6606666700 43787.8001141022 4.6770000000 43787.8000664719 4.6933333300 43787.8000169556 4.7096666700 43787.7999812926 4.7260000000 43787.7999640781 4.7423333300 43787.7999611419 4.7586666700 43787.7999680776 4.7750000000 43787.7999804784 4.7913333300 43787.7999939378 4.8076666700 43787.8000041453 4.8240000000 43787.8000093526 4.8403333300 43787.8000105868 4.8566666700 43787.8000090138 4.8730000000 43787.8000057995 4.8893333300 43787.8000021097 4.9056666700 43787.7999991005 4.9220000000 43787.7999973878 4.9383333300 43787.7999967809 4.9546666700 43787.7999970230 4.9710000000 43787.7999978570 4.9873333300 43787.7999990262 5.0036666700 43787.8000002740 5.0200000000 43787.8000014221 5.0363333300 43787.8000024540 5.0526666700 43787.8000033738 5.0690000000 43787.8000041853 5.0853333300 43787.8000048925 5.1016666700 43787.8000054993 5.1180000000 43787.8000060098 5.1343333300 43787.8000064279 5.1506666700 43787.8000067575 5.1670000000 43787.8000070025 5.1833333300 43787.8000071670 5.1996666700 43787.8000072549 5.2160000000 43787.8000072701 5.2323333300 43787.8000072165 5.2486666700 43787.8000070982 5.2650000000 43787.8000069191 5.2813333300 43787.8000066831 5.2976666700 43787.8000063943 5.3140000000 43787.8000060564 5.3303333300 43787.8000056736 5.3466666700 43787.8000052497 5.3630000000 43787.8000047887 5.3793333300 43787.8000042945 5.3956666700 43787.8000037712 5.4120000000 43787.8000032226 5.4283333300 43787.8000026527 5.4446666700 43787.8000020655 5.4610000000 43787.8000014649 5.4773333300 43787.8000008548 5.4936666700 43787.8000002393 5.5100000000 43787.7999996222 5.5263333300 43787.7999990075 5.5426666700 43787.7999983993 5.5590000000 43787.7999978013 5.5753333300 43787.7999972176 5.5916666700 43787.7999966522 5.6080000000 43787.7999961089 5.6243333300 43787.7999955918 5.6406666700 43787.7999951047 5.6570000000 43787.7999946517 5.6733333300 43787.7999942367 5.6896666700 43787.7999938636 5.7060000000 43787.7999935364 5.7223333300 43787.7999932591 5.7386666700 43787.7999930355 5.7550000000 43787.7999928697 5.7713333300 43787.7999927656 5.7876666700 43787.7999927271 5.8040000000 43787.7999927583 5.8203333300 43787.7999928630 5.8366666700 43787.7999930452 5.8530000000 43787.7999933089 5.8693333300 43787.7999936580 5.8856666700 43787.7999940965 5.9020000000 43787.7999946283 5.9183333300 43787.7999952573 5.9346666700 43787.7999959876 5.9510000000 43787.7999968230 5.9673333300 43787.7999977676 5.9836666700 43787.7999988253 6.0000000000 43787.8000000000 end poten 5 name "B3Sigma-" symmetry - lambda 0 mult 3 type polynom_decay_24 morphing values RE 3.0000000000000E+00 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000564611961E+00 B1 3.71933146616170E-04 B2 1.92587066994290E-03 B3 2.98524420973218E-03 B4 0.0 BINF 1.0 end poten 6 name "c1Sig-" symmetry - lambda 0 mult 1 type EMO values VE 27276.143774048 RE 1.7541169764388327 DE 43787.8 RREF -1.00000000000000E+00 PL 4.00000000000000E+00 PR 4.00000000000000E+00 NL 10.00000000000000E+00 NR 10.00000000000000E+00 B0 2.16 B1 0.1 B2 -0.34 B3 1.67 B4 1.3013782638231604 B5 -6.188069365969529 B6 1.511359776880612 B7 9.999977059745099 B8 -9.999999999202524 B9 -6.305753784317243 B10 7.300630768241756 end poten 7 name "App3Sig+" symmetry + lambda 0 mult 3 type EMO values VE 30692.0000000000E+00 (ai: 32166.61827) RE 1.76753265100653E+00 DE 43787.8000000000E+00 RREF -1.00000000000000E+00 PL 4.00000000000000E+00 PR 4.00000000000000E+00 NL 1.00000000000000E+00 NR 3.00000000000000E+00 B0 2.38902336101170E+00 B1 0.22679620742473E+00 B2 4.34255128378648E+00 B3 -3.59186169144707E+00 end poten 8 name "Ap3Delta" lambda 2 mult 3 type EMO values VE 29095.9799866572 RE 1.758219291040468 DE 43787.8 RREF -1.00000000000000E+00 PL 4.00000000000000E+00 PR 4.00000000000000E+00 NL 10.00000000000000E+00 NR 10.00000000000000E+00 B0 2.25 B1 0.06 B2 -0.16 B3 1.06 B4 2.60708874115692 B5 1.558417486256456 B6 -2.6040113964618925 B7 -7.295046760998691 B8 -5.08046216924159 B9 3.9891446543661218 B10 4.839473884747793 end poten 9 name "C3Pi" lambda 1 mult 3 type EMO values VE 4.43759828341087E+04 ( 4.43749285549256E+04 ( 4.43747149118252E+04 ( 4.43615682230936E+04 , 4.43720000000000000E+04 ))) RE 1.65834193697531E+00 ( 1.65708000000000E+00 ( 1.65708000000000E+00 ( 1.65708000000000E+00 , 1.65708000000000000E+00))) AE 5.30747000000000E+04 ( 5.30747000000000E+04 ( 5.30747000000000E+04 ( 5.30747000000000E+04 , 5.30747000000000000E+04))) RREF -1.00000000000000E+00 (-1.00000000000000E+00 ( -1.00000000000000E+00 (-1.00000000000000E+00 , -1.00000000000000000E+00))) PL 4.00000000000000E+00 ( 4.00000000000000E+00 ( 4.00000000000000E+00 ( 4.00000000000000E+00 , 4.00000000000000000E+00))) PR 4.00000000000000E+00 ( 4.00000000000000E+00 ( 4.00000000000000E+00 ( 4.00000000000000E+00 , 4.00000000000000000E+00))) NL 0.00000000000000E+00 ( 0.00000000000000E+00 ( 0.00000000000000E+00 ( 1.00000000000000E+00 , 1.00000000000000000E+00))) NR 5.00000000000000E+00 ( 5.00000000000000E+00 ( 5.00000000000000E+00 ( 4.00000000000000E+00 , 4.00000000000000000E+00))) B0 2.83348154433478E+00 ( 2.84404888739001E+00 ( 2.84582283401095E+00 ( 3.01266657724742E+00 , 2.94703294671247200E+00 ))) B1 7.22125626078877E+00 ( 7.02082641965155E+00 ( 7.00088998416410E+00 ( 9.33033316625165E-02 , 0.35991154854679490E+00 ))) B2 -5.31914810631353E+01 (-5.23407224721956E+01 ( -5.23676595736803E+01 ( 8.30280733034055E+00 , 10.6557690197205900E+00 ))) B3 2.17572615849143E+02 ( 2.14837037662851E+02 ( 2.15016478469259E+02 (-2.45897898202715E+01 , -23.2741570497134340E+00 ))) B4 -3.97075054874710E+02 (-3.91153919490437E+02 ( -3.91157562985648E+02 ( 3.56486514424571E+01 , 13.8762275625685200E+00 ))) B5 2.72424557322194E+02 ( 2.67342409541218E+02 ( 2.67081473172002E+02 )) end poten 10 name "d1Pi" (fitted to spectroscopic constants and barrier height) lambda 1 mult 1 type grid values 1.000000000000 519502.977684695000 1.003500000000 501369.134128992000 1.007000000000 483905.841689659000 1.010500000000 467088.699613702000 1.014000000000 450894.188275660000 1.017500000000 435299.637482879000 1.021000000000 420283.195918450000 1.024500000000 405823.801680988000 1.028000000000 391901.153881977000 1.031500000000 378495.685262742000 1.035000000000 365588.535794503000 1.038500000000 353161.527226282000 1.042000000000 341197.138546661000 1.045500000000 329678.482326646000 1.049000000000 318589.281912026000 1.052500000000 307913.849434783000 1.056000000000 297637.064614180000 1.059500000000 287744.354319203000 1.063000000000 278221.672865062000 1.066500000000 269055.483017422000 1.070000000000 260232.737678980000 1.073500000000 251740.862233925000 1.077000000000 243567.737526668000 1.080500000000 235701.683452107000 1.084000000000 228131.443135484000 1.087500000000 220846.167680685000 1.091000000000 213835.401466589000 1.094500000000 207089.067971807000 1.098000000000 200597.456108858000 1.101500000000 194351.207049499000 1.105000000000 188341.301523578000 1.108500000000 182559.047574448000 1.112000000000 176996.068754523000 1.115500000000 171644.292745210000 1.119000000000 166495.940385969000 1.122500000000 161543.515097839000 1.126000000000 156779.792687244000 1.129500000000 152197.811516463000 1.133000000000 147790.863027574000 1.136500000000 143552.482607212000 1.140000000000 139476.440779877000 1.143500000000 135556.734718031000 1.147000000000 131787.580057585000 1.150500000000 128163.403007822000 1.154000000000 124678.832745194000 1.157500000000 121328.694080781000 1.161000000000 118108.000391608000 1.164500000000 115011.946806330000 1.168000000000 112035.903636157000 1.171500000000 109175.410042210000 1.175000000000 106426.167930822000 1.178500000000 103784.036068594000 1.182000000000 101245.024409307000 1.185500000000 98805.288625100300 1.189000000000 96461.124834551500 1.192500000000 94208.964520611800 1.196000000000 92045.369631557100 1.199500000000 89967.027858390300 1.203000000000 87970.748082353000 1.206500000000 86053.455986432800 1.210000000000 84212.189824977200 1.213500000000 82444.096345729600 1.217000000000 80746.426858813200 1.220500000000 79116.533447380000 1.224000000000 77551.865314833700 1.227500000000 76049.965263719600 1.231000000000 74608.466301547300 1.234500000000 73225.088368984600 1.238000000000 71897.635186023600 1.241500000000 70623.991211877400 1.245000000000 69402.118714520100 1.248500000000 68230.054945926100 1.252000000000 67105.909419209900 1.255500000000 66027.861284001700 1.259000000000 64994.156796525800 1.262500000000 64003.106880976200 1.266000000000 63053.084778907100 1.269500000000 62142.523783470200 1.273000000000 61269.915055449900 1.276500000000 60433.805518150600 1.280000000000 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52997.688416186400 5.198198198198 52997.845753743000 5.204204204204 52998.001621586500 5.210210210210 52998.156032050600 5.216216216216 52998.308997658800 5.222222222222 52998.460530937500 5.228228228228 52998.610644412500 5.234234234234 52998.759350610500 5.240240240240 52998.906662057000 5.246246246246 52999.052591278700 5.252252252252 52999.197150801500 5.258258258258 52999.340353151600 5.264264264264 52999.482210855200 5.270270270270 52999.622736438300 5.276276276276 52999.761942427300 5.282282282282 52999.899841348200 5.288288288288 53000.036445727100 5.294294294294 53000.171768090300 5.300300300300 53000.305820964000 5.306306306306 53000.438616874100 5.312312312312 53000.570168347200 5.318318318318 53000.700487908800 5.324324324324 53000.829588085700 5.330330330330 53000.957481403600 5.336336336336 53001.084180388900 5.342342342342 53001.209697567800 5.348348348348 53001.334045466400 5.354354354354 53001.457236610500 5.360360360360 53001.579283526800 5.366366366366 53001.700198741200 5.372372372372 53001.819994780000 5.378378378378 53001.938684169200 5.384384384384 53002.056279435000 5.390390390390 53002.172793103500 5.396396396396 53002.288237700900 5.402402402402 53002.402625707100 5.408408408408 53002.515967801800 5.414414414414 53002.628272326700 5.420420420420 53002.739547467200 5.426426426426 53002.849801407900 5.432432432432 53002.959042334700 5.438438438438 53003.067278432500 5.444444444444 53003.174517886800 5.450450450450 53003.280768882600 5.456456456456 53003.386039605400 5.462462462462 53003.490338240300 5.468468468468 53003.593672972400 5.474474474474 53003.696051987400 5.480480480480 53003.797483470000 5.486486486486 53003.897975605800 5.492492492492 53003.997536579900 5.498498498498 53004.096174577800 5.504504504505 53004.193897784300 5.510510510511 53004.290714385300 5.516516516517 53004.386632565300 5.522522522523 53004.481660510100 5.528528528529 53004.575806404600 5.534534534535 53004.669078434300 5.540540540541 53004.761484784500 5.546546546547 53004.853033640100 5.552552552553 53004.943733186800 5.558558558559 53005.033591609500 5.564564564565 53005.122617093400 5.570570570571 53005.210817824000 5.576576576577 53005.298201986500 5.582582582583 53005.384777766100 5.588588588589 53005.470553348100 5.594594594595 53005.555536917700 5.600600600601 53005.639736660000 5.606606606607 53005.723160336200 5.612612612613 53005.805814451500 5.618618618619 53005.887705277400 5.624624624625 53005.968839085900 5.630630630631 53006.049222149000 5.636636636637 53006.128860738700 5.642642642643 53006.207761126900 5.648648648649 53006.285929585600 5.654654654655 53006.363372386700 5.660660660661 53006.440095802100 5.666666666667 53006.516106104000 5.672672672673 53006.591409564100 5.678678678679 53006.666012454400 5.684684684685 53006.739921047000 5.690690690691 53006.813141613600 5.696696696697 53006.885680426700 5.702702702703 53006.957543757600 5.708708708709 53007.028737878500 5.714714714715 53007.099269061400 5.720720720721 53007.169143578100 5.726726726727 53007.238367700900 5.732732732733 53007.306947701500 5.738738738739 53007.374889851900 5.744744744745 53007.442200423800 5.750750750751 53007.508885689800 5.756756756757 53007.574951921300 5.762762762763 53007.640405390500 5.768768768769 53007.705252369200 5.774774774775 53007.769499129300 5.780780780781 53007.833151943200 5.786786786787 53007.896217082400 5.792792792793 53007.958700818900 5.798798798799 53008.020609424900 5.804804804805 53008.081949023400 5.810810810811 53008.142724637700 5.816816816817 53008.202940798700 5.822822822823 53008.262602034200 5.828828828829 53008.321712872700 5.834834834835 53008.380277842400 5.840840840841 53008.438301471300 5.846846846847 53008.495788287900 5.852852852853 53008.552742820100 5.858858858859 53008.609169596400 5.864864864865 53008.665073145000 5.870870870871 53008.720457993800 5.876876876877 53008.775328671400 5.882882882883 53008.829689705700 5.888888888889 53008.883545625100 5.894894894895 53008.936900957700 5.900900900901 53008.989760231900 5.906906906907 53009.042127975600 5.912912912913 53009.094008717200 5.918918918919 53009.145406984900 5.924924924925 53009.196327307100 5.930930930931 53009.246774211700 5.936936936937 53009.296752227000 5.942942942943 53009.346265881400 5.948948948949 53009.395319703100 5.954954954955 53009.443918220000 5.960960960961 53009.492065960500 5.966966966967 53009.539767452800 5.972972972973 53009.587027225200 5.978978978979 53009.633849805600 5.984984984985 53009.680239722800 5.990990990991 53009.726201504500 5.996996996997 53009.771739679200 6.003003003003 53009.816858750100 6.009009009009 53009.861562651700 6.015015015015 53009.905854749400 6.021021021021 53009.949738383200 6.027027027027 53009.993216894100 6.033033033033 53010.036293622500 6.039039039039 53010.078971908700 6.045045045045 53010.121255093200 6.051051051051 53010.163146516700 6.057057057057 53010.204649519400 6.063063063063 53010.245767442100 6.069069069069 53010.286503625000 6.075075075075 53010.326861408800 6.081081081081 53010.366844133900 6.087087087087 53010.406455140800 6.093093093093 53010.445697769800 6.099099099099 53010.484575361800 6.105105105105 53010.523091256800 6.111111111111 53010.561248795800 6.117117117117 53010.599051318900 6.123123123123 53010.636502166700 6.129129129129 53010.673604679700 6.135135135135 53010.710362198600 6.141141141141 53010.746778063500 6.147147147147 53010.782855615300 6.153153153153 53010.818598193900 6.159159159159 53010.854009140400 6.165165165165 53010.889091795000 6.171171171171 53010.923849498100 6.177177177177 53010.958285590600 6.183183183183 53010.992403412300 6.189189189189 53011.026206304500 6.195195195195 53011.059697607100 6.201201201201 53011.092880659400 6.207207207207 53011.125758548100 6.213213213213 53011.158333793900 6.219219219219 53011.190608841900 6.225225225225 53011.222586137200 6.231231231231 53011.254268124600 6.237237237237 53011.285657249000 6.243243243243 53011.316755955300 6.249249249249 53011.347566688400 6.255255255255 53011.378091893200 6.261261261261 53011.408334014700 6.267267267267 53011.438295497600 6.273273273273 53011.467978787000 6.279279279279 53011.497386328100 6.285285285285 53011.526520565100 6.291291291291 53011.555383943300 6.297297297297 53011.583978907900 6.303303303303 53011.612307903400 6.309309309309 53011.640373374700 6.315315315315 53011.668177767000 6.321321321321 53011.695723524900 6.327327327327 53011.723013093400 6.333333333333 53011.750048917700 6.339339339339 53011.776833442300 6.345345345345 53011.803369112400 6.351351351351 53011.829658372800 6.357357357357 53011.855703668300 6.363363363363 53011.881507444000 6.369369369369 53011.907072145000 6.375375375375 53011.932400215600 6.381381381381 53011.957494101000 6.387387387387 53011.982356246500 6.393393393393 53012.006989096400 6.399399399399 53012.031395096100 6.405405405405 53012.055576611000 6.411411411411 53012.079535580200 6.417417417417 53012.103273798100 6.423423423423 53012.126793059100 6.429429429429 53012.150095158300 6.435435435435 53012.173181889900 6.441441441441 53012.196055048700 6.447447447447 53012.218716429300 6.453453453453 53012.241167826200 6.459459459459 53012.263411034000 6.465465465465 53012.285447847200 6.471471471471 53012.307280060700 6.477477477477 53012.328909468900 6.483483483483 53012.350337866400 6.489489489489 53012.371567047900 6.495495495495 53012.392598807800 6.501501501502 53012.413434940900 6.507507507508 53012.434077241800 6.513513513514 53012.454527504900 6.519519519520 53012.474787525100 6.525525525526 53012.494859096800 6.531531531532 53012.514744014700 6.537537537538 53012.534444073100 6.543543543544 53012.553961067200 6.549549549550 53012.573296791000 6.555555555556 53012.592453039400 6.561561561562 53012.611431606900 6.567567567568 53012.630234288000 6.573573573574 53012.648862877800 6.579579579580 53012.667319170200 6.585585585586 53012.685604960300 6.591591591592 53012.703722042700 6.597597597598 53012.721672211500 6.603603603604 53012.739457244700 6.609609609610 53012.757078661400 6.615615615616 53012.774537782500 6.621621621622 53012.791835924300 6.627627627628 53012.808974402400 6.633633633634 53012.825954532600 6.639639639640 53012.842777630900 6.645645645646 53012.859445013400 6.651651651652 53012.875957995300 6.657657657658 53012.892317893300 6.663663663664 53012.908526022900 6.669669669670 53012.924583699700 6.675675675676 53012.940492240000 6.681681681682 53012.956252959500 6.687687687688 53012.971867174000 6.693693693694 53012.987336199700 6.699699699700 53013.002661352100 6.705705705706 53013.017843947400 6.711711711712 53013.032885301000 6.717717717718 53013.047786729300 6.723723723724 53013.062549547700 6.729729729730 53013.077175072700 6.735735735736 53013.091664619500 6.741741741742 53013.106019504400 6.747747747748 53013.120241043100 6.753753753754 53013.134330551500 6.759759759760 53013.148289345700 6.765765765766 53013.162118741400 6.771771771772 53013.175820054300 6.777777777778 53013.189394600400 6.783783783784 53013.202843695700 6.789789789790 53013.216168655900 6.795795795796 53013.229370797200 6.801801801802 53013.242451433500 6.807807807808 53013.255411757000 6.813813813814 53013.268252753500 6.819819819820 53013.280975387500 6.825825825826 53013.293580625000 6.831831831832 53013.306069430600 6.837837837838 53013.318442769900 6.843843843844 53013.330701607700 6.849849849850 53013.342846909800 6.855855855856 53013.354879640900 6.861861861862 53013.366800766800 6.867867867868 53013.378611252200 6.873873873874 53013.390312062400 6.879879879880 53013.401904162800 6.885885885886 53013.413388518600 6.891891891892 53013.424766095100 6.897897897898 53013.436037857200 6.903903903904 53013.447204770600 6.909909909910 53013.458267800200 6.915915915916 53013.469227911200 6.921921921922 53013.480086069000 6.927927927928 53013.490843238800 6.933933933934 53013.501500385600 6.939939939940 53013.512058475100 6.945945945946 53013.522518472000 6.951951951952 53013.532881341800 6.957957957958 53013.543148049700 6.963963963964 53013.553319561100 6.969969969970 53013.563396840900 6.975975975976 53013.573380854400 6.981981981982 53013.583272566900 6.987987987988 53013.593072943800 6.993993993994 53013.602782950100 7.000000000000 53013.612403551000 end poten 1qPi name "(1)5Pi" lambda 1 mult 5 type MORSE values VE 41126.2 RE 2.20330000000000E+00 B0 2.78 ( left from analytical formula. 2.5458, 2.78) DE 4.37878000000000E+04 end (poten 1qPi) (name "(1)5Pi") (lambda 1) (mult 5) (type EMO) (values) ( VE 41074 (41126.2 if we shift 11YuBixx.SO Ae and thus Ve to expt. limit)) ( RE 2.2033) ( DE 4.37878000000000E+04) ( RREF -1.00000000000000E+00) ( PL 4.00000000000000E+00) ( PR 4.00000000000000E+00) ( NL 0.00000000000000E+00) ( NR 1.00000000000000E+00) ( B0 2.52112493367945 (fit to 11YuBixx.SO spectroscopic constants)) ( B1 -0.005653041055829365 (fit to 11YuBixx.SO spectroscopic constants)) (end) spin-rot 5 7 name "" spin 1 1 sigma 1 0 lambda 0 0 type grid factor 1 values 1.1 -0.161 1.1047 -0.161 1.1094 -0.161 1.1141 -0.161 1.1188 -0.161 1.1235 -0.161 1.1282 -0.161 1.1329 -0.161 1.1376 -0.161 1.1423 -0.161 1.147 -0.161 1.1517 -0.161 1.1564 -0.161 1.1611 -0.161 1.1658 -0.161 1.1705 -0.161 1.1752 -0.161 1.1799 -0.161 1.1846 -0.161 1.1893 -0.161 1.194 -0.161 1.1987 -0.161 1.2034 -0.161 1.2081 -0.161 1.2128 -0.161 1.2175 -0.161 1.2222 -0.161 1.2269 -0.161 1.2316 -0.161 1.2363 -0.161 1.241 -0.161 1.2457 -0.161 1.2504 -0.161 1.2551 -0.161 1.2598 -0.161 1.2645 -0.161 1.2692 -0.161 1.2739 -0.161 1.2786 -0.161 1.2833 -0.161 1.288 -0.161 1.2927 -0.161 1.2974 -0.161 1.3021 -0.161 1.3068 -0.161 1.3115 -0.161 1.3162 -0.161 1.3209 -0.161 1.3256 -0.161 1.3303 -0.161 1.335 -0.161 1.3397 -0.161 1.3444 -0.161 1.3491 -0.161 1.3538 -0.161 1.3585 -0.161 1.3632 -0.161 1.3679 -0.161 1.3726 -0.161 1.3773 -0.161 1.382 -0.161 1.3867 -0.161 1.3914 -0.161 1.3961 -0.161 1.4008 -0.161 1.4055 -0.161 1.4102 -0.161 1.4149 -0.161 1.4196 -0.161 1.4243 -0.161 1.429 -0.161 1.4337 -0.161 1.4384 -0.161 1.4431 -0.161 1.4478 -0.161 1.4525 -0.161 1.4572 -0.161 1.4619 -0.161 1.4666 -0.161 1.4713 -0.161 1.476 -0.161 1.4807 -0.161 1.4854 -0.161 1.4901 -0.161 1.4948 -0.161 1.4995 -0.161 1.5042 -0.161 1.5089 -0.161 1.5136 -0.161 1.5183 -0.161 1.523 -0.161 1.5277 -0.161 1.5324 -0.161 1.5371 -0.161 1.5418 -0.161 1.5465 -0.161 1.5512 -0.161 1.5559 -0.161 1.5606 -0.161 1.5653 -0.161 1.57 -0.161 1.5747 -0.161 1.5794 -0.161 1.5841 -0.161 1.5888 -0.161 1.5935 -0.161 1.5982 -0.161 1.6029 -0.161 1.6076 -0.161 1.6123 -0.161 1.617 -0.161 1.6217 -0.161 1.6264 -0.161 1.6311 -0.161 1.6358 -0.161 1.6405 -0.161 1.6452 -0.161 1.6499 -0.161 1.6546 -0.161 1.6593 -0.161 1.664 -0.161 1.6687 -0.161 1.6734 -0.161 1.6781 -0.161 1.6828 -0.161 1.6875 -0.161 1.6922 -0.161 1.6969 -0.161 1.7016 -0.161 1.7063 -0.161 1.711 -0.161 1.7157 -0.161 1.7204 -0.161 1.7251 -0.161 1.7298 -0.161 1.7345 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-0.161 5.8 -0.161 end spin-orbit-x 1qPi 5 name "<(1)5Pi|LSX|B3Sig->" (Digitized from 11YuBixx.SO) spin 2 1 sigma 2 1 lambda 1 0 -i 0 type grid factor i values 1.50172623861505 38.71266449287030 1.50885156396229 40.07676796853730 1.51867643267563 42.40491492753700 1.53737582065200 45.46169100614920 1.55912826362573 47.53925887247740 1.58911247744200 49.64932258655830 1.61967975589686 51.57235464357330 1.66138035520679 54.09908733884000 1.71738669793296 57.73645589730200 1.77365932214762 61.43448337156910 1.81268792445233 63.95255050743510 1.83783316087427 65.40692022685990 1.85304334313936 65.87847108425030 1.86932324241857 65.65966570938150 1.88755893332014 63.92727595918290 1.90265893014172 61.34782777756170 1.91515120480013 58.64922815418030 1.92670231212852 56.02500791565520 1.93801927538944 53.19642490126260 1.95185673067075 49.97428106408620 1.96507898389244 46.90522877632300 1.97733252342323 44.19074229404020 1.99856158554027 40.84078145570280 2.01339530087336 39.52361642678990 2.02948696668656 39.51928364708950 2.04772265758813 41.03070163256910 2.06780395466857 43.60798342434020 2.08559431273595 46.16576770745960 2.10676828213124 49.34891652733260 2.12518302437852 52.49451458980240 2.14040697982405 55.18228226393290 2.15715057617804 58.05708159512950 2.17415127190024 61.04020041883530 2.19145497759209 63.95110624753500 2.21356552325725 67.06276420235190 2.23142474722682 69.49273148431030 2.25405408268852 72.28304161134960 2.27716088840545 74.78522188831420 2.29692999339593 76.56238369541670 2.31742907694969 78.05213778239440 2.34139900197415 79.40107652911010 2.37165867939920 80.39978225004580 2.39432015228193 80.58175899746140 2.41441063148266 80.58175899746140 2.44716784562736 79.97516983940940 2.46885601375905 79.08406148103290 2.48687592483375 77.85499630602750 2.50266917173743 76.56527221521690 2.52069826493242 74.79605383756520 2.54461309723512 72.09095504463310 2.56900080873290 69.47540036550880 2.59343902189229 67.11114690900600 2.62171995239423 64.97508651672280 2.67095907246458 61.97608083411560 2.70975353070183 60.21480588591450 2.75797802647982 58.39864906150880 2.79790188551308 56.99627269848850 5.5 28.0 8.0 0.0 end spin-orbit 1qPi 9 name "<(1)5Pi|LSZ|C3Pi>" (Digitized from 11YuBixx.SO) spin 2 1 sigma 1 1 lambda 1 1 -i -i type grid factor i values 1.52462986835423 1.85466908986951 1.56972537989765 3.76079720650997 1.60113711828231 6.45310489881766 1.62633483552269 8.82236425639664 1.64919652401194 10.93289906271050 1.68278732478896 14.24342978497470 1.70450408219071 16.00661616058480 1.72177961497075 17.31596250842330 1.73721771802165 18.91476588184840 1.76216151909343 21.65924730963220 1.79298694196151 25.33713830634450 1.82063148773567 29.12723856976570 1.84184502945782 32.28410692042220 1.87019130718884 37.21273815115060 1.88827937170841 40.87776439117020 1.89978408247481 43.74589042494530 1.91473281981895 47.97053358109900 1.92915987485306 52.65830797819110 1.93901182219475 57.19027587756010 1.94671240708976 61.54928427028240 1.95669823750217 68.38404361765120 1.96334622446189 72.80951991995260 1.96875694718188 76.91337730493550 1.97513255134255 81.29239754140200 1.98981352254526 91.49486430744720 2.00003941915344 97.12748361275040 2.01062541505527 101.38142982581500 2.02269797470781 104.53043638071500 2.03682033033960 106.11494558003700 2.05564706007692 106.09064548406200 2.07240091054693 105.03359130914200 2.08948716036492 103.33115517347000 2.10575626178579 101.42073880459800 2.12206691312515 99.21085948826850 2.14009496109578 96.89591799228110 2.16370916477561 93.71117600212370 2.19371743924656 90.58432541708350 2.22710972374631 88.20506013763240 2.25611618351569 86.66271875191440 2.29260162861475 84.91096771558670 2.38712769319824 81.17018235282100 2.43185387213278 79.67358232423270 2.48047189343333 78.07334953339730 2.54103320797332 75.79628759878290 2.59475263593393 73.86157113393640 2.64527272017017 71.91398991239710 2.69141621299127 70.22584795082800 2.73179350045633 68.91507218557920 2.77007020870843 67.52139021053270 2.79931673467358 66.57797471973200 7.0 0.0 8.0 0.0 end spin-orbit-x 9 6 name "" (Diagonal Coupling) spin 1 0 sigma 1 0 lambda 1 0 -i 0 type polynom_decay_24 factor 0 i values RE 1.65708000000000E+00 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 2.00000000000000E+00 B0 -1.14791388090015E+02 B1 0.00000000000000E+00 B2 0.00000000000000E+00 B3 0.00000000000000E+00 BINF -1.14791388090015E+02 end spin-orbit-x 9 3 name "" (Diagonal Coupling) spin 1 0 sigma 1 0 lambda 1 0 -i 0 type polynom_decay_24 morphing factor i values RE 1.65708000000000E+00 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 2.00000000000000E+00 B0 1.00000000000000E+00 B1 0.00000000000000E+00 B2 0.00000000000000E+00 B3 0.00000000000000E+00 BINF 1.00000000000000E+00 end spin-orbit-x 12 3 name "" (Diagonal Coupling) spin 1 0 sigma 1 0 lambda 1 0 i 0 type polynom_decay_24 morphing factor i values RE 1.65708000000000E+00 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 2.00000000000000E+00 B0 1.00000000000000E+00 B1 0.00000000000000E+00 B2 0.00000000000000E+00 B3 0.00000000000000E+00 BINF 1.00000000000000E+00 end spin-orbit 9 12 name "" (Diagonal Coupling) spin 1 1 sigma 1 1 lambda 1 1 -i i type polynom_decay_24 morphing values RE 1.65708000000000E+00 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 2.00000000000000E+00 B0 1.00000000000000E+00 B1 0.00000000000000E+00 B2 0.00000000000000E+00 B3 0.00000000000000E+00 BINF 1.00000000000000E+00 end abinitio spin-orbit 9 12 name "" (Diagonal Coupling) spin 1 1 sigma 1 1 (*) lambda 1 1 -i i type grid factor 1 values 1.23 -7.805674554 1.24 -7.427752342 1.25 -7.112671986 1.26 -6.851581637 1.27 -6.667432964 1.28 -6.489387512 1.29 -6.346486338 1.3 -6.233822232 1.31 -6.148205767 1.32 -6.085708115 1.33 -6.043186704 1.34 -6.017990189 1.35 -6.008077756 1.36 -6.011301563 1.37 -6.025819922 1.38 -6.050327118 1.39 -6.08344472 1.4 -6.12455576 1.41 -6.172713925 1.42 -6.227327619 1.43 -6.287980713 1.44 -6.354417529 1.45 -6.426514669 1.46 -6.504279657 1.47 -6.587437954 1.48 -6.677386446 1.49 -6.77346727 1.5 -6.876332183 1.51 -6.986617904 1.52 -7.104959548 1.53 -7.23209758 1.54 -7.368866656 1.55 -7.516115831 1.56 -7.679518336 1.57 -7.850856925 1.58 -8.034859886 1.59 -8.235076297 1.6 -8.45134169 1.61 -8.685089965 1.62 -8.937777378 1.64 -9.50666184 1.65 -9.826538119 1.66 -10.17272665 1.68 -10.95282627 1.7 -11.86517198 1.72 -12.92737458 1.74 -14.15440791 1.75 -14.83286167 1.76 -15.5550528 1.78 -17.13387777 1.8 -18.90077982 1.82 -20.8240905 1.84 -22.90903652 1.85 -24.01002162 1.86 -25.14893592 1.88 -27.5391169 1.9 -30.07961589 1.92 -32.77634988 1.94 -35.64150842 1.95 -37.14211232 1.96 -38.69010344 1.98 -41.92287364 2 -45.26296555 2.02 -48.36392949 2.05 -52.54697498 2.06 -53.85681781 2.08 -56.95452438 2.1 -59.85508644 2.12 -62.37581472 2.14 -64.61501631 2.15 -65.65748944 2.16 -66.65735057 2.18 -68.54068929 2.2 -70.27149379 2.22 -71.83842683 2.24 -73.22026069 2.25 -73.83358695 2.26 -74.39035864 2.28 -75.31910081 2.3 -75.97558074 2.32 -76.32824278 2.34 -76.34574317 2.35 -76.21928229 2.36 -75.99787227 2.38 -75.25742532 2.4 -74.10349288 2.42 -72.52563384 2.44 -70.52778479 2.45 -69.37738011 2.46 -68.13178955 2.48 -65.37984121 2.5 -62.33570879 2.52 -59.08219782 2.54 -55.71404535 2.56 -52.31061645 2.58 -49.00541228 2.6 -45.85463411 2.62 -42.91834727 2.64 -40.2375227 2.66 -37.835649 2.68 -35.72249498 2.7 -33.89698711 2.72 -32.348068 2.74 -31.06433375 2.76 -30.02915603 2.78 -29.2180569 2.8 -28.61302706 2.82 -28.1949048 2.84 -27.93824834 2.86 -27.81208309 2.88 -27.79537477 2.9 -27.85965979 2.92 -27.93344157 2.94 -28.08315203 2.96 -28.23786727 2.98 -28.3747832 3 -28.47424362 7.0 0.0 8.0 0.0 end spin-orbit 12 12 name "" (Diagonal Coupling) spin 1 1 sigma 1 1 (*) lambda 1 1 i i type grid factor -1 (because is negative) values 1.250000000000 -1.226638736392 1.260000000000 -0.645594753364 1.270000000000 0.231577097165 1.280000000000 1.284268335845 1.290000000000 2.455096524758 1.300000000000 3.686489536370 1.310000000000 4.949222366705 1.320000000000 6.210103637454 1.330000000000 7.451692506601 1.340000000000 8.655667572006 1.350000000000 9.815651009275 1.360000000000 10.927753752264 1.370000000000 11.985033247544 1.380000000000 12.983533019943 1.390000000000 13.927481576221 1.400000000000 14.820964322073 1.410000000000 15.661099453035 1.420000000000 16.449224108382 1.430000000000 17.187088492119 1.440000000000 17.876653280248 1.450000000000 18.520062803106 1.460000000000 19.119696245644 1.470000000000 19.682417322984 1.480000000000 20.202595128589 1.490000000000 20.688137344474 1.500000000000 21.140236216374 1.510000000000 21.563332983998 1.520000000000 21.962095286005 1.530000000000 22.340521875854 1.540000000000 22.703605625591 1.550000000000 23.056116148191 1.560000000000 23.413369907201 1.570000000000 23.762260985011 1.580000000000 24.060598001323 1.590000000000 24.435306838695 1.600000000000 24.832861222807 1.610000000000 25.261913720346 1.620000000000 25.730220874939 1.640000000000 26.820576425641 1.650000000000 27.460285104879 1.660000000000 28.174390493123 1.680000000000 29.856559946363 1.700000000000 31.917307213358 1.720000000000 34.378957572457 1.740000000000 37.229451214426 1.750000000000 38.786757589805 1.760000000000 40.425023815083 1.780000000000 43.876224145109 1.800000000000 47.443535652243 1.820000000000 51.129637522737 1.840000000000 54.772624854030 1.850000000000 56.555741544567 1.860000000000 58.301321228417 1.880000000000 61.655317844017 1.900000000000 64.802302143992 1.920000000000 67.740572455740 1.940000000000 70.505574027964 1.950000000000 71.846057600221 1.960000000000 73.176334343543 1.980000000000 75.867627598395 2.000000000000 78.635513521249 2.020000000000 81.001107194542 2.050000000000 83.280426205393 2.060000000000 84.084540308763 2.080000000000 86.820288855625 2.100000000000 89.735408958867 2.120000000000 91.940452300441 2.140000000000 93.364731522664 2.150000000000 93.826779412896 2.160000000000 94.148521596937 2.180000000000 94.441998672244 2.200000000000 94.368139152851 2.220000000000 94.022306472553 2.240000000000 93.477759537140 2.250000000000 93.149136903771 2.260000000000 92.790863281801 2.280000000000 92.004903238920 2.300000000000 91.152931342945 2.320000000000 90.259708909600 2.340000000000 89.343400953714 2.350000000000 88.880902366638 2.360000000000 88.417406981414 2.380000000000 87.492453661935 2.400000000000 86.577682717459 2.420000000000 85.679910322329 2.440000000000 84.802807134224 2.450000000000 84.372469269220 2.460000000000 83.947898679803 2.480000000000 83.115675884581 2.500000000000 82.307657661377 2.520000000000 81.526895034950 2.540000000000 80.776568243422 2.560000000000 79.986408391328 2.580000000000 79.309478623671 2.600000000000 78.675927679847 2.620000000000 78.088350207800 2.640000000000 77.548327069504 2.660000000000 77.055890136127 2.680000000000 76.610338413568 2.700000000000 76.211184453394 2.720000000000 75.851802873377 2.740000000000 75.539201754358 2.760000000000 75.257807427941 2.780000000000 75.031284622153 2.800000000000 74.837584264521 2.820000000000 74.635056055748 2.840000000000 74.467920605008 2.860000000000 74.379943577589 2.880000000000 74.324968326578 2.900000000000 74.302650655272 2.920000000000 74.161045038411 2.940000000000 74.197724678512 2.960000000000 74.260709010257 2.980000000000 74.348036027527 3.000000000000 74.457705249828 7.0 0.0 8.0 0.0 end diabat 9 12 name "" lambda 1 1 mult 3 3 type polynom_decay_24 morphing factor 1.0 values RE 2.05000000000000E+00 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.00000000000000E+00 B2 0.0 B3 0.0 BINF 1.0 end abinitio diabat 9 12 name "" lambda 1 1 mult 3 3 type grid factor 1 values 1.200000000000 0.023178964955 1.210000000000 0.026673095649 1.220000000000 0.030630905710 1.230000000000 0.035135442917 1.240000000000 0.040276556811 1.250000000000 0.046153994583 1.260000000000 0.052880264682 1.270000000000 0.060583326958 1.280000000000 0.069409393811 1.290000000000 0.079525730818 1.300000000000 0.091123465961 1.310000000000 0.104421466395 1.320000000000 0.119669715495 1.330000000000 0.137154091515 1.340000000000 0.157201059138 1.350000000000 0.180183435256 1.360000000000 0.206526755502 1.370000000000 0.236716219089 1.380000000000 0.271304792497 1.390000000000 0.310922500479 1.400000000000 0.356286349771 1.410000000000 0.408212155337 1.420000000000 0.467627502715 1.430000000000 0.535585882922 1.440000000000 0.613282676149 1.450000000000 0.702075767519 1.460000000000 0.803502332142 1.470000000000 0.919304434796 1.480000000000 1.051452845120 1.490000000000 1.202178986473 1.500000000000 1.374000650229 1.510000000000 1.569765346334 1.520000000000 1.792679266758 1.530000000000 2.046366508314 1.540000000000 2.334904493632 1.550000000000 2.662875962133 1.560000000000 3.035460069479 1.570000000000 3.458451248871 1.580000000000 3.938374464314 1.590000000000 4.482551218974 1.600000000000 5.099211755681 1.620000000000 6.587902508341 1.640000000000 8.492303887961 1.650000000000 9.633783186214 1.660000000000 10.922459945881 1.680000000000 14.015908923861 1.700000000000 17.943702326088 1.720000000000 22.917243989789 1.740000000000 29.195442223025 1.750000000000 32.919444489609 1.760000000000 37.091572298100 1.780000000000 46.979039602814 1.800000000000 59.294442695529 1.820000000000 74.537643530448 1.840000000000 93.261504974816 1.850000000000 104.110603518157 1.860000000000 116.049196185214 1.880000000000 143.463460694469 1.900000000000 175.955143908154 1.920000000000 213.690376868079 1.940000000000 256.248536428300 1.950000000000 278.918256438732 1.960000000000 302.071244977072 1.980000000000 347.443654275110 2.000000000000 384.941584944909 2.020000000000 403.593366343589 2.040000000000 407.947615427135 2.050000000000 412.165387235162 2.060000000000 410.665745358167 2.080000000000 388.554597015428 2.100000000000 342.373584324639 2.120000000000 287.531875089872 2.140000000000 234.411615874939 2.150000000000 210.017952930009 2.160000000000 187.404879545336 2.180000000000 147.765989399653 2.200000000000 115.313834216354 2.220000000000 89.269157244434 2.240000000000 68.665032319930 2.250000000000 60.100318983890 2.260000000000 52.541320726667 2.280000000000 40.030290375081 2.300000000000 30.388003192704 2.320000000000 22.997730222034 2.340000000000 17.359592356254 2.350000000000 15.069371389417 2.360000000000 13.074516721768 2.380000000000 9.828298646324 2.400000000000 7.375789682407 2.420000000000 5.527273799277 2.440000000000 4.136845116184 2.450000000000 3.577421177241 2.460000000000 3.092882671762 2.480000000000 2.310276142961 2.500000000000 1.724415565949 2.520000000000 1.286361840119 2.540000000000 0.959173412914 2.560000000000 0.714993385772 2.580000000000 0.532888699472 2.600000000000 0.397144172838 2.620000000000 0.295988180427 2.640000000000 0.220619436648 2.660000000000 0.164466323619 2.680000000000 0.122625554041 2.700000000000 0.091445714084 2.720000000000 0.068206085491 2.740000000000 0.050880851013 2.760000000000 0.037962447661 2.780000000000 0.028328000229 2.800000000000 0.021141433414 2.820000000000 0.015779787466 2.840000000000 0.011779160693 2.860000000000 0.008793606637 2.880000000000 0.006565334439 2.900000000000 0.004902095332 2.920000000000 0.003660486388 2.940000000000 0.002733542749 2.960000000000 0.002041490718 2.980000000000 0.001524774373 3.000000000000 0.001138902366 3.050000000000 0.000549296436 3.100000000000 0.000265235368 3.150000000000 0.000128270110 3.200000000000 0.000061662299 3.250000000000 0.000029292867 3.300000000000 0.000015542239 3.350000000000 0.000007096416 3.400000000000 0.000006974892 3.450000000000 0.000006859870 3.500000000000 0.000006750387 3.700000000000 0.000006358016 4.000000000000 0.000005873269 4.300000000000 0.000005477871 4.500000000000 0.000005252695 5.000000000000 0.000004790037 end NAC 5 3tSigma- name spin 1.0 1.0 lambda 0 0 type lorentzian factor 1.0 values V0 0.000000000000000000 RE 2.2903813777903737 gamma 0.27523777654701714 a0 1.5707963267948966 end dipole 3tSigma- 1 name "<(3)3Sig-|DMZ|X3Sig->" (19SaNaxx.SO) spin 1 1 lambda 0 0 type grid factor 1 (0, 1 or i) units angstroms ea0 values 1.000000000000 0.688859886961 1.006006006006 0.676587941810 1.012012012012 0.665315996658 1.018018018018 0.654044051507 1.024024024024 0.642772106356 1.030030030030 0.631500161205 1.036036036036 0.620228216054 1.042042042042 0.608956270903 1.048048048048 0.597684325751 1.054054054054 0.586412380600 1.060060060060 0.575140435449 1.066066066066 0.563868490298 1.072072072072 0.552596545147 1.078078078078 0.541324599995 1.084084084084 0.530052654844 1.090090090090 0.518780709693 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6.831831831832 0.000000667259 6.837837837838 0.000000656052 6.843843843844 0.000000645034 6.849849849850 0.000000634201 6.855855855856 0.000000623549 6.861861861862 0.000000613076 6.867867867868 0.000000602780 6.873873873874 0.000000592656 6.879879879880 0.000000582702 6.885885885886 0.000000572916 6.891891891892 0.000000563294 6.897897897898 0.000000553833 6.903903903904 0.000000544531 6.909909909910 0.000000535386 6.915915915916 0.000000526394 6.921921921922 0.000000517553 6.927927927928 0.000000508861 6.933933933934 0.000000500314 6.939939939940 0.000000491911 6.945945945946 0.000000483650 6.951951951952 0.000000475527 6.957957957958 0.000000467540 6.963963963964 0.000000459688 6.969969969970 0.000000451967 6.975975975976 0.000000444376 6.981981981982 0.000000436913 6.987987987988 0.000000429575 6.993993993994 0.000000422360 7.000000000000 0.000000415267 end ( ABINITIO & ADDITIONAL POTEN OBJECTS ) poten 5.current_duo_fitted name "B3Sig-" symmetry - lambda 0 mult 3 type coupled-pec-beta sub-types EMO EMO BETA_LORENTZ Nparameters 15 15 2 values VE 4.16507279658429E+04 ( 4.16355804064179E+04) RE 1.80944001131081E+00 ( 1.80944001131081E+00 ) AE 6.88942710000000E+04 ( 6.88942710000000E+04 ) RREF -1.00000000000000E+00 ( -1.00000000000000E+00 ) PL 4.00000000000000E+00 ( 4.00000000000000E+00 ) PR 4.00000000000000E+00 ( 4.00000000000000E+00 ) NL 2.00000000000000E+00 ( 2.00000000000000E+00 ) RL 6.00000000000000E+00 ( 6.00000000000000E+00 ) B0 1.53281544198348E+00 ( 1.54098381433585E+00 ) B1 -3.31969050595809E-01 ( -3.25138281741072E-01 ) B2 2.31090926948245E-01 ( 2.63489279559448E-01 ) B3 -1.89087009179265E-01 ( -3.60810051510117E-01 ) B4 -4.50978374401624E-01 ( -1.71671562777464E-01 ) B5 1.13211597250442E+00 ( -1.83936800470851E-01 ) B6 -1.63366678610683E+00 ( -2.59439608152764E-01 ) VE 5.10101481946963E+04 ( 5.10056560258754E+04 ) RE 2.36238198285152E+00 ( 2.37727428147847E+00 ) AE 5.30158631258600E+04 ( 5.30158631258600E+04 ) RREF -1.00000000000000E+00 ( -1.00000000000000E+00 ) PL 4.00000000000000E+00 ( 4.00000000000000E+00 ) PR 4.00000000000000E+00 ( 4.00000000000000E+00 ) NL 1.00000000000000E+00 ( 1.00000000000000E+00 ) RL 6.00000000000000E+00 ( 6.00000000000000E+00 ) B0 3.96832257852352E-01 ( 5.59982584863030E-01 ) B1 -2.53864908088068E+00 ( -2.74458154811356E+00 ) B2 3.03482380681630E+01 ( 3.03313850170804E+01 ) B3 -5.54002570553816E+01 ( -5.54506023299076E+01 ) B4 3.27772981636193E+01 ( 3.27791472094582E+01 ) B5 -1.81053911925077E-01 ( -3.97629570313872E-02 ) B6 -2.33931454856462E+00 ( -2.24533577695817E+00 ) GAMMA 7.55093133868354E-02 ( 7.53143538886936E-02 ) RE 2.45758995786309E+00 ( 2.46326654441655E+00 ) COMPON 1.00000000000000E+00 ( 1.00000000000000E+00 ) end poten 5.diabatom_pro_fit name "B3Sig-" symmetry - lambda 0 mult 3 type coupled-pec-beta sub-types EMO EMO BETA_LORENTZ Nparameters 15 15 2 values VE 41633 RE 1.77526 AE 61837.3 RREF -1 PL 4 PR 4 NL 0 RL 6 B0 1.774930467 B1 0 B2 0.090376532 B3 0 B4 0 B5 0 B6 0 VE 50966.66664 RE 2.332343115 AE 53015.86313 RREF -1 PL 4 PR 4 NL 1 RL 6 B0 0.51587276 B1 -2.319594638 B2 30.03739487 B3 -55.96962362 B4 33.63148616 B5 -0.030216008 B6 -3.280745924 GAMMA 0.126258998 RE 2.457589958 COMPON 1 end poten 5.grid name "B3Sig-" symmetry - lambda 0 mult 3 type grid values 1.3613333333 6.2015605969E+04 1.3776666667 6.0453344306E+04 1.3940000000 5.8921964585E+04 1.4103333333 5.7436514987E+04 1.4266666667 5.6008165452E+04 1.4430000000 5.4644935991E+04 1.4593333333 5.3352305527E+04 1.4756666667 5.2133719265E+04 1.4920000000 5.0991010057E+04 1.5083333333 4.9924746942E+04 1.5246666667 4.8934522142E+04 1.5410000000 4.8019186086E+04 1.5573333333 4.7177038613E+04 1.5736666667 4.6405983256E+04 1.5900000000 4.5703650498E+04 1.6063333333 4.5067494961E+04 1.6226666667 4.4494870806E+04 1.6390000000 4.3983088980E+04 1.6553333333 4.3529459476E+04 1.6716666667 4.3131321358E+04 1.6880000000 4.2786062961E+04 1.7043333333 4.2491134404E+04 1.7206666667 4.2244054299E+04 1.7370000000 4.2042412305E+04 1.7533333333 4.1883868932E+04 1.7696666667 4.1766153780E+04 1.7860000000 4.1687063143E+04 1.8023333333 4.1644457669E+04 1.8186666667 4.1636260541E+04 1.8350000000 4.1660455036E+04 1.8513333333 4.1715075349E+04 1.8676666667 4.1798194426E+04 1.8840000000 4.1907916298E+04 1.9003333333 4.2042372820E+04 1.9166666667 4.2199723767E+04 1.9330000000 4.2378159327E+04 1.9493333333 4.2575904183E+04 1.9656666667 4.2791222498E+04 1.9820000000 4.3022423259E+04 1.9983333333 4.3267865568E+04 2.0146666667 4.3525963561E+04 2.0310000000 4.3795190750E+04 2.0473333333 4.4074083630E+04 2.0636666667 4.4361244473E+04 2.0800000000 4.4655343251E+04 2.0963333333 4.4955118644E+04 2.1126666667 4.5259378122E+04 2.1290000000 4.5566997039E+04 2.1453333333 4.5876916675E+04 2.1616666667 4.6188141089E+04 2.1780000000 4.6499732535E+04 2.1943333333 4.6810805074E+04 2.2106666667 4.7120515693E+04 2.2270000000 4.7428051850E+04 2.2433333333 4.7732613570E+04 2.2596666667 4.8033386905E+04 2.2760000000 4.8329503139E+04 2.2923333333 4.8619973756E+04 2.3086666667 4.8903583104E+04 2.3250000000 4.9178706485E+04 2.3413333333 4.9443000187E+04 2.3576666667 4.9692909409E+04 2.3740000000 4.9923056429E+04 2.3903333333 5.0126072397E+04 2.4066666667 5.0294615089E+04 2.4230000000 5.0426451665E+04 2.4393333333 5.0527404477E+04 2.4556666667 5.0607359514E+04 2.4720000000 5.0674998961E+04 2.4883333333 5.0736136083E+04 2.5046666667 5.0794238093E+04 2.5210000000 5.0851258168E+04 2.5373333333 5.0908230536E+04 2.5536666667 5.0965632614E+04 2.5700000000 5.1023600267E+04 2.5863333333 5.1082059195E+04 2.6026666667 5.1140808678E+04 2.6190000000 5.1199577305E+04 2.6353333333 5.1258061237E+04 2.6516666667 5.1315950877E+04 2.6680000000 5.1372949347E+04 2.6843333333 5.1428784913E+04 2.7006666667 5.1483218811E+04 2.7170000000 5.1536049544E+04 2.7333333333 5.1587114511E+04 2.7496666667 5.1636289641E+04 2.7660000000 5.1683487605E+04 2.7823333333 5.1728655074E+04 2.7986666667 5.1771769384E+04 2.8150000000 5.1812834916E+04 2.8313333333 5.1851879405E+04 2.8476666667 5.1888950337E+04 2.8640000000 5.1924111553E+04 2.8803333333 5.1957440128E+04 2.8966666667 5.1989023552E+04 2.9130000000 5.2018957246E+04 2.9293333333 5.2047342384E+04 2.9456666667 5.2074284016E+04 2.9620000000 5.2099889474E+04 2.9783333333 5.2124267005E+04 2.9946666667 5.2147524634E+04 3.0110000000 5.2169769187E+04 3.0273333333 5.2191105484E+04 3.0436666667 5.2211635637E+04 3.0600000000 5.2231458459E+04 3.0763333333 5.2250668941E+04 3.0926666667 5.2269357800E+04 3.1090000000 5.2287611060E+04 3.1253333333 5.2305509683E+04 3.1416666667 5.2323129217E+04 3.1580000000 5.2340539475E+04 3.1743333333 5.2357804237E+04 3.1906666667 5.2374980971E+04 3.2070000000 5.2392120586E+04 3.2233333333 5.2409267208E+04 3.2396666667 5.2426457998E+04 3.2560000000 5.2443723013E+04 3.2723333333 5.2461085112E+04 3.2886666667 5.2478559919E+04 3.3050000000 5.2496155861E+04 3.3213333333 5.2513874258E+04 3.3376666667 5.2531709506E+04 3.3540000000 5.2549649328E+04 3.3703333333 5.2567675117E+04 3.3866666667 5.2585762349E+04 3.4030000000 5.2603881090E+04 3.4193333333 5.2621996567E+04 3.4356666667 5.2640069816E+04 3.4520000000 5.2658058389E+04 3.4683333333 5.2675917106E+04 3.4846666667 5.2693598847E+04 3.5010000000 5.2711055365E+04 3.5173333333 5.2728238107E+04 3.5336666667 5.2745099016E+04 3.5500000000 5.2761591315E+04 3.5663333333 5.2777670247E+04 3.5826666667 5.2793293750E+04 3.5990000000 5.2808423072E+04 3.6153333333 5.2823023294E+04 3.6316666667 5.2837063772E+04 3.6480000000 5.2850518469E+04 3.6643333333 5.2863366200E+04 3.6806666667 5.2875590771E+04 3.6970000000 5.2887181012E+04 3.7133333333 5.2898130728E+04 3.7296666667 5.2908438557E+04 3.7460000000 5.2918107748E+04 3.7623333333 5.2927145873E+04 3.7786666667 5.2935564485E+04 3.7950000000 5.2943378729E+04 3.8113333333 5.2950606922E+04 3.8276666667 5.2957270109E+04 3.8440000000 5.2963391617E+04 3.8603333333 5.2968996605E+04 3.8766666667 5.2974111627E+04 3.8930000000 5.2978764214E+04 3.9093333333 5.2982982478E+04 3.9256666667 5.2986794756E+04 3.9420000000 5.2990229280E+04 3.9583333333 5.2993313884E+04 3.9746666667 5.2996075760E+04 3.9910000000 5.2998541239E+04 4.0073333333 5.3000735620E+04 4.0236666667 5.3002683031E+04 4.0400000000 5.3004406327E+04 4.0563333333 5.3005927016E+04 4.0726666667 5.3007265215E+04 4.0890000000 5.3008439634E+04 4.1053333333 5.3009467576E+04 4.1216666667 5.3010364962E+04 4.1380000000 5.3011146371E+04 4.1543333333 5.3011825082E+04 4.1706666667 5.3012413145E+04 4.1870000000 5.3012921436E+04 4.2033333333 5.3013359742E+04 4.2196666667 5.3013736824E+04 4.2360000000 5.3014060499E+04 4.2523333333 5.3014337717E+04 4.2686666667 5.3014574632E+04 4.2850000000 5.3014776673E+04 4.3013333333 5.3014948617E+04 4.3176666667 5.3015094652E+04 4.3340000000 5.3015218435E+04 4.3503333333 5.3015323154E+04 4.3666666667 5.3015411579E+04 4.3830000000 5.3015486106E+04 4.3993333333 5.3015548808E+04 4.4156666667 5.3015601468E+04 4.4320000000 5.3015645618E+04 4.4483333333 5.3015682572E+04 4.4646666667 5.3015713453E+04 4.4810000000 5.3015739217E+04 4.4973333333 5.3015760679E+04 4.5136666667 5.3015778531E+04 4.5300000000 5.3015793359E+04 4.5463333333 5.3015805656E+04 4.5626666667 5.3015815841E+04 4.5790000000 5.3015824265E+04 4.5953333333 5.3015831223E+04 4.6116666667 5.3015836964E+04 4.6280000000 5.3015841693E+04 4.6443333333 5.3015845586E+04 4.6606666667 5.3015848785E+04 4.6770000000 5.3015851412E+04 4.6933333333 5.3015853567E+04 4.7096666667 5.3015855332E+04 4.7260000000 5.3015856777E+04 4.7423333333 5.3015857958E+04 4.7586666667 5.3015858923E+04 4.7750000000 5.3015859711E+04 4.7913333333 5.3015860353E+04 4.8076666667 5.3015860876E+04 4.8240000000 5.3015861301E+04 4.8403333333 5.3015861647E+04 4.8566666667 5.3015861929E+04 4.8730000000 5.3015862157E+04 4.8893333333 5.3015862342E+04 4.9056666667 5.3015862492E+04 4.9220000000 5.3015862614E+04 4.9383333333 5.3015862713E+04 4.9546666667 5.3015862792E+04 4.9710000000 5.3015862857E+04 4.9873333333 5.3015862909E+04 5.0036666667 5.3015862951E+04 5.0200000000 5.3015862985E+04 5.0363333333 5.3015863013E+04 5.0526666667 5.3015863035E+04 5.0690000000 5.3015863053E+04 5.0853333333 5.3015863067E+04 5.1016666667 5.3015863078E+04 5.1180000000 5.3015863088E+04 5.1343333333 5.3015863095E+04 5.1506666667 5.3015863101E+04 5.1670000000 5.3015863106E+04 5.1833333333 5.3015863110E+04 5.1996666667 5.3015863113E+04 5.2160000000 5.3015863116E+04 5.2323333333 5.3015863118E+04 5.2486666667 5.3015863119E+04 5.2650000000 5.3015863121E+04 5.2813333333 5.3015863122E+04 5.2976666667 5.3015863122E+04 5.3140000000 5.3015863123E+04 5.3303333333 5.3015863124E+04 5.3466666667 5.3015863124E+04 5.3630000000 5.3015863124E+04 5.3793333333 5.3015863125E+04 5.3956666667 5.3015863125E+04 5.4120000000 5.3015863125E+04 5.4283333333 5.3015863125E+04 5.4446666667 5.3015863125E+04 5.4610000000 5.3015863125E+04 5.4773333333 5.3015863126E+04 5.4936666667 5.3015863126E+04 5.5100000000 5.3015863126E+04 5.5263333333 5.3015863126E+04 5.5426666667 5.3015863126E+04 5.5590000000 5.3015863126E+04 5.5753333333 5.3015863126E+04 5.5916666667 5.3015863126E+04 5.6080000000 5.3015863126E+04 5.6243333333 5.3015863126E+04 5.6406666667 5.3015863126E+04 5.6570000000 5.3015863126E+04 5.6733333333 5.3015863126E+04 5.6896666667 5.3015863126E+04 5.7060000000 5.3015863126E+04 5.7223333333 5.3015863126E+04 5.7386666667 5.3015863126E+04 5.7550000000 5.3015863126E+04 5.7713333333 5.3015863126E+04 5.7876666667 5.3015863126E+04 5.8040000000 5.3015863126E+04 5.8203333333 5.3015863126E+04 5.8366666667 5.3015863126E+04 5.8530000000 5.3015863126E+04 5.8693333333 5.3015863126E+04 5.8856666667 5.3015863126E+04 5.9020000000 5.3015863126E+04 5.9183333333 5.3015863126E+04 5.9346666667 5.3015863126E+04 5.9510000000 5.3015863126E+04 5.9673333333 5.3015863126E+04 5.9836666667 5.3015863126E+04 6.0000000000 5.3015863126E+04 end poten 9.current name "C3Pi" lambda 1 mult 3 type EMO values VE 4.43630373677531E+04 ( 4.43671696738222E+04) RE 1.69163933717781E+00 ( 1.69163933717781E+00) AE 6.88942710000000E+04 ( 6.88942710000000E+04) RREF -1.00000000000000E+00 ( -1.00000000000000E+00) PL 4.00000000000000E+00 ( 4.00000000000000E+00) PR 4.00000000000000E+00 ( 4.00000000000000E+00) NL 1.00000000000000E+00 ( 1.00000000000000E+00) NR 5.00000000000000E+00 ( 5.00000000000000E+00) B0 1.81618149433222E+00 ( 1.81375658995007E+00) B1 6.43609538018295E-01 ( 5.13996572370441E-01) B2 -2.76417737562103E+00 ( -2.59107403740472E+00) B3 8.99880888331079E-01 ( 8.99880888331079E-01) B4 0.00000000000000E+00 ( 0.00000000000000E+00 ) B5 0.00000000000000E+00 ( 0.00000000000000E+00) end poten 9.adiabatic name "C3Pi" lambda 1 mult 3 type coupled-pec-beta sub-types EMO EMO BETA_LORENTZ Nparameters 12 11 2 values VE 4.43671696738222E+04 RE 1.69163933717781E+00 AE 6.88942710000000E+04 RREF -1.00000000000000E+00 PL 4.00000000000000E+00 PR 4.00000000000000E+00 NL 0.00000000000000E+00 NR 3.00000000000000E+00 B0 1.81375658995007E+00 B1 5.13996572370441E-01 B2 -2.59107403740472E+00 B3 8.99880888331079E-01 VE 5.22700000000000E+04 RE 2.78250000000000E+00 AE 5.30158631258600E+04 RREF -1.00000000000000E+00 PL 4.00000000000000E+00 PR 4.00000000000000E+00 NL 0.00000000000000E+00 NR 2.00000000000000E+00 B0 2.48715849982127E+00 B1 -1.00000000000000E+00 B2 -0.50000000000000E+00 GAMMA 0.05000000000000E+00 RE 2.34855496098813E+00 COMPON 1.00000000000000E+00 end abinitio poten 12 name "Cp3Pi" lambda 1 mult 3 type grid values 1.200000000000 138832.818826744000 1.210000000000 135011.130390084000 1.220000000000 131300.487902399000 1.230000000000 127729.635295545000 1.240000000000 124310.727221219000 1.250000000000 121047.536079166000 1.260000000000 117939.335971542000 1.270000000000 114982.701997814000 1.280000000000 112172.826878265000 1.290000000000 109504.091489968000 1.300000000000 106970.415994726000 1.310000000000 104565.523114336000 1.320000000000 102283.025948503000 1.330000000000 100116.647385374000 1.340000000000 98060.088424236500 1.350000000000 96107.335414763400 1.360000000000 94252.462519516100 1.370000000000 92489.829244851600 1.380000000000 90813.948745197600 1.390000000000 89219.641441181600 1.400000000000 87701.947238840900 1.410000000000 86256.147460385900 1.420000000000 84877.808740208700 1.430000000000 83562.695240737800 1.440000000000 82306.812548720900 1.450000000000 81106.473469473500 1.460000000000 79958.122519044000 1.470000000000 78858.467551159900 1.480000000000 77804.413941721200 1.490000000000 76793.130385880400 1.500000000000 75821.873390182700 1.510000000000 74888.206655401100 1.520000000000 73989.781701585900 1.530000000000 73124.491364880500 1.540000000000 72290.382120466400 1.550000000000 71485.610178632600 1.560000000000 70708.594941905500 1.570000000000 69957.821746737200 1.580000000000 69231.929422852500 1.590000000000 68529.710380678000 1.600000000000 67850.132483045500 1.620000000000 66555.144572001300 1.640000000000 65340.835840505400 1.650000000000 64762.490581910500 1.660000000000 64202.742558447000 1.680000000000 63137.715387960300 1.700000000000 62143.304675479400 1.720000000000 61217.079654295800 1.740000000000 60355.947563628600 1.750000000000 59948.563040318700 1.760000000000 59555.801612817400 1.780000000000 58811.431567190800 1.800000000000 58116.938140033100 1.820000000000 57466.342591073500 1.840000000000 56854.041326948300 1.850000000000 56560.650993972500 1.860000000000 56275.057912950800 1.880000000000 55725.156999820300 1.900000000000 55200.943209903100 1.920000000000 54699.625279747300 1.940000000000 54219.043846529900 1.950000000000 53986.018248078900 1.960000000000 53757.607749661600 1.980000000000 53314.185161792500 2.000000000000 52888.471000217700 2.020000000000 52481.303930389800 2.040000000000 52090.256116488700 2.050000000000 51893.349522430500 2.060000000000 51695.279712826600 2.080000000000 51313.773207804300 2.100000000000 50952.028365609600 2.120000000000 50605.062394648800 2.140000000000 50270.968698602900 2.150000000000 50108.523891986200 2.160000000000 49949.074822347600 2.180000000000 49638.981799867500 2.200000000000 49340.418488218900 2.220000000000 49053.173634985600 2.240000000000 48777.053830755500 2.250000000000 48643.091511662600 2.260000000000 48511.862362616700 2.280000000000 48257.410674212400 2.300000000000 48013.467554058500 2.320000000000 47779.830697701900 2.340000000000 47556.229186723800 2.350000000000 47448.102407484500 2.360000000000 47342.426845601100 2.380000000000 47138.152825940900 2.400000000000 46943.186699720500 2.420000000000 46757.247065561700 2.440000000000 46580.078133901300 2.450000000000 46494.680240982500 2.460000000000 46411.361136067000 2.480000000000 46250.845221096700 2.500000000000 46098.215441147400 2.520000000000 45953.245908311000 2.540000000000 45815.602114299900 2.560000000000 45685.060003148300 2.580000000000 45561.330387625900 2.600000000000 45444.146493038600 2.620000000000 45333.241945199700 2.640000000000 45228.350724843300 2.660000000000 45129.185169866600 2.680000000000 45035.545628360100 2.700000000000 44947.123006310700 2.720000000000 44863.718131361800 2.740000000000 44785.088121022800 2.760000000000 44711.012247704700 2.780000000000 44641.269917220700 2.800000000000 44575.618736077500 2.820000000000 44513.904196342500 2.840000000000 44455.906086832700 2.860000000000 44401.448149637500 2.880000000000 44350.354219965100 2.900000000000 44302.426250690800 2.920000000000 44257.510153938600 2.940000000000 44215.473824444300 2.960000000000 44176.141321878500 2.980000000000 44139.380632274400 3.000000000000 44105.059774089100 3.050000000000 44029.181165344100 3.100000000000 43966.488161834100 3.150000000000 43916.581451193900 3.200000000000 43877.396168712800 3.250000000000 43845.464303091900 3.300000000000 43817.876930117200 3.350000000000 43795.180777557800 3.400000000000 43776.596256387800 3.450000000000 43761.529647324000 3.500000000000 43749.453322389300 3.700000000000 43723.839499322200 4.000000000000 43728.714770081400 4.300000000000 43749.710784792700 4.500000000000 43763.843503832500 5.000000000000 43787.800000000000 end abinitio poten 5 (Taken from 22HeStLy.SO) name "B3Sig-" symmetry - lambda 0 mult 3 factor 1 type grid values 1.0000000000E-01 6.7329400000E+06 1.0100000000E-01 6.7080800000E+06 1.0200000000E-01 6.6833200000E+06 1.0300000000E-01 6.6586400000E+06 1.0400000000E-01 6.6340600000E+06 1.0500000000E-01 6.6095600000E+06 1.0600000000E-01 6.5851500000E+06 1.0700000000E-01 6.5608300000E+06 1.0800000000E-01 6.5365900000E+06 1.0900000000E-01 6.5124500000E+06 1.1000000000E-01 6.4883900000E+06 1.1100000000E-01 6.4644200000E+06 1.1200000000E-01 6.4405400000E+06 1.1300000000E-01 6.4167400000E+06 1.1400000000E-01 6.3930300000E+06 1.1500000000E-01 6.3694000000E+06 1.1600000000E-01 6.3458600000E+06 1.1700000000E-01 6.3224100000E+06 1.1800000000E-01 6.2990400000E+06 1.1900000000E-01 6.2757500000E+06 1.2000000000E-01 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5.3015200000E+04 6.6750000000E+00 5.3015200000E+04 6.6760000000E+00 5.3015200000E+04 6.6770000000E+00 5.3015200000E+04 6.6780000000E+00 5.3015200000E+04 6.6790000000E+00 5.3015300000E+04 6.6800000000E+00 5.3015300000E+04 6.6810000000E+00 5.3015300000E+04 6.6820000000E+00 5.3015300000E+04 6.6830000000E+00 5.3015300000E+04 6.6840000000E+00 5.3015300000E+04 6.6850000000E+00 5.3015300000E+04 6.6860000000E+00 5.3015300000E+04 6.6870000000E+00 5.3015300000E+04 6.6880000000E+00 5.3015300000E+04 6.6890000000E+00 5.3015300000E+04 6.6900000000E+00 5.3015300000E+04 6.6910000000E+00 5.3015300000E+04 6.6920000000E+00 5.3015300000E+04 6.6930000000E+00 5.3015300000E+04 6.6940000000E+00 5.3015300000E+04 6.6950000000E+00 5.3015300000E+04 6.6960000000E+00 5.3015300000E+04 6.6970000000E+00 5.3015300000E+04 6.6980000000E+00 5.3015300000E+04 6.6990000000E+00 5.3015300000E+04 6.7000000000E+00 5.3015300000E+04 6.7010000000E+00 5.3015300000E+04 6.7020000000E+00 5.3015300000E+04 6.7030000000E+00 5.3015300000E+04 6.7040000000E+00 5.3015300000E+04 6.7050000000E+00 5.3015300000E+04 6.7060000000E+00 5.3015300000E+04 6.7070000000E+00 5.3015300000E+04 6.7080000000E+00 5.3015300000E+04 6.7090000000E+00 5.3015300000E+04 6.7100000000E+00 5.3015300000E+04 6.7110000000E+00 5.3015300000E+04 6.7120000000E+00 5.3015300000E+04 6.7130000000E+00 5.3015300000E+04 6.7140000000E+00 5.3015300000E+04 6.7150000000E+00 5.3015300000E+04 6.7160000000E+00 5.3015300000E+04 6.7170000000E+00 5.3015300000E+04 6.7180000000E+00 5.3015300000E+04 6.7190000000E+00 5.3015300000E+04 6.7200000000E+00 5.3015300000E+04 6.7210000000E+00 5.3015300000E+04 6.7220000000E+00 5.3015300000E+04 6.7230000000E+00 5.3015300000E+04 6.7240000000E+00 5.3015300000E+04 6.7250000000E+00 5.3015300000E+04 6.7260000000E+00 5.3015300000E+04 6.7270000000E+00 5.3015300000E+04 6.7280000000E+00 5.3015300000E+04 6.7290000000E+00 5.3015300000E+04 6.7300000000E+00 5.3015300000E+04 6.7310000000E+00 5.3015300000E+04 6.7320000000E+00 5.3015300000E+04 6.7330000000E+00 5.3015300000E+04 6.7340000000E+00 5.3015300000E+04 6.7350000000E+00 5.3015300000E+04 6.7360000000E+00 5.3015300000E+04 6.7370000000E+00 5.3015300000E+04 6.7380000000E+00 5.3015300000E+04 6.7390000000E+00 5.3015300000E+04 6.7400000000E+00 5.3015300000E+04 6.7410000000E+00 5.3015300000E+04 6.7420000000E+00 5.3015300000E+04 6.7430000000E+00 5.3015300000E+04 6.7440000000E+00 5.3015300000E+04 6.7450000000E+00 5.3015300000E+04 6.7460000000E+00 5.3015300000E+04 6.7470000000E+00 5.3015300000E+04 6.7480000000E+00 5.3015300000E+04 6.7490000000E+00 5.3015300000E+04 6.7500000000E+00 5.3015300000E+04 6.7510000000E+00 5.3015300000E+04 6.7520000000E+00 5.3015300000E+04 6.7530000000E+00 5.3015300000E+04 6.7540000000E+00 5.3015300000E+04 6.7550000000E+00 5.3015300000E+04 6.7560000000E+00 5.3015300000E+04 6.7570000000E+00 5.3015300000E+04 6.7580000000E+00 5.3015300000E+04 6.7590000000E+00 5.3015300000E+04 6.7600000000E+00 5.3015300000E+04 6.7610000000E+00 5.3015300000E+04 6.7620000000E+00 5.3015300000E+04 6.7630000000E+00 5.3015300000E+04 6.7640000000E+00 5.3015300000E+04 6.7650000000E+00 5.3015300000E+04 6.7660000000E+00 5.3015300000E+04 6.7670000000E+00 5.3015300000E+04 6.7680000000E+00 5.3015300000E+04 6.7690000000E+00 5.3015300000E+04 6.7700000000E+00 5.3015300000E+04 6.7710000000E+00 5.3015300000E+04 6.7720000000E+00 5.3015300000E+04 6.7730000000E+00 5.3015300000E+04 6.7740000000E+00 5.3015300000E+04 6.7750000000E+00 5.3015300000E+04 6.7760000000E+00 5.3015300000E+04 6.7770000000E+00 5.3015300000E+04 6.7780000000E+00 5.3015300000E+04 6.7790000000E+00 5.3015300000E+04 6.7800000000E+00 5.3015300000E+04 6.7810000000E+00 5.3015300000E+04 6.7820000000E+00 5.3015300000E+04 6.7830000000E+00 5.3015300000E+04 6.7840000000E+00 5.3015300000E+04 6.7850000000E+00 5.3015300000E+04 6.7860000000E+00 5.3015300000E+04 6.7870000000E+00 5.3015300000E+04 6.7880000000E+00 5.3015300000E+04 6.7890000000E+00 5.3015300000E+04 6.7900000000E+00 5.3015300000E+04 6.7910000000E+00 5.3015300000E+04 6.7920000000E+00 5.3015300000E+04 6.7930000000E+00 5.3015300000E+04 6.7940000000E+00 5.3015300000E+04 6.7950000000E+00 5.3015300000E+04 6.7960000000E+00 5.3015300000E+04 6.7970000000E+00 5.3015300000E+04 6.7980000000E+00 5.3015300000E+04 6.7990000000E+00 5.3015300000E+04 6.8000000000E+00 5.3015300000E+04 6.8010000000E+00 5.3015300000E+04 6.8020000000E+00 5.3015300000E+04 6.8030000000E+00 5.3015300000E+04 6.8040000000E+00 5.3015300000E+04 6.8050000000E+00 5.3015300000E+04 6.8060000000E+00 5.3015300000E+04 6.8070000000E+00 5.3015300000E+04 6.8080000000E+00 5.3015300000E+04 6.8090000000E+00 5.3015300000E+04 6.8100000000E+00 5.3015300000E+04 6.8110000000E+00 5.3015300000E+04 6.8120000000E+00 5.3015300000E+04 6.8130000000E+00 5.3015300000E+04 6.8140000000E+00 5.3015300000E+04 6.8150000000E+00 5.3015300000E+04 6.8160000000E+00 5.3015300000E+04 6.8170000000E+00 5.3015300000E+04 6.8180000000E+00 5.3015300000E+04 6.8190000000E+00 5.3015300000E+04 6.8200000000E+00 5.3015300000E+04 6.8210000000E+00 5.3015300000E+04 6.8220000000E+00 5.3015300000E+04 6.8230000000E+00 5.3015300000E+04 6.8240000000E+00 5.3015300000E+04 6.8250000000E+00 5.3015300000E+04 6.8260000000E+00 5.3015300000E+04 6.8270000000E+00 5.3015300000E+04 6.8280000000E+00 5.3015300000E+04 6.8290000000E+00 5.3015300000E+04 6.8300000000E+00 5.3015300000E+04 6.8310000000E+00 5.3015300000E+04 6.8320000000E+00 5.3015300000E+04 6.8330000000E+00 5.3015300000E+04 6.8340000000E+00 5.3015300000E+04 6.8350000000E+00 5.3015300000E+04 6.8360000000E+00 5.3015300000E+04 6.8370000000E+00 5.3015300000E+04 6.8380000000E+00 5.3015300000E+04 6.8390000000E+00 5.3015300000E+04 6.8400000000E+00 5.3015300000E+04 6.8410000000E+00 5.3015300000E+04 6.8420000000E+00 5.3015300000E+04 6.8430000000E+00 5.3015300000E+04 6.8440000000E+00 5.3015300000E+04 6.8450000000E+00 5.3015300000E+04 6.8460000000E+00 5.3015300000E+04 6.8470000000E+00 5.3015300000E+04 6.8480000000E+00 5.3015300000E+04 6.8490000000E+00 5.3015300000E+04 6.8500000000E+00 5.3015300000E+04 6.8510000000E+00 5.3015300000E+04 6.8520000000E+00 5.3015300000E+04 6.8530000000E+00 5.3015300000E+04 6.8540000000E+00 5.3015300000E+04 6.8550000000E+00 5.3015300000E+04 6.8560000000E+00 5.3015300000E+04 6.8570000000E+00 5.3015300000E+04 6.8580000000E+00 5.3015300000E+04 6.8590000000E+00 5.3015300000E+04 6.8600000000E+00 5.3015300000E+04 6.8610000000E+00 5.3015300000E+04 6.8620000000E+00 5.3015300000E+04 6.8630000000E+00 5.3015300000E+04 6.8640000000E+00 5.3015300000E+04 6.8650000000E+00 5.3015300000E+04 6.8660000000E+00 5.3015300000E+04 6.8670000000E+00 5.3015300000E+04 6.8680000000E+00 5.3015300000E+04 6.8690000000E+00 5.3015300000E+04 6.8700000000E+00 5.3015300000E+04 6.8710000000E+00 5.3015300000E+04 6.8720000000E+00 5.3015300000E+04 6.8730000000E+00 5.3015300000E+04 6.8740000000E+00 5.3015300000E+04 6.8750000000E+00 5.3015300000E+04 6.8760000000E+00 5.3015300000E+04 6.8770000000E+00 5.3015300000E+04 6.8780000000E+00 5.3015300000E+04 6.8790000000E+00 5.3015300000E+04 6.8800000000E+00 5.3015300000E+04 6.8810000000E+00 5.3015300000E+04 6.8820000000E+00 5.3015300000E+04 6.8830000000E+00 5.3015300000E+04 6.8840000000E+00 5.3015300000E+04 6.8850000000E+00 5.3015300000E+04 6.8860000000E+00 5.3015300000E+04 6.8870000000E+00 5.3015300000E+04 6.8880000000E+00 5.3015300000E+04 6.8890000000E+00 5.3015300000E+04 6.8900000000E+00 5.3015300000E+04 6.8910000000E+00 5.3015400000E+04 6.8920000000E+00 5.3015400000E+04 6.8930000000E+00 5.3015400000E+04 6.8940000000E+00 5.3015400000E+04 6.8950000000E+00 5.3015400000E+04 6.8960000000E+00 5.3015400000E+04 6.8970000000E+00 5.3015400000E+04 6.8980000000E+00 5.3015400000E+04 6.8990000000E+00 5.3015400000E+04 6.9000000000E+00 5.3015400000E+04 6.9010000000E+00 5.3015400000E+04 6.9020000000E+00 5.3015400000E+04 6.9030000000E+00 5.3015400000E+04 6.9040000000E+00 5.3015400000E+04 6.9050000000E+00 5.3015400000E+04 6.9060000000E+00 5.3015400000E+04 6.9070000000E+00 5.3015400000E+04 6.9080000000E+00 5.3015400000E+04 6.9090000000E+00 5.3015400000E+04 6.9100000000E+00 5.3015400000E+04 6.9110000000E+00 5.3015400000E+04 6.9120000000E+00 5.3015400000E+04 6.9130000000E+00 5.3015400000E+04 6.9140000000E+00 5.3015400000E+04 6.9150000000E+00 5.3015400000E+04 6.9160000000E+00 5.3015400000E+04 6.9170000000E+00 5.3015400000E+04 6.9180000000E+00 5.3015400000E+04 6.9190000000E+00 5.3015400000E+04 6.9200000000E+00 5.3015400000E+04 6.9210000000E+00 5.3015400000E+04 6.9220000000E+00 5.3015400000E+04 6.9230000000E+00 5.3015400000E+04 6.9240000000E+00 5.3015400000E+04 6.9250000000E+00 5.3015400000E+04 6.9260000000E+00 5.3015400000E+04 6.9270000000E+00 5.3015400000E+04 6.9280000000E+00 5.3015400000E+04 6.9290000000E+00 5.3015400000E+04 6.9300000000E+00 5.3015400000E+04 6.9310000000E+00 5.3015400000E+04 6.9320000000E+00 5.3015400000E+04 6.9330000000E+00 5.3015400000E+04 6.9340000000E+00 5.3015400000E+04 6.9350000000E+00 5.3015400000E+04 6.9360000000E+00 5.3015400000E+04 6.9370000000E+00 5.3015400000E+04 6.9380000000E+00 5.3015400000E+04 6.9390000000E+00 5.3015400000E+04 6.9400000000E+00 5.3015400000E+04 6.9410000000E+00 5.3015400000E+04 6.9420000000E+00 5.3015400000E+04 6.9430000000E+00 5.3015400000E+04 6.9440000000E+00 5.3015400000E+04 6.9450000000E+00 5.3015400000E+04 6.9460000000E+00 5.3015400000E+04 6.9470000000E+00 5.3015400000E+04 6.9480000000E+00 5.3015400000E+04 6.9490000000E+00 5.3015400000E+04 6.9500000000E+00 5.3015400000E+04 6.9510000000E+00 5.3015400000E+04 6.9520000000E+00 5.3015400000E+04 6.9530000000E+00 5.3015400000E+04 6.9540000000E+00 5.3015400000E+04 6.9550000000E+00 5.3015400000E+04 6.9560000000E+00 5.3015400000E+04 6.9570000000E+00 5.3015400000E+04 6.9580000000E+00 5.3015400000E+04 6.9590000000E+00 5.3015400000E+04 6.9600000000E+00 5.3015400000E+04 6.9610000000E+00 5.3015400000E+04 6.9620000000E+00 5.3015400000E+04 6.9630000000E+00 5.3015400000E+04 6.9640000000E+00 5.3015400000E+04 6.9650000000E+00 5.3015400000E+04 6.9660000000E+00 5.3015400000E+04 6.9670000000E+00 5.3015400000E+04 6.9680000000E+00 5.3015400000E+04 6.9690000000E+00 5.3015400000E+04 6.9700000000E+00 5.3015400000E+04 6.9710000000E+00 5.3015400000E+04 6.9720000000E+00 5.3015400000E+04 6.9730000000E+00 5.3015400000E+04 6.9740000000E+00 5.3015400000E+04 6.9750000000E+00 5.3015400000E+04 6.9760000000E+00 5.3015400000E+04 6.9770000000E+00 5.3015400000E+04 6.9780000000E+00 5.3015400000E+04 6.9790000000E+00 5.3015400000E+04 6.9800000000E+00 5.3015400000E+04 6.9810000000E+00 5.3015400000E+04 6.9820000000E+00 5.3015400000E+04 6.9830000000E+00 5.3015400000E+04 6.9840000000E+00 5.3015400000E+04 6.9850000000E+00 5.3015400000E+04 6.9860000000E+00 5.3015400000E+04 6.9870000000E+00 5.3015400000E+04 6.9880000000E+00 5.3015400000E+04 6.9890000000E+00 5.3015400000E+04 6.9900000000E+00 5.3015400000E+04 6.9910000000E+00 5.3015400000E+04 6.9920000000E+00 5.3015400000E+04 6.9930000000E+00 5.3015400000E+04 6.9940000000E+00 5.3015400000E+04 6.9950000000E+00 5.3015400000E+04 6.9960000000E+00 5.3015400000E+04 6.9970000000E+00 5.3015400000E+04 6.9980000000E+00 5.3015400000E+04 6.9990000000E+00 5.3015400000E+04 end abinitio poten 6 name "c1Sig-" symmetry - lambda 0 mult 1 type grid values 1.2 103976.1066 1.22 95183.95288 1.23 91125.86695 1.24 87278.47666 1.25 83633.00303 1.26 80176.27759 1.27 76901.71609 1.28 73798.3448 1.29 70859.57948 1.3 68076.64116 1.31 65442.94558 1.32 62951.90852 1.33 60179.94392 1.34 57954.47116 1.35 55851.90419 1.36 53863.46403 1.37 51984.76119 1.38 50211.40617 1.39 48536.81473 1.4 46958.79213 1.41 45470.75413 1.42 44070.50598 1.43 42751.46344 1.44 41509.23703 1.45 40343.82674 1.46 39250.84307 1.48 37260.20817 1.5 35519.77434 1.51 34734.05516 1.52 34001.00989 1.53 33320.63853 1.54 32686.35685 1.55 32100.35958 1.56 31556.0625 1.57 31055.66034 1.58 30592.56887 1.59 30168.98283 1.6 29782.70748 1.62 29108.92036 1.64 28558.03903 1.65 28327.59067 1.66 28121.28452 1.68 27785.48833 1.7 27541.87149 1.72 27381.65501 1.74 27293.86516 1.75 27274.11244 1.76 27271.91769 1.78 27309.22838 1.8 27401.40773 1.82 27537.482 1.84 27717.4512 1.85 27820.60427 1.86 27932.53633 1.88 28178.34792 1.9 28452.69121 1.92 28748.98196 1.94 29065.02543 1.95 29229.63141 1.96 29396.43213 1.98 29743.20204 2 30098.75095 2.05 31016.15491 2.1 31944.5326 2.15 32861.93656 2.2 33742.02983 2.25 34573.83868 2.3 35346.38938 2.35 36055.29244 2.4 36691.76887 2.45 37255.81868 2.5 37762.80507 2.6 38603.39291 2.7 39246.45358 2.8 39731.49252 2.9 40098.01515 3 40372.35844 3.1 40578.66459 3.2 40734.49158 3.3 40850.81314 3.4 40940.79774 3.5 41006.64013 3.7 41101.01422 4 41188.80407 4.3 41320.48885 end abinitio poten 7 name "App3Sig+" symmetry + lambda 0 mult 3 type grid values 0.8 692275.6613 0.81 659163.5236 0.82 627719.3932 0.84 569567.3949 0.85 542723.4527 0.87 493284.5972 0.9 429246.2893 0.92 390967.7188 0.95 343984.7845 0.97 311708.8452 1 270390.5511 1.05 212569.9595 1.1 167961.7406 1.11 160348.1657 1.12 153116.4766 1.13 146251.3101 1.14 139732.9136 1.15 133545.9237 1.16 127670.5878 1.17 122093.7374 1.18 116800.0093 1.19 111776.235 1.2 107007.0513 1.21 102481.4844 1.22 98186.36584 1.23 94112.91668 1.24 90247.96842 1.25 86582.74208 1.26 83106.26391 1.27 79811.9497 1.28 76686.63095 1.29 73728.11292 1.3 70923.22713 1.31 68267.58409 1.32 65752.40481 1.33 63371.10506 1.34 61119.29534 1.35 58990.39142 1.36 56975.6143 1.37 55072.76925 1.38 53275.27202 1.39 51576.53837 1.4 49976.56831 1.41 48466.58285 1.42 47044.38723 1.43 45703.39724 1.44 44443.61285 1.45 43256.2551 1.46 42143.51872 1.47 41098.81947 1.48 40117.76787 1.49 39200.36391 1.5 38340.02335 1.51 37538.94095 1.52 36788.33771 1.53 36092.60313 1.54 35442.95822 1.55 34839.40298 1.56 34281.93742 1.57 33766.17204 1.58 33289.91209 1.59 32850.96282 1.6 32449.32425 1.61 32082.80161 1.62 31749.20017 1.64 31174.17664 1.65 30928.36505 1.66 30711.08517 1.68 30348.95203 1.7 30081.19298 1.72 29892.44479 1.74 29778.31798 1.75 29747.59154 1.76 29730.03357 1.78 29741.0073 1.8 29802.46019 1.82 29912.19751 1.84 30061.44026 1.85 30151.42486 1.86 30247.9937 1.88 30467.46833 1.9 30713.27991 1.92 30985.42846 1.94 31275.13497 1.95 31428.76721 1.96 31584.5942 1.98 31907.22191 2 32240.82335 2.05 33107.74814 2.1 33994.42565 2.15 34872.32418 2.2 35712.91202 2.25 36505.21544 2.3 37358.97175 2.35 37997.64293 2.4 38555.10849 2.5 39433.00702 2.6 40065.09396 2.8 40725.7126 3 41006.64013 3.2 41142.7144 3.4 41217.33577 3.5 41241.47798 3.7 41280.98341 4 41316.09936 4.3 41335.85207 4.5 41342.43631 4.75 41349.02055 5 41351.2153 end abinitio poten 8 name "Ap3Delta" lambda 2 mult 3 type grid values 0.8 683687.6189 0.81 650546.9496 0.82 619087.4559 0.84 560933.2629 0.85 534102.4892 0.87 484889.6926 0.9 421220.102 0.92 382880.0787 0.95 332644.5303 0.97 304183.0601 1 268503.0693 1.05 210945.8472 1.1 166423.2235 1.11 158822.817 1.12 151606.4911 1.13 144756.6879 1.14 138251.4598 1.15 132079.8332 1.16 126219.8605 1.17 120656.1786 1.18 115377.8137 1.19 110369.4026 1.2 105615.5821 1.21 101103.1837 1.22 96825.62312 1.23 92765.34244 1.24 88915.75741 1.25 85265.89429 1.26 81806.9741 1.27 78525.82836 1.28 75418.06758 1.29 72472.71802 1.3 69683.19546 1.31 67042.91564 1.32 64543.09959 1.33 62177.16307 1.34 59940.71657 1.35 57824.98113 1.36 55825.56724 1.37 53938.08541 1.38 52155.9514 1.39 50472.58098 1.4 48887.97414 1.41 47391.15715 1.42 45984.32476 1.43 44658.69799 1.44 43412.08209 1.45 42240.08755 1.46 41140.51965 1.47 40108.98888 1.48 39143.3005 1.49 38239.06502 1.5 37394.08769 1.51 36603.97902 1.52 35868.739 1.53 35186.1729 1.54 34549.69647 1.55 33959.30971 1.56 33415.01263 1.57 32912.41572 1.58 32449.32425 1.59 32023.54346 1.6 31632.87862 1.61 31279.52446 1.62 30956.89675 1.64 30406.01543 1.65 30173.37232 1.66 29967.06617 1.68 29626.88049 1.7 29381.0689 1.72 29214.26818 1.74 29122.08884 1.75 29100.14137 1.76 29093.55713 1.78 29124.28358 1.8 29205.4892 1.82 29332.78448 1.84 29501.77995 1.85 29598.34879 1.86 29705.89136 1.88 29940.72921 1.9 30204.09877 1.92 30489.41579 1.94 30796.68027 1.95 30954.70201 1.96 31119.30798 1.98 31455.10417 2 31804.06883 2.05 32703.91482 2.1 33619.12403 2.15 34521.16477 2.2 35388.08956 2.25 36200.1457 2.3 37078.04422 2.35 37734.27337 2.4 38311.49165 2.5 39224.50612 2.6 39852.20356 2.8 40550.13289 3 40853.00788 3.2 40997.86114 3.4 41074.67726 3.5 41101.01422 3.7 41140.51965 4 41173.44085 4.3 41193.19356 4.5 41199.7778 4.75 41204.16729 5 41208.55679 end abinitio poten 9 (22HeStLy.SO) name "C3Pi" (diabatic) lambda 1 mult 3 type grid values 1.0000000000E-01 2.1828700000E+07 1.0100000000E-01 2.1723000000E+07 1.0200000000E-01 2.1617800000E+07 1.0300000000E-01 2.1513200000E+07 1.0400000000E-01 2.1409000000E+07 1.0500000000E-01 2.1305300000E+07 1.0600000000E-01 2.1202100000E+07 1.0700000000E-01 2.1099400000E+07 1.0800000000E-01 2.0997200000E+07 1.0900000000E-01 2.0895500000E+07 1.1000000000E-01 2.0794300000E+07 1.1100000000E-01 2.0693600000E+07 1.1200000000E-01 2.0593300000E+07 1.1300000000E-01 2.0493500000E+07 1.1400000000E-01 2.0394200000E+07 1.1500000000E-01 2.0295400000E+07 1.1600000000E-01 2.0197100000E+07 1.1700000000E-01 2.0099200000E+07 1.1800000000E-01 2.0001800000E+07 1.1900000000E-01 1.9904800000E+07 1.2000000000E-01 1.9808400000E+07 1.2100000000E-01 1.9712400000E+07 1.2200000000E-01 1.9616800000E+07 1.2300000000E-01 1.9521700000E+07 1.2400000000E-01 1.9427100000E+07 1.2500000000E-01 1.9332900000E+07 1.2600000000E-01 1.9239200000E+07 1.2700000000E-01 1.9145900000E+07 1.2800000000E-01 1.9053100000E+07 1.2900000000E-01 1.8960700000E+07 1.3000000000E-01 1.8868700000E+07 1.3100000000E-01 1.8777200000E+07 1.3200000000E-01 1.8686200000E+07 1.3300000000E-01 1.8595500000E+07 1.3400000000E-01 1.8505300000E+07 1.3500000000E-01 1.8415600000E+07 1.3600000000E-01 1.8326200000E+07 1.3700000000E-01 1.8237300000E+07 1.3800000000E-01 1.8148900000E+07 1.3900000000E-01 1.8060800000E+07 1.4000000000E-01 1.7973200000E+07 1.4100000000E-01 1.7886000000E+07 1.4200000000E-01 1.7799200000E+07 1.4300000000E-01 1.7712800000E+07 1.4400000000E-01 1.7626800000E+07 1.4500000000E-01 1.7541300000E+07 1.4600000000E-01 1.7456200000E+07 1.4700000000E-01 1.7371400000E+07 1.4800000000E-01 1.7287100000E+07 1.4900000000E-01 1.7203200000E+07 1.5000000000E-01 1.7119700000E+07 1.5100000000E-01 1.7036600000E+07 1.5200000000E-01 1.6953900000E+07 1.5300000000E-01 1.6871500000E+07 1.5400000000E-01 1.6789600000E+07 1.5500000000E-01 1.6708100000E+07 1.5600000000E-01 1.6626900000E+07 1.5700000000E-01 1.6546200000E+07 1.5800000000E-01 1.6465800000E+07 1.5900000000E-01 1.6385900000E+07 1.6000000000E-01 1.6306300000E+07 1.6100000000E-01 1.6227100000E+07 1.6200000000E-01 1.6148200000E+07 1.6300000000E-01 1.6069800000E+07 1.6400000000E-01 1.5991700000E+07 1.6500000000E-01 1.5914000000E+07 1.6600000000E-01 1.5836700000E+07 1.6700000000E-01 1.5759700000E+07 1.6800000000E-01 1.5683100000E+07 1.6900000000E-01 1.5606900000E+07 1.7000000000E-01 1.5531100000E+07 1.7100000000E-01 1.5455600000E+07 1.7200000000E-01 1.5380500000E+07 1.7300000000E-01 1.5305700000E+07 1.7400000000E-01 1.5231300000E+07 1.7500000000E-01 1.5157300000E+07 1.7600000000E-01 1.5083600000E+07 1.7700000000E-01 1.5010200000E+07 1.7800000000E-01 1.4937200000E+07 1.7900000000E-01 1.4864600000E+07 1.8000000000E-01 1.4792300000E+07 1.8100000000E-01 1.4720400000E+07 1.8200000000E-01 1.4648800000E+07 1.8300000000E-01 1.4577500000E+07 1.8400000000E-01 1.4506600000E+07 1.8500000000E-01 1.4436100000E+07 1.8600000000E-01 1.4365800000E+07 1.8700000000E-01 1.4296000000E+07 1.8800000000E-01 1.4226400000E+07 1.8900000000E-01 1.4157200000E+07 1.9000000000E-01 1.4088300000E+07 1.9100000000E-01 1.4019700000E+07 1.9200000000E-01 1.3951500000E+07 1.9300000000E-01 1.3883600000E+07 1.9400000000E-01 1.3816100000E+07 1.9500000000E-01 1.3748800000E+07 1.9600000000E-01 1.3681900000E+07 1.9700000000E-01 1.3615300000E+07 1.9800000000E-01 1.3549000000E+07 1.9900000000E-01 1.3483000000E+07 2.0000000000E-01 1.3417400000E+07 2.0100000000E-01 1.3352100000E+07 2.0200000000E-01 1.3287000000E+07 2.0300000000E-01 1.3222300000E+07 2.0400000000E-01 1.3158000000E+07 2.0500000000E-01 1.3093900000E+07 2.0600000000E-01 1.3030100000E+07 2.0700000000E-01 1.2966600000E+07 2.0800000000E-01 1.2903500000E+07 2.0900000000E-01 1.2840600000E+07 2.1000000000E-01 1.2778100000E+07 2.1100000000E-01 1.2715800000E+07 2.1200000000E-01 1.2653800000E+07 2.1300000000E-01 1.2592200000E+07 2.1400000000E-01 1.2530800000E+07 2.1500000000E-01 1.2469800000E+07 2.1600000000E-01 1.2409000000E+07 2.1700000000E-01 1.2348500000E+07 2.1800000000E-01 1.2288300000E+07 2.1900000000E-01 1.2228400000E+07 2.2000000000E-01 1.2168800000E+07 2.2100000000E-01 1.2109500000E+07 2.2200000000E-01 1.2050400000E+07 2.2300000000E-01 1.1991700000E+07 2.2400000000E-01 1.1933200000E+07 2.2500000000E-01 1.1875000000E+07 2.2600000000E-01 1.1817100000E+07 2.2700000000E-01 1.1759500000E+07 2.2800000000E-01 1.1702100000E+07 2.2900000000E-01 1.1645100000E+07 2.3000000000E-01 1.1588300000E+07 2.3100000000E-01 1.1531700000E+07 2.3200000000E-01 1.1475500000E+07 2.3300000000E-01 1.1419500000E+07 2.3400000000E-01 1.1363800000E+07 2.3500000000E-01 1.1308300000E+07 2.3600000000E-01 1.1253100000E+07 2.3700000000E-01 1.1198200000E+07 2.3800000000E-01 1.1143600000E+07 2.3900000000E-01 1.1089200000E+07 2.4000000000E-01 1.1035000000E+07 2.4100000000E-01 1.0981200000E+07 2.4200000000E-01 1.0927600000E+07 2.4300000000E-01 1.0874200000E+07 2.4400000000E-01 1.0821100000E+07 2.4500000000E-01 1.0768300000E+07 2.4600000000E-01 1.0715700000E+07 2.4700000000E-01 1.0663400000E+07 2.4800000000E-01 1.0611300000E+07 2.4900000000E-01 1.0559500000E+07 2.5000000000E-01 1.0507900000E+07 2.5100000000E-01 1.0456600000E+07 2.5200000000E-01 1.0405500000E+07 2.5300000000E-01 1.0354700000E+07 2.5400000000E-01 1.0304100000E+07 2.5500000000E-01 1.0253700000E+07 2.5600000000E-01 1.0203600000E+07 2.5700000000E-01 1.0153800000E+07 2.5800000000E-01 1.0104200000E+07 2.5900000000E-01 1.0054800000E+07 2.6000000000E-01 1.0005600000E+07 2.6100000000E-01 9.9567300000E+06 2.6200000000E-01 9.9080600000E+06 2.6300000000E-01 9.8596200000E+06 2.6400000000E-01 9.8114200000E+06 2.6500000000E-01 9.7634500000E+06 2.6600000000E-01 9.7157100000E+06 2.6700000000E-01 9.6682000000E+06 2.6800000000E-01 9.6209200000E+06 2.6900000000E-01 9.5738700000E+06 2.7000000000E-01 9.5270500000E+06 2.7100000000E-01 9.4804500000E+06 2.7200000000E-01 9.4340700000E+06 2.7300000000E-01 9.3879200000E+06 2.7400000000E-01 9.3420000000E+06 2.7500000000E-01 9.2962900000E+06 2.7600000000E-01 9.2508000000E+06 2.7700000000E-01 9.2055400000E+06 2.7800000000E-01 9.1604900000E+06 2.7900000000E-01 9.1156600000E+06 2.8000000000E-01 9.0710500000E+06 2.8100000000E-01 9.0266500000E+06 2.8200000000E-01 8.9824600000E+06 2.8300000000E-01 8.9384900000E+06 2.8400000000E-01 8.8947300000E+06 2.8500000000E-01 8.8511800000E+06 2.8600000000E-01 8.8078400000E+06 2.8700000000E-01 8.7647100000E+06 2.8800000000E-01 8.7217900000E+06 2.8900000000E-01 8.6790800000E+06 2.9000000000E-01 8.6365700000E+06 2.9100000000E-01 8.5942700000E+06 2.9200000000E-01 8.5521700000E+06 2.9300000000E-01 8.5102800000E+06 2.9400000000E-01 8.4685900000E+06 2.9500000000E-01 8.4270900000E+06 2.9600000000E-01 8.3858000000E+06 2.9700000000E-01 8.3447100000E+06 2.9800000000E-01 8.3038200000E+06 2.9900000000E-01 8.2631200000E+06 3.0000000000E-01 8.2226200000E+06 3.0100000000E-01 8.1823200000E+06 3.0200000000E-01 8.1422100000E+06 3.0300000000E-01 8.1023000000E+06 3.0400000000E-01 8.0625700000E+06 3.0500000000E-01 8.0230400000E+06 3.0600000000E-01 7.9837000000E+06 3.0700000000E-01 7.9445500000E+06 3.0800000000E-01 7.9055900000E+06 3.0900000000E-01 7.8668200000E+06 3.1000000000E-01 7.8282400000E+06 3.1100000000E-01 7.7898400000E+06 3.1200000000E-01 7.7516300000E+06 3.1300000000E-01 7.7136000000E+06 3.1400000000E-01 7.6757500000E+06 3.1500000000E-01 7.6380900000E+06 3.1600000000E-01 7.6006100000E+06 3.1700000000E-01 7.5633100000E+06 3.1800000000E-01 7.5262000000E+06 3.1900000000E-01 7.4892600000E+06 3.2000000000E-01 7.4525000000E+06 3.2100000000E-01 7.4159100000E+06 3.2200000000E-01 7.3795100000E+06 3.2300000000E-01 7.3432800000E+06 3.2400000000E-01 7.3072300000E+06 3.2500000000E-01 7.2713500000E+06 3.2600000000E-01 7.2356400000E+06 3.2700000000E-01 7.2001100000E+06 3.2800000000E-01 7.1647400000E+06 3.2900000000E-01 7.1295500000E+06 3.3000000000E-01 7.0945300000E+06 3.3100000000E-01 7.0596800000E+06 3.3200000000E-01 7.0250000000E+06 3.3300000000E-01 6.9904800000E+06 3.3400000000E-01 6.9561400000E+06 3.3500000000E-01 6.9219500000E+06 3.3600000000E-01 6.8879400000E+06 3.3700000000E-01 6.8540900000E+06 3.3800000000E-01 6.8204000000E+06 3.3900000000E-01 6.7868700000E+06 3.4000000000E-01 6.7535100000E+06 3.4100000000E-01 6.7203100000E+06 3.4200000000E-01 6.6872700000E+06 3.4300000000E-01 6.6543900000E+06 3.4400000000E-01 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5.7386700000E+06 3.7400000000E-01 5.7103800000E+06 3.7500000000E-01 5.6822400000E+06 3.7600000000E-01 5.6542300000E+06 3.7700000000E-01 5.6263500000E+06 3.7800000000E-01 5.5986100000E+06 3.7900000000E-01 5.5710000000E+06 3.8000000000E-01 5.5435300000E+06 3.8100000000E-01 5.5161900000E+06 3.8200000000E-01 5.4889900000E+06 3.8300000000E-01 5.4619100000E+06 3.8400000000E-01 5.4349700000E+06 3.8500000000E-01 5.4081600000E+06 3.8600000000E-01 5.3814800000E+06 3.8700000000E-01 5.3549300000E+06 3.8800000000E-01 5.3285000000E+06 3.8900000000E-01 5.3022100000E+06 3.9000000000E-01 5.2760400000E+06 3.9100000000E-01 5.2500000000E+06 3.9200000000E-01 5.2240900000E+06 3.9300000000E-01 5.1983000000E+06 3.9400000000E-01 5.1726400000E+06 3.9500000000E-01 5.1471000000E+06 3.9600000000E-01 5.1216800000E+06 3.9700000000E-01 5.0963900000E+06 3.9800000000E-01 5.0712200000E+06 3.9900000000E-01 5.0461800000E+06 4.0000000000E-01 5.0212500000E+06 4.0100000000E-01 4.9964500000E+06 4.0200000000E-01 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5.3074700000E+04 6.6670000000E+00 5.3074700000E+04 6.6680000000E+00 5.3074700000E+04 6.6690000000E+00 5.3074700000E+04 6.6700000000E+00 5.3074700000E+04 6.6710000000E+00 5.3074700000E+04 6.6720000000E+00 5.3074700000E+04 6.6730000000E+00 5.3074700000E+04 6.6740000000E+00 5.3074700000E+04 6.6750000000E+00 5.3074700000E+04 6.6760000000E+00 5.3074700000E+04 6.6770000000E+00 5.3074700000E+04 6.6780000000E+00 5.3074700000E+04 6.6790000000E+00 5.3074700000E+04 6.6800000000E+00 5.3074700000E+04 6.6810000000E+00 5.3074700000E+04 6.6820000000E+00 5.3074700000E+04 6.6830000000E+00 5.3074700000E+04 6.6840000000E+00 5.3074700000E+04 6.6850000000E+00 5.3074700000E+04 6.6860000000E+00 5.3074700000E+04 6.6870000000E+00 5.3074700000E+04 6.6880000000E+00 5.3074700000E+04 6.6890000000E+00 5.3074700000E+04 6.6900000000E+00 5.3074700000E+04 6.6910000000E+00 5.3074700000E+04 6.6920000000E+00 5.3074700000E+04 6.6930000000E+00 5.3074700000E+04 6.6940000000E+00 5.3074700000E+04 6.6950000000E+00 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5.3074700000E+04 6.7250000000E+00 5.3074700000E+04 6.7260000000E+00 5.3074700000E+04 6.7270000000E+00 5.3074700000E+04 6.7280000000E+00 5.3074700000E+04 6.7290000000E+00 5.3074700000E+04 6.7300000000E+00 5.3074700000E+04 6.7310000000E+00 5.3074700000E+04 6.7320000000E+00 5.3074700000E+04 6.7330000000E+00 5.3074700000E+04 6.7340000000E+00 5.3074700000E+04 6.7350000000E+00 5.3074700000E+04 6.7360000000E+00 5.3074700000E+04 6.7370000000E+00 5.3074700000E+04 6.7380000000E+00 5.3074700000E+04 6.7390000000E+00 5.3074700000E+04 6.7400000000E+00 5.3074700000E+04 6.7410000000E+00 5.3074700000E+04 6.7420000000E+00 5.3074700000E+04 6.7430000000E+00 5.3074700000E+04 6.7440000000E+00 5.3074700000E+04 6.7450000000E+00 5.3074700000E+04 6.7460000000E+00 5.3074700000E+04 6.7470000000E+00 5.3074700000E+04 6.7480000000E+00 5.3074700000E+04 6.7490000000E+00 5.3074700000E+04 6.7500000000E+00 5.3074700000E+04 6.7510000000E+00 5.3074700000E+04 6.7520000000E+00 5.3074700000E+04 6.7530000000E+00 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5.3074700000E+04 6.8120000000E+00 5.3074700000E+04 6.8130000000E+00 5.3074700000E+04 6.8140000000E+00 5.3074700000E+04 6.8150000000E+00 5.3074700000E+04 6.8160000000E+00 5.3074700000E+04 6.8170000000E+00 5.3074700000E+04 6.8180000000E+00 5.3074700000E+04 6.8190000000E+00 5.3074700000E+04 6.8200000000E+00 5.3074700000E+04 6.8210000000E+00 5.3074700000E+04 6.8220000000E+00 5.3074700000E+04 6.8230000000E+00 5.3074700000E+04 6.8240000000E+00 5.3074700000E+04 6.8250000000E+00 5.3074700000E+04 6.8260000000E+00 5.3074700000E+04 6.8270000000E+00 5.3074700000E+04 6.8280000000E+00 5.3074700000E+04 6.8290000000E+00 5.3074700000E+04 6.8300000000E+00 5.3074700000E+04 6.8310000000E+00 5.3074700000E+04 6.8320000000E+00 5.3074700000E+04 6.8330000000E+00 5.3074700000E+04 6.8340000000E+00 5.3074700000E+04 6.8350000000E+00 5.3074700000E+04 6.8360000000E+00 5.3074700000E+04 6.8370000000E+00 5.3074700000E+04 6.8380000000E+00 5.3074700000E+04 6.8390000000E+00 5.3074700000E+04 6.8400000000E+00 5.3074700000E+04 6.8410000000E+00 5.3074700000E+04 6.8420000000E+00 5.3074700000E+04 6.8430000000E+00 5.3074700000E+04 6.8440000000E+00 5.3074700000E+04 6.8450000000E+00 5.3074700000E+04 6.8460000000E+00 5.3074700000E+04 6.8470000000E+00 5.3074700000E+04 6.8480000000E+00 5.3074700000E+04 6.8490000000E+00 5.3074700000E+04 6.8500000000E+00 5.3074700000E+04 6.8510000000E+00 5.3074700000E+04 6.8520000000E+00 5.3074700000E+04 6.8530000000E+00 5.3074700000E+04 6.8540000000E+00 5.3074700000E+04 6.8550000000E+00 5.3074700000E+04 6.8560000000E+00 5.3074700000E+04 6.8570000000E+00 5.3074700000E+04 6.8580000000E+00 5.3074700000E+04 6.8590000000E+00 5.3074700000E+04 6.8600000000E+00 5.3074700000E+04 6.8610000000E+00 5.3074700000E+04 6.8620000000E+00 5.3074700000E+04 6.8630000000E+00 5.3074700000E+04 6.8640000000E+00 5.3074700000E+04 6.8650000000E+00 5.3074700000E+04 6.8660000000E+00 5.3074700000E+04 6.8670000000E+00 5.3074700000E+04 6.8680000000E+00 5.3074700000E+04 6.8690000000E+00 5.3074700000E+04 6.8700000000E+00 5.3074700000E+04 6.8710000000E+00 5.3074700000E+04 6.8720000000E+00 5.3074700000E+04 6.8730000000E+00 5.3074700000E+04 6.8740000000E+00 5.3074700000E+04 6.8750000000E+00 5.3074700000E+04 6.8760000000E+00 5.3074700000E+04 6.8770000000E+00 5.3074700000E+04 6.8780000000E+00 5.3074700000E+04 6.8790000000E+00 5.3074700000E+04 6.8800000000E+00 5.3074700000E+04 6.8810000000E+00 5.3074700000E+04 6.8820000000E+00 5.3074700000E+04 6.8830000000E+00 5.3074700000E+04 6.8840000000E+00 5.3074700000E+04 6.8850000000E+00 5.3074700000E+04 6.8860000000E+00 5.3074700000E+04 6.8870000000E+00 5.3074700000E+04 6.8880000000E+00 5.3074700000E+04 6.8890000000E+00 5.3074700000E+04 6.8900000000E+00 5.3074700000E+04 6.8910000000E+00 5.3074700000E+04 6.8920000000E+00 5.3074700000E+04 6.8930000000E+00 5.3074700000E+04 6.8940000000E+00 5.3074700000E+04 6.8950000000E+00 5.3074700000E+04 6.8960000000E+00 5.3074700000E+04 6.8970000000E+00 5.3074700000E+04 6.8980000000E+00 5.3074700000E+04 6.8990000000E+00 5.3074700000E+04 6.9000000000E+00 5.3074700000E+04 6.9010000000E+00 5.3074700000E+04 6.9020000000E+00 5.3074700000E+04 6.9030000000E+00 5.3074700000E+04 6.9040000000E+00 5.3074700000E+04 6.9050000000E+00 5.3074700000E+04 6.9060000000E+00 5.3074700000E+04 6.9070000000E+00 5.3074700000E+04 6.9080000000E+00 5.3074700000E+04 6.9090000000E+00 5.3074700000E+04 6.9100000000E+00 5.3074700000E+04 6.9110000000E+00 5.3074700000E+04 6.9120000000E+00 5.3074700000E+04 6.9130000000E+00 5.3074700000E+04 6.9140000000E+00 5.3074700000E+04 6.9150000000E+00 5.3074700000E+04 6.9160000000E+00 5.3074700000E+04 6.9170000000E+00 5.3074700000E+04 6.9180000000E+00 5.3074700000E+04 6.9190000000E+00 5.3074700000E+04 6.9200000000E+00 5.3074700000E+04 6.9210000000E+00 5.3074700000E+04 6.9220000000E+00 5.3074700000E+04 6.9230000000E+00 5.3074700000E+04 6.9240000000E+00 5.3074700000E+04 6.9250000000E+00 5.3074700000E+04 6.9260000000E+00 5.3074700000E+04 6.9270000000E+00 5.3074700000E+04 6.9280000000E+00 5.3074700000E+04 6.9290000000E+00 5.3074700000E+04 6.9300000000E+00 5.3074700000E+04 6.9310000000E+00 5.3074700000E+04 6.9320000000E+00 5.3074700000E+04 6.9330000000E+00 5.3074700000E+04 6.9340000000E+00 5.3074700000E+04 6.9350000000E+00 5.3074700000E+04 6.9360000000E+00 5.3074700000E+04 6.9370000000E+00 5.3074700000E+04 6.9380000000E+00 5.3074700000E+04 6.9390000000E+00 5.3074700000E+04 6.9400000000E+00 5.3074700000E+04 6.9410000000E+00 5.3074700000E+04 6.9420000000E+00 5.3074700000E+04 6.9430000000E+00 5.3074700000E+04 6.9440000000E+00 5.3074700000E+04 6.9450000000E+00 5.3074700000E+04 6.9460000000E+00 5.3074700000E+04 6.9470000000E+00 5.3074700000E+04 6.9480000000E+00 5.3074700000E+04 6.9490000000E+00 5.3074700000E+04 6.9500000000E+00 5.3074700000E+04 6.9510000000E+00 5.3074700000E+04 6.9520000000E+00 5.3074700000E+04 6.9530000000E+00 5.3074700000E+04 6.9540000000E+00 5.3074700000E+04 6.9550000000E+00 5.3074700000E+04 6.9560000000E+00 5.3074700000E+04 6.9570000000E+00 5.3074700000E+04 6.9580000000E+00 5.3074700000E+04 6.9590000000E+00 5.3074700000E+04 6.9600000000E+00 5.3074700000E+04 6.9610000000E+00 5.3074700000E+04 6.9620000000E+00 5.3074700000E+04 6.9630000000E+00 5.3074700000E+04 6.9640000000E+00 5.3074700000E+04 6.9650000000E+00 5.3074700000E+04 6.9660000000E+00 5.3074700000E+04 6.9670000000E+00 5.3074700000E+04 6.9680000000E+00 5.3074700000E+04 6.9690000000E+00 5.3074700000E+04 6.9700000000E+00 5.3074700000E+04 6.9710000000E+00 5.3074700000E+04 6.9720000000E+00 5.3074700000E+04 6.9730000000E+00 5.3074700000E+04 6.9740000000E+00 5.3074700000E+04 6.9750000000E+00 5.3074700000E+04 6.9760000000E+00 5.3074700000E+04 6.9770000000E+00 5.3074700000E+04 6.9780000000E+00 5.3074700000E+04 6.9790000000E+00 5.3074700000E+04 6.9800000000E+00 5.3074700000E+04 6.9810000000E+00 5.3074700000E+04 6.9820000000E+00 5.3074700000E+04 6.9830000000E+00 5.3074700000E+04 6.9840000000E+00 5.3074700000E+04 6.9850000000E+00 5.3074700000E+04 6.9860000000E+00 5.3074700000E+04 6.9870000000E+00 5.3074700000E+04 6.9880000000E+00 5.3074700000E+04 6.9890000000E+00 5.3074700000E+04 6.9900000000E+00 5.3074700000E+04 6.9910000000E+00 5.3074700000E+04 6.9920000000E+00 5.3074700000E+04 6.9930000000E+00 5.3074700000E+04 6.9940000000E+00 5.3074700000E+04 6.9950000000E+00 5.3074700000E+04 6.9960000000E+00 5.3074700000E+04 6.9970000000E+00 5.3074700000E+04 6.9980000000E+00 5.3074700000E+04 6.9990000000E+00 5.3074700000E+04 end spin-orbit-x 4 1 name "" (<1.2|LSX|1.4>) spin 1 1 sigma 0 1 lambda 1 0 -i 0 type polynom_decay_24 morphing factor i values RE 1.48108700000000E+00 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.15372452015854E+00 B1 -7.46960503765450E+00 B2 0.0 B3 0.0 BINF 1.0 end LX 4 1 name "" (<1.2|LX|1.4> HERE CUT R>2?) spin 1 1 lambda 1 0 -i 0 type polynom_decay_24 morphing factor -i (-iphase flipped) values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00 (-1.15321811166046E+00 w/ SR,-1.61888038064774E+00) B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit-x 4 8 name "" (<1.2|LSX|2.4>) spin 1 1 sigma 0 1 lambda 1 2 -i -2i type polynom_decay_24 factor i morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit 3 1 name "" ( PROJ <2.1|LSZ|1.4> HERE - valuesto add, weird discontinuities, MOD points R=2.{5,6,7,8} to +) spin 0 1 sigma 0 0 (*) lambda 0 0 type polynom_decay_24 morphing factor 1 values RE 1.48108700000000E+00 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 2.00000000000000E+00 B0 1.16316521366751E+00 B1 1.69875123361340E-01 B2 -3.39295189461586E-01 B3 0 BINF 1.0 end spin-orbit-x 9 8 name "" (<2.2|LSX|2.4>, DIABATISED §) spin 1 1 sigma 0 1 lambda 1 2 -i -2i type polynom_decay_24 morphing factor -i (phase flipped) values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit-x 12 8 name "" (<3.2|LSX|2.4>, DIABATISED §) spin 1 1 sigma 0 1 lambda 1 2 i -2i type polynom_decay_24 factor i morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit-x 4 5 (MAYBE CUT OFF >2 A <1.2|LSX|3.4> HERE ) name "" spin 1 1 sigma 0 1 lambda 1 0 -i 0 type polynom_decay_24 morphing factor i values RE 1.77500000000000E+00 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 9.85690394525020E-01 (7.14416396597442E-01) B1 0.00000000000000E+00 B2 0.00000000000000E+00 B3 0.00000000000000E+00 BINF 1.0 end spin-orbit-x 9 1 name "" (<2.2|LSX|1.4>, DIABATISED §) spin 1 1 sigma 0 1 lambda 1 0 -i 0 type polynom_decay_24 morphing factor 0 i values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.00000000000000E+00 B2 0.00000000000000E+00 B3 0.00000000000000E+00 BINF 1.00000000000000E+00 end spin-orbit-x 12 1 name "" (<3.2|LSX|1.4>, DIABATISED §) spin 1 1 sigma 0 1 lambda 1 0 i 0 type polynom_decay_24 factor i morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit-x 9 5 name "" (<2.2|LSX|3.4>, DIABATISED §) spin 1 1 sigma 0 1 lambda 1 0 -i 0 type polynom_decay_24 factor i morphing values RE 1.67386977879859E+00 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 9.31948399236624E-01 (9.50343736266551E-01, 8.88052758546150E-01, 1.33008115412019E+00, -1.74235497059580E+00, 1.3300811541201958 <- scaled to HeStLy) B1 1.34102038838876E-01 B2 4.65960700022765E+00 B3 0.00000000000000E+00 B4 0.00000000000000E+00 B5 0.00000000000000E+00 B6 0.00000000000000E+00 BINF 1.0 end spin-orbit-x 12 5 name "" (<3.2|LSX|3.4>, DIABATISED §) spin 1 1 sigma 0 1 lambda 1 0 i 0 type polynom_decay_24 factor i morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit-x 4 7 name "" (<1.3|LSX|2.1> SWAP) spin 1 1 sigma 0 1 lambda 1 0 -i 0 type polynom_decay_24 morphing factor i values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 (3.21800965816381E+00) B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit-x 9 7 name "" (<2.3|LSX|2.1>, DIABATISED §) spin 1 1 sigma 0 1 lambda 1 0 -i 0 type polynom_decay_24 factor i morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit-x 12 7 name "" (<3.3|LSX|2.1>, DIABATISED §) spin 1 1 sigma 0 1 lambda 1 0 i 0 type polynom_decay_24 factor i morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit-x 11 8 name "" (<2.2|LSX|2.4>, DIABATISED §) spin 0 1 sigma 0 1 lambda 1 2 -i -2i type polynom_decay_24 factor i morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit-x 13 8 name "<(3)1Pi|LSX|Ap3Delta>" (<3.2|LSX|2.4>, DIABATISED §) spin 0 1 sigma 0 1 lambda 1 2 -i -2i factor i type polynom_decay_24 morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit-x 10 8 name "" (<1.2|LSX|2.4> HERE - valuesto add, weird discontinuities) spin 0 1 sigma 0 1 lambda 1 2 -i -2i type polynom_decay_24 morphing factor -i (phase flipped) values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit-x 10 1 name "" (<1.2|LSX|1.4> HERE - valuesto add, weird discontinuities, strange last two points and swap at R=1 spin 0 1 sigma 0 1 lambda 1 0 -i 0 type factor i type polynom_decay_24 morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit-x 10 5 name "" (<1.2|LSX|3.4> HERE - valuesto add, weird discontinuities, MOD added 1 and 1.05 points from <1.2|L spin 0 1 sigma 0 1 lambda 1 0 -i 0 type polynom_decay_24 factor i morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit-x 11 1 name "" (<2.2|LSX|1.4>, DIABATISED §) spin 0 1 sigma 0 1 lambda 1 0 -i 0 type polynom_decay_24 factor i morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 9.42936703821586E-01 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit-x 13 1 name "<(3)1Pi|LSX|X3Sig->" (<3.2|LSX|1.4>, DIABATISED §) spin 0 1 sigma 0 1 lambda 1 0 -i 0 type polynom_decay_24 factor i morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit-x 11 5 name "" (<2.2|LSX|3.4>, DIABATISED §) spin 0 1 sigma 0 1 lambda 1 0 -i 0 type polynom_decay_24 morphing factor -i (phase flipped) values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit-x 13 5 name "<(3)1Pi|LSX|B3Sig->" (<3.2|LSX|3.4>, DIABATISED §) spin 0 1 sigma 0 1 lambda 1 0 -i 0 factor i type polynom_decay_24 morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit 11 4 name "" (<2.3|LSZ|1.2> §DIABATISED) spin 0 1 sigma 0 0 lambda 1 1 -i -i type polynom_decay_24 morphing factor i values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.00000000000000E+00 B2 0.00000000000000E+00 B3 0.00000000000000E+00 BINF 1.0 end spin-orbit 10 4 name "" (<1.2|LSZ|1.3>) spin 0 1 sigma 0 0 lambda 1 1 -i -i type polynom_decay_24 morphing factor i values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.00000000000000E+00 B2 0.00000000000000E+00 B3 0.00000000000000E+00 BINF 1.0 end spin-orbit-x 2 4 name "" (<1.1|LSX|1.3> tt) spin 0 1 sigma 0 1 lambda 2 1 -2i -i type polynom_decay_24 morphing factor 1 i values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 9.93862921399223E-01 B1 -2.18470580154990E-01 B2 0.00000000000000E+00 B3 0.00000000000000E+00 BINF 1.0 end spin-orbit-x 6 4 name "" (<2.4|LSX|1.2>) spin 0 1 sigma 0 1 lambda 0 1 0 -i type polynom_decay_24 morphing factor i values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.00000000000000E+00 B2 0.00000000000000E+00 B3 0.00000000000000E+00 BINF 1.0 end spin-orbit-x 3 4 name "" (<2.1|LSX|1.3>) spin 0 1 sigma 0 1 lambda 0 1 0 -i type polynom_decay_24 morphing factor i values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.00000000000000E+00 B2 0.00000000000000E+00 B3 0.00000000000000E+00 BINF 1.0 end spin-orbit 2 8 name "" (<1.1|LSZ|2.4> HERE - valuesto add, weird discontinuities - SHOULD THIS BE <1.4|LSZ|2.4> ) spin 0 1 sigma 0 0 lambda 2 2 -2i -2i type polynom_decay_24 morphing factor -i (phase flipped) values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.23051174694043E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit 3 5 name "" (<2.1|LSZ|3.4> HERE - valuesto add, weird discontinuities at R=2, MOD 1 from sheet so-1sigp-3s spin 0 1 sigma 0 0 (*) lambda 0 0 0 0 type polynom_decay_24 morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit 8 8 name "" (Diagonal Coupling)) spin 1 1 sigma 1 1 lambda 2 2 -2i -2i type polynom_decay_24 morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.0000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit 7 1 name "" (Diagonal Coupling)) spin 1 1 sigma 1 1 lambda 0 0 0 0 type polynom_decay_24 morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.0000000000000E-01 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-orbit 9 4 name "" (Diagonal Coupling, DIABATISED) spin 1 1 sigma 1 1 (*) lambda 1 1 -i -i type polynom_decay_24 morphing values RE 1.67386977879859E+00 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 (1.59281139669072E+00 ) B1 0.00000000000000E+00 B2 0.00000000000000E+00 B3 0.00000000000000E+00 BINF 1.0 end spin-orbit 7 5 name "" (Diagonal Coupling) spin 1 1 sigma 1 1 lambda 0 0 0 0 type polynom_decay_24 morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end (spin-orbit 9 9) (name "" (Diagonal Coupling)) (spin 1 1) (sigma 1 1 (*)) (lambda 1 1) ( -i -i) (type polynom_decay_24) (factor 1) (morphing ) (values) ( RE 1.65708000000000E+00) ( rref -1.00000000000000E+00) ( P 2.00000000000000E+00) ( NT 0.30000000000000E+01) ( a0 1.11985235296812E+00) ( a1 0.00000000000000E+00) ( a2 0.00000000000000E+00) ( a3 0.00000000000000E+00) ( ainf 1.00000000000000E+00) (end) spin-orbit 9._ 9._ name "" (Diagonal Coupling) spin 1 1 sigma 1 1 (*) lambda 1 1 -i -i type polynom_decay_24 factor 0 morphing values RE 1.79588239248599E+00 range 1.3719632E+00, 2.1554171E+00 ( 1.71265555072216E+00 range 1.3719631806856913 2.1554171059616745) BETA 0.00000000000000E+00 ( 0.00000000000000E+00 ) GAMMA 5.99150700760475E+00 ( 5.99150700760475E+01) P 6.00000000000000E+00 ( 6.00000000000000E+00) B0 1.09861523407526E+00 ( 1.12123788556993E+00 ) B1 0.00000000000000E+00 ( 0.00000000000000E+00 range -0.2 0.2 ) B2 0.00000000000000E+00 range -2.0000000E+00, 2.0000000E+00 ( 0.00000000000000E+00 range -2 2) B3 0.00000000000000E+00 range -1.0000000E+01, 1.0000000E+01 ( 0.00000000000000E+00 range -10 10) B4 0.00000000000000E+00 BINF 1.0 end spin-orbit 9 9 name "" (Diagonal Coupling) spin 1 1 sigma 1 1 (*) lambda 1 1 -i -i type polynom_decay_24 factor 1 values RE 1.79588239248599E+00 BETA 0.00000000000000E+00 GAMMA 5.99150700760475E+00 P 4.00000000000000E+00 B0 -1.78075303187070E+02 (-1.80949427510023E+02 ) B1 6.64879938588873E+00 ( 1.28526440936512E+01 ) B2 -7.75464891750503E+01 ( 0.00000000000000E+00 ) B3 -6.43354506755694E+01 ( 0.00000000000000E+00 ) B4 0.00000000000000E+00 ( 0.00000000000000E+00 ) BINF -1.71773094787009E+02 (-1.89998261347881E+02 ) end spin-orbit 9.grid_fit 9.grid_fit name "" (Diagonal Coupling) spin 1 1 sigma 1 1 lambda 1 1 -i -i type grid factor 1 values 1.100000000000 -167.394576452000 1.115666666667 -171.083096212179 (range -128.3123 -213.8539) 1.245733898973 -198.954230586728 (range -149.2157 -248.6928) 1.348011115481 -211.202650182889 (range -158.4020 -264.0033) 1.441033750328 -217.127375022167 (range -162.8455 -271.4092) 1.530668482599 -215.188923915442 (range -161.3917 -268.9862) 1.619277771238 -203.767253349499 (range -152.8254 -254.7091) 1.707709553300 -186.508445293437 (range -139.8813 -233.1356) 1.796138353181 -169.540844711112 (range -127.1556 -211.9261) 1.884703966296 -154.928283609684 (range -116.1962 -193.6604) 1.974144390688 -140.492451453715 (range -105.3693 -175.6156) 2.066591701950 -123.077856479086 (range -92.3084 -153.8473) 2.167321058139 -101.934543556355 (range -76.4509 -127.4182) 2.292174729009 -90.526955649799 (range -67.8952 -113.1587) 2.510000000000 -82.326199934000 2.525666666667 -80.717362465682 2.541333333333 -78.798101770391 2.557000000000 -76.448915541000 2.572666666667 -74.063582041107 2.588333333333 -71.594040375564 2.604000000000 -68.965585777000 2.619666666667 -66.269263859786 2.635333333333 -63.533209057161 2.651000000000 -60.793821611000 2.666666666667 -58.082489261721 2.682333333333 -55.424117523417 2.698000000000 -52.836613595000 2.713666666667 -50.327303213228 2.729333333333 -47.926123184000 2.745000000000 -45.618727408000 2.760666666667 -43.403628546561 2.776333333333 -41.339628115756 2.792000000000 -39.390435548000 2.807666666667 -37.488807905012 2.823333333333 -35.633050499147 2.839000000000 -33.895672195000 2.854666666667 -32.327843258209 2.870333333333 -30.858038223954 2.886000000000 -29.463215784000 2.901666666667 -28.119630954867 2.917333333333 -26.781197476238 2.933000000000 -25.538645869000 2.948666666667 -24.349284437514 2.964333333333 -23.171756504512 2.980000000000 -22.004981059000 2.995666666667 -20.831545579467 3.011333333333 -19.703303102672 3.027000000000 -18.644360022000 3.042666666667 -17.652631685040 3.058333333333 -16.725755827095 3.074000000000 -15.861370268000 3.089666666667 -15.057112871649 3.105333333333 -14.310621553472 3.121000000000 -13.619534287000 3.136666666667 -12.981489070303 3.152333333333 -12.394123932803 3.168000000000 -11.855076942000 3.183666666667 -11.361986181002 3.199333333333 -10.912489752088 3.215000000000 -10.504225782000 3.230666666667 -10.134832406746 3.246333333333 -9.801947773329 3.262000000000 -9.503210048000 3.277666666667 -9.236257397536 3.293333333333 -8.998727999524 3.309000000000 -8.788260041000 3.324666666667 -8.602491712371 3.340333333333 -8.439061207674 3.356000000000 -8.295606729000 3.371666666667 -8.169766479251 3.387333333333 -8.059178663779 3.403000000000 -7.961481493000 3.418666666667 -7.874313178176 3.434333333333 -7.795311931839 3.450000000000 -7.722115970000 3.465666666667 -7.652363509146 3.481333333333 -7.583692765853 3.497000000000 -7.513741959000 3.512666666667 -7.440371764160 3.528333333333 -7.363042745831 3.544000000000 -7.281915612000 3.559666666667 -7.197154024184 3.575333333333 -7.108921642809 3.591000000000 -7.017382132000 3.606666666667 -6.922699153205 3.622333333333 -6.825036367789 3.638000000000 -6.724557441000 3.653666666667 -6.621426033222 3.669333333333 -6.515805807773 3.685000000000 -6.407860429000 3.700666666667 -6.297753558236 3.716333333333 -6.185648858759 3.732000000000 -6.071709995000 3.747666666667 -5.956100630248 3.763333333333 -5.838984425749 3.779000000000 -5.720525047000 3.794666666667 -5.600886157256 3.810333333333 -5.480231418742 3.826000000000 -5.358724497000 3.841666666667 -5.236529054261 3.857333333333 -5.113808754738 3.873000000000 -4.990727262000 3.888666666667 -4.867448240262 3.904333333333 -4.744135351738 3.920000000000 -4.620952262000 3.935666666667 -4.498062635261 3.951333333333 -4.375630132740 3.967000000000 -4.253818421000 3.982666666667 -4.132791164257 3.998333333333 -4.012712022746 4.014000000000 -3.893730393000 4.029666666667 -3.775916949249 4.045333333333 -3.659315379753 4.061000000000 -3.543969348000 4.076666666667 -3.429922517241 4.092333333333 -3.317218548762 4.108000000000 -3.205901109000 4.123666666667 -3.096013860232 4.139333333333 -2.987600464771 4.155000000000 -2.880704587000 4.170666666667 -2.775369889222 4.186333333333 -2.671640035781 4.202000000000 -2.569558690000 4.217666666667 -2.469169514212 4.233333333333 -2.370516171792 4.249000000000 -2.273642328000 4.264666666667 -2.178591645200 4.280333333333 -2.085407784804 4.296000000000 -1.994134413000 4.311666666667 -1.904815192188 4.327333333333 -1.817493784816 4.343000000000 -1.732213856000 4.358666666667 -1.649019068175 4.374333333333 -1.567953083830 4.390000000000 -1.489059568000 4.405666666667 -1.412382183161 4.421333333333 -1.337964591844 4.437000000000 -1.265850460000 4.452666666667 -1.196083448146 4.468333333333 -1.128707221859 4.484000000000 -1.063765444000 4.499666666667 -1.001301777130 4.515333333333 -0.941343459875 4.531000000000 -0.883847698000 4.546666666667 -0.828753034115 4.562333333333 -0.775998011890 4.578000000000 -0.725521176000 4.593666666667 -0.677261070100 4.609333333333 -0.631156235904 4.625000000000 -0.587145218000 4.640666666667 -0.545166559087 4.656333333333 -0.505158803917 4.672000000000 -0.467060496000 4.687666666667 -0.430810178075 4.703333333333 -0.396346393929 4.719000000000 -0.363607687000 4.734666666667 -0.332532601064 4.750333333333 -0.303059679939 4.766000000000 -0.275127466000 4.781666666667 -0.248674504055 4.797333333333 -0.223639336948 4.813000000000 -0.199960509000 4.828666666667 -0.177576562046 4.844333333333 -0.156426040956 4.860000000000 -0.136447489000 4.875666666667 -0.117579450039 4.891333333333 -0.099760466963 4.907000000000 -0.082929083000 4.922666666667 -0.067023843033 4.938333333333 -0.051983288969 4.954000000000 -0.037745966000 4.969666666667 -0.024250417028 4.985333333333 -0.011435184973 5.001000000000 0.000761184000 5.016666666667 0.012389585976 5.032333333333 0.023466016023 5.048000000000 0.033999269000 5.063666666667 0.043998137979 5.079333333333 0.053471418020 5.095000000000 0.062427903000 5.110666666667 0.070876385983 5.126333333333 0.078825663016 5.142000000000 0.086284527000 5.157666666667 0.093261771986 5.173333333333 0.099766193013 5.189000000000 0.105806583000 5.204666666667 0.111391736989 5.220333333333 0.116530448010 5.236000000000 0.121231512000 5.251666666667 0.125503721991 5.267333333333 0.129355872008 5.283000000000 0.132796756000 5.298666666667 0.135835168994 5.314333333333 0.138479904005 5.330000000000 0.140739756000 5.345666666667 0.142623518996 5.361333333333 0.144139986003 5.377000000000 0.145297953000 5.392666666667 0.146106212999 5.408333333333 0.146573560001 5.424000000000 0.146708789000 5.439666666667 0.146520694001 5.455333333333 0.146018067999 5.471000000000 0.145209705000 5.486666666667 0.144104401003 5.502333333333 0.142710948997 5.518000000000 0.141038143000 5.533666666667 0.139094777004 5.549333333333 0.136889645995 5.565000000000 0.134431544000 5.580666666667 0.131729264006 5.596333333333 0.128791600994 5.612000000000 0.125627348000 5.627666666667 0.122245301007 5.643333333333 0.118654252992 5.659000000000 0.114862999000 5.674666666667 0.110880332009 5.690333333333 0.106715045991 5.706000000000 0.102375936000 5.721666666667 0.097871796010 5.737333333333 0.093211419990 5.753000000000 0.088403602000 5.768666666667 0.083457137011 5.784333333333 0.078380816989 5.800000000000 0.073183438000 7.0 0.0 8.0 0.0 end LX 11 2 name "" (<2.2|LX|1.4>) spin 0 0 lambda 1 2 -i -2i type polynom_decay_24 factor i morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.0000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end LX 11 6 name "" (<2.2|LX|2.4>) spin 0 0 lambda 1 0 -i 0 type polynom_decay_24 morphing factor -i (phase flipped) values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end LX 10 3 name "" (<1.3|LX|2.1> Discontinuity at R=1.92 A) spin 0 0 lambda 1 0 -i 0 type polynom_decay_24 factor i morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end LX 11 3 name "" (<2.3|LX|2.1>) spin 0 0 lambda 1 0 -i 0 type polynom_decay_24 factor i morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end LX 10 6 name "" (<1.2|LX|2.4>) spin 0 0 lambda 1 0 -i 0 type polynom_decay_24 factor -i (phase flipped) morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end LX 10 2 name "" (<1.2|LX|1.4> HERE swap at around R=2? ) spin 0 0 lambda 1 2 -i -2i type polynom_decay_24 factor i morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end LX 4 5 name "" (<1.2|LX|3.4> MAYBE CUT OFF R>2 and R<1.1 HERE ) spin 1 1 lambda 1 0 sigma -1 +1 -i 0 type polynom_decay_24 morphing factor i values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end LX 9 1 name "" (<2.2|LX|1.4> §DIABATISED) spin 1 1 lambda 1 0 -i 0 type polynom_decay_24 factor i morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.00 B2 0.00 B3 0.00 BINF 1.0 end LX 9 5 name "" (<2.2|LX|3.4> §DIABATISED) spin 1 1 lambda 1 0 -i 0 type polynom_decay_24 factor i morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end LX 9 8 name "" (<2.2|LX|2.4> §DIABATISED) spin 1 1 lambda 1 2 -i -2i type polynom_decay_24 morphing factor -i (phase flipped) values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end LX 9 7 name "" (<2.3|LX|2.1> §DIABATISED) spin 1 1 lambda 1 0 -i 0 type polynom_decay_24 factor i morphing values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end LX 4 8 name "" (<1.2|LX|2.4>) spin 1 1 lambda 1 2 -i -2i type polynom_decay_24 morphing factor -i (phase flipped) values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 1.000 B2 1.000 B3 1.00000000000000 BINF 1.0 end LX 4 7 name "" (<1.3|LX|2.1>) spin 1 1 lambda 1 0 -i 0 type polynom_decay_24 morphing factor i values RE 1.5 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 6.00000000000000E+00 B0 1.00000000000000E+00 B1 0.000 B2 0.000 B3 0.00000000000000 BINF 1.0 end spin-spin 1 1 name "" spin 1 1 sigma 1 1 lambda 0 0 type polynom_decay_24 factor 1 values RE 1.48 BETA 8.00000000000000E-01 (this is example value) GAMMA 2.00000000000000E-02 (this is example value) P 0.00000000000000E+00 B0 0.0 (3.53) B1 0.0 B2 0.0 B3 0.0 BINF 0.0 end bob-rot 1 1 name "" spin 1 1 sigma 1 1 lambda 0 0 type bobleroy factor 1 values RE 1.48107871101747E+00 RREF -1.00000000000000E+00 P 2.00000000000000E+00 NT 3.00000000000000E-01 A0 3.83181936858846E-05 A1 3.15937467315017E-04 A2 -5.14548143152263E-02 A3 7.68693349769629E-02 AINF 0.00000000000000E+00 end bob-rot 2 2 name "" spin 0 0 sigma 0 0 lambda 2 2 type polynom_decay_24 factor 1 values RE 1.48860000000000E+00 RREF -1.00000000000000E+00 P 2.00000000000000E+00 NT 3.00000000000000E-01 A0 -2.10452564671270E-04 A1 3.60777519712124E-04 A2 1.26406247432110E-01 A3 -5.25619691290404E-01 AINF 0.00000000000000E+00 end bob-rot 14 14 name "" spin 0 0 sigma 0 0 lambda 2 2 type bobleroy factor 1 values RE 1.49200000000000E+00 RREF -1.00000000000000E+00 P 2.00000000000000E+00 NT 3.00000000000000E-01 A0 4.31080170088895E-03 ( 4.37868446726088E-03, 4.38196640079110E-03, 4.37326075784964E-03, 4.37226794258132E-03, A1 8.00325884641853E-03 (-1.84114127278987E-03, -2.54196493356249E-03, -1.58022388627194E-03, -2.34172924334372E-03, A2 9.62494485901771E-02 (-3.55432991336208E-02, -4.06529191916642E-02, -3.61632652786033E-02, -3.20211015725915E-02, A3 -4.70012677636000E+00 ( 1.43176362492674E+00, 1.65059740311664E+00, 1.49158984248856E+00, 1.41602542323478E+00, AINF 0.00000000000000E+00 end bob-rot 4.old 4.old name "" spin 1 1 sigma 0 0 lambda 1 1 type polynom_decay_24 factor 0 values RE 1.60900000000000E+00 BETA 8.00000000000000E-01 GAMMA 2.00000000000000E-02 P 7.00000000000000E+00 A0 2.31810750624561E-02 A1 3.71843429153067E-01 A2 -1.75988723493427E+00 A3 -3.98688768449943E+00 A4 0 A5 0 A6 0 AINF 0.00000000000000E+00 end bob-rot 4.func 4.func name "" spin 1 1 sigma 0 0 lambda 1 1 type polynom_decay_24 factor 1 values RE 1.60900000000000E+00 BETA 8.00000000000000E-01 GAMMA 2.00000000000000E-02 P 7.00000000000000E+00 A0 2.48164339511388E-02 A1 4.69067406225031E-01 A2 -1.92057014948345E+00 A3 -8.99347202415802E+00 A4 9.72071885703037E+00 A5 6.60376507930821E+01 A6 -1.53479239076687E+02 AINF 0.00000000000000E+00 end bob-rot 4 4 name "" spin 1 1 sigma 0 0 lambda 1 1 type grid factor 1 values 1.10000000 0.0000000000 1.13266667 -0.0334601790 1.16533333 -0.0655257090 1.19800000 -0.0948019380 1.23066667 -0.1198942170 1.26333333 -0.1394078950 1.29600000 -0.1519483230 1.32866667 -0.1561208510 1.36133333 -0.1505308290 1.39400000 -0.1337836060 1.42666667 -0.1054864360 1.45933333 -0.0779017410 1.49200000 -0.0518964930 1.52466667 -0.0267678910 1.55733333 -0.0035615160 1.59000000 0.0159113000 1.62266667 0.0299320380 1.65533333 0.0374536420 1.68800000 0.0383428800 1.72066667 0.0333215750 1.75333333 0.0237036940 1.83500000 -0.0104695810 1.91666667 -0.0453695550 1.99833333 -0.0751767000 2.08000000 -0.0999665800 2.16166667 -0.1172434590 2.24333333 -0.1222534020 2.32500000 -0.1130700180 2.65166667 -0.0290224700 2.73333333 -0.0171765440 2.81500000 -0.0097431660 2.89666667 -0.0052766370 2.97833333 -0.0026319730 3.06000000 -0.0010839000 3.14166667 -0.0002121450 3.22333333 0.0002344090 3.30500000 0.0004199920 3.38666667 0.0004572610 3.46833333 0.0004210990 3.55000000 0.0003571250 3.63166667 0.0002898650 3.71333333 0.0002303220 3.79500000 0.0001818730 3.87666667 0.0001441980 3.95833333 0.0001155600 4.04000000 0.0000939490 4.12166667 0.0000775750 4.20333333 0.0000650190 4.28500000 0.0000552230 4.36666667 0.0000474260 4.44833333 0.0000410970 4.53000000 0.0000358650 4.61166667 0.0000314730 4.69333333 0.0000277390 4.77500000 0.0000245350 4.85666667 0.0000217630 4.93833333 0.0000193530 5.02000000 0.0000172490 5.10166667 0.0000154040 5.18333333 0.0000137820 5.26500000 0.0000123530 5.34666667 0.0000110920 5.42833333 0.0000099750 5.51000000 0.0000089850 5.59166667 0.0000081060 5.67333333 0.0000073240 5.75500000 0.0000066270 5.83666667 0.0000060040 5.91833333 0.0000054480 6.00000000 0.0000049490 end bob-rot 4.testing 4.testing name "" spin 1 1 sigma 0 0 lambda 1 1 type polynom_decay_24 factor 1 values RE 1.60900000000000E+00 BETA 8.00000000000000E-01 GAMMA 2.00000000000000E-02 P 7.00000000000000E+00 A0 1.28868467882527E-02 A1 7.93607088673706E-01 A2 -0.87730756587364E+00 A3 -8.32052433979269E+00 A4 0.00000000000000E+00 A5 0.00000000000000E+00 A6 0.00000000000000E+00 AINF 0.00000000000000E+00 end bob-rot 5 5 name "" spin 1 1 lambda 0 0 type grid factor 0 values 1.300000000000 -0.000024158296 1.304500000000 -0.000024449538 1.309000000000 -0.000024745324 1.313500000000 -0.000025045743 1.318000000000 -0.000025350884 1.322500000000 -0.000025660838 1.327000000000 -0.000025975701 1.331500000000 -0.000026295569 1.336000000000 -0.000026620539 1.340500000000 -0.000026950713 1.345000000000 -0.000027286194 1.349500000000 -0.000027627088 1.354000000000 -0.000027973503 1.358500000000 -0.000028325549 1.363000000000 -0.000028683341 1.367500000000 -0.000029046995 1.372000000000 -0.000029416630 1.376500000000 -0.000029792367 1.381000000000 -0.000030174332 1.385500000000 -0.000030562652 1.390000000000 -0.000030957460 1.394500000000 -0.000031358889 1.399000000000 -0.000031767077 1.403500000000 -0.000032182166 1.408000000000 -0.000032604300 1.412500000000 -0.000033033627 1.417000000000 -0.000033470301 1.421500000000 -0.000033914476 1.426000000000 -0.000034366314 1.430500000000 -0.000034825978 1.435000000000 -0.000035293636 1.439500000000 -0.000035769462 1.444000000000 -0.000036253632 1.448500000000 -0.000036746329 1.453000000000 -0.000037247739 1.457500000000 -0.000037758054 1.462000000000 -0.000038277469 1.466500000000 -0.000038806188 1.471000000000 -0.000039344417 1.475500000000 -0.000039892368 1.480000000000 -0.000040450262 1.484500000000 -0.000041018320 1.489000000000 -0.000041596775 1.493500000000 -0.000042185863 1.498000000000 -0.000042785827 1.502500000000 -0.000043396917 1.507000000000 -0.000044019390 1.511500000000 -0.000044653510 1.516000000000 -0.000045299547 1.520500000000 -0.000045957782 1.525000000000 -0.000046628501 1.529500000000 -0.000047311998 1.534000000000 -0.000048008578 1.538500000000 -0.000048718551 1.543000000000 -0.000049442239 1.547500000000 -0.000050179972 1.552000000000 -0.000050932090 1.556500000000 -0.000051698942 1.561000000000 -0.000052480889 1.565500000000 -0.000053278300 1.570000000000 -0.000054091557 1.574500000000 -0.000054921052 1.579000000000 -0.000055767191 1.583500000000 -0.000056630389 1.588000000000 -0.000057511076 1.592500000000 -0.000058409693 1.597000000000 -0.000059326698 1.601500000000 -0.000060262558 1.606000000000 -0.000061217757 1.610500000000 -0.000062192796 1.615000000000 -0.000063188188 1.619500000000 -0.000064204463 1.624000000000 -0.000065242170 1.628500000000 -0.000066301871 1.633000000000 -0.000067384150 1.637500000000 -0.000068489608 1.642000000000 -0.000069618865 1.646500000000 -0.000070772560 1.651000000000 -0.000071951355 1.655500000000 -0.000073155933 1.660000000000 -0.000074386998 1.664500000000 -0.000075645278 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5.125000000000 -0.000141232296 5.129500000000 -0.000137872768 5.134000000000 -0.000134596168 5.138500000000 -0.000131400363 5.143000000000 -0.000128283276 5.147500000000 -0.000125242887 5.152000000000 -0.000122277230 5.156500000000 -0.000119384392 5.161000000000 -0.000116562511 5.165500000000 -0.000113809774 5.170000000000 -0.000111124418 5.174500000000 -0.000108504727 5.179000000000 -0.000105949028 5.183500000000 -0.000103455695 5.188000000000 -0.000101023146 5.192500000000 -0.000098649837 5.197000000000 -0.000096334270 5.201500000000 -0.000094074982 5.206000000000 -0.000091870553 5.210500000000 -0.000089719596 5.215000000000 -0.000087620763 5.219500000000 -0.000085572743 5.224000000000 -0.000083574256 5.228500000000 -0.000081624057 5.233000000000 -0.000079720936 5.237500000000 -0.000077863710 5.242000000000 -0.000076051232 5.246500000000 -0.000074282380 5.251000000000 -0.000072556066 5.255500000000 -0.000070871227 5.260000000000 -0.000069226828 5.264500000000 -0.000067621864 5.269000000000 -0.000066055351 5.273500000000 -0.000064526335 5.278000000000 -0.000063033884 5.282500000000 -0.000061577091 5.287000000000 -0.000060155074 5.291500000000 -0.000058766970 5.296000000000 -0.000057411943 5.300500000000 -0.000056089173 5.305000000000 -0.000054797866 5.309500000000 -0.000053537247 5.314000000000 -0.000052306558 5.318500000000 -0.000051105065 5.323000000000 -0.000049932049 5.327500000000 -0.000048786811 5.332000000000 -0.000047668671 5.336500000000 -0.000046576964 5.341000000000 -0.000045511043 5.345500000000 -0.000044470278 5.350000000000 -0.000043454053 5.354500000000 -0.000042461772 5.359000000000 -0.000041492848 5.363500000000 -0.000040546714 5.368000000000 -0.000039622815 5.372500000000 -0.000038720611 5.377000000000 -0.000037839574 5.381500000000 -0.000036979191 5.386000000000 -0.000036138961 5.390500000000 -0.000035318396 5.395000000000 -0.000034517020 5.399500000000 -0.000033734370 5.404000000000 -0.000032969994 5.408500000000 -0.000032223449 5.413000000000 -0.000031494307 5.417500000000 -0.000030782149 5.422000000000 -0.000030086565 5.426500000000 -0.000029407157 5.431000000000 -0.000028743537 5.435500000000 -0.000028095325 5.440000000000 -0.000027462153 5.444500000000 -0.000026843661 5.449000000000 -0.000026239496 5.453500000000 -0.000025649316 5.458000000000 -0.000025072787 5.462500000000 -0.000024509584 5.467000000000 -0.000023959388 5.471500000000 -0.000023421889 5.476000000000 -0.000022896786 5.480500000000 -0.000022383783 5.485000000000 -0.000021882593 5.489500000000 -0.000021392935 5.494000000000 -0.000020914536 5.498500000000 -0.000020447129 5.503000000000 -0.000019990453 5.507500000000 -0.000019544254 5.512000000000 -0.000019108285 5.516500000000 -0.000018682304 5.521000000000 -0.000018266076 5.525500000000 -0.000017859369 5.530000000000 -0.000017461960 5.534500000000 -0.000017073630 5.539000000000 -0.000016694165 5.543500000000 -0.000016323356 5.548000000000 -0.000015961001 5.552500000000 -0.000015606901 5.557000000000 -0.000015260862 5.561500000000 -0.000014922696 5.566000000000 -0.000014592217 5.570500000000 -0.000014269247 5.575000000000 -0.000013953609 5.579500000000 -0.000013645132 5.584000000000 -0.000013343649 5.588500000000 -0.000013048997 5.593000000000 -0.000012761017 5.597500000000 -0.000012479554 5.602000000000 -0.000012204454 5.606500000000 -0.000011935572 5.611000000000 -0.000011672762 5.615500000000 -0.000011415882 5.620000000000 -0.000011164797 5.624500000000 -0.000010919370 5.629000000000 -0.000010679472 5.633500000000 -0.000010444974 5.638000000000 -0.000010215751 5.642500000000 -0.000009991681 5.647000000000 -0.000009772646 5.651500000000 -0.000009558528 5.656000000000 -0.000009349215 5.660500000000 -0.000009144596 5.665000000000 -0.000008944563 5.669500000000 -0.000008749010 5.674000000000 -0.000008557834 5.678500000000 -0.000008370934 5.683000000000 -0.000008188213 5.687500000000 -0.000008009574 5.692000000000 -0.000007834924 5.696500000000 -0.000007664171 5.701000000000 -0.000007497226 5.705500000000 -0.000007334002 5.710000000000 -0.000007174414 5.714500000000 -0.000007018379 5.719000000000 -0.000006865815 5.723500000000 -0.000006716644 5.728000000000 -0.000006570787 5.732500000000 -0.000006428170 5.737000000000 -0.000006288719 5.741500000000 -0.000006152361 5.746000000000 -0.000006019026 5.750500000000 -0.000005888646 5.755000000000 -0.000005761153 5.759500000000 -0.000005636481 5.764000000000 -0.000005514568 5.768500000000 -0.000005395350 5.773000000000 -0.000005278766 5.777500000000 -0.000005164756 5.782000000000 -0.000005053263 5.786500000000 -0.000004944229 5.791000000000 -0.000004837598 5.795500000000 -0.000004733317 5.800000000000 -0.000004631333 end spin-rot 4 4 name "" spin 1 1 sigma 0 1 lambda 1 1 type polynom_decay_24 factor 0 values RE 1.60900000000000E+00 BETA 8.00000000000000E-01 GAMMA 2.00000000000000E-02 P 6.00000000000000E+00 B0 0.0 B1 0.0 B2 0.0 B3 0 BINF 1.0 end spin-rot 1 1 name "" spin 1 1 sigma 0 1 lambda 0 0 type bobleroy factor 1 values RE 1.48107871101747E+00 RREF -1.00000000000000E+00 P 2.00000000000000E+00 NT 3.00000000000000E-01 A0 -3.15596260535375E-03 A1 -2.51050525752790E-02 A2 9.35683961445638E-02 A3 -8.76754872101063E+00 A4 3.19014018494664E+01 AINF 0.00000000000000E+00 end (A0 4.14293751735308E-02) (A1 -9.94650473790808E+01) (A2 2.48869671176123E+02) (A3 1.36767864494711E+03) bob-rot 3 3 name "" spin 0 0 sigma 0 0 lambda 0 0 type polynom_decay_24 factor 1 values RE 1.50010960000000E+00 RREF -1.00000000000000E+00 P 2.00000000000000E+00 NT 3.00000000000000E-01 A0 5.01871197524133E-05 A1 -5.97500074723530E-03 A2 8.45898462290300E-02 A3 -1.44241299889801E-02 AINF 0.00000000000000E+00 end spin-orbit 4 4 name "" (Diagonal Coupling) spin 1 1 sigma 1 1 (*) lambda 1 1 -i -i type polynom_decay_24 morphing factor -1 (for correct omega ordering) values RE 1.60900000000000E+00 BETA 8.00000000000000E-01 GAMMA 2.00000000000000E-02 P 6.00000000000000E+00 B0 1.13446016062576E+00 B1 3.07755619349366E-01 B2 -9.27137249469120E-01 B3 1.57455173893362E+00 BINF 1.0 end spin-orbit 4.grid 4.grid name "" (Diagonal Coupling)) spin 1 1 sigma 1 1 (*) lambda 1 1 -i -i type grid factor -1 fit_factor 1e-10 values 1.1000000000 62.0649907000 1.1653000000 82.6009831300 1.2307000000 105.4255481400 1.2960000000 126.6015047600 1.3613333300 143.4077611700 1.4267000000 153.0562618066 1.4920000000 158.4134813489 1.5573000000 160.7562103559 1.6227000000 162.7146958937 1.6880000000 159.9476952209 1.7533000000 154.4376236454 1.8187000000 150.1207753795 1.8840000000 142.8817389583 1.9493000000 140.9292152469 2.0147000000 129.7439560540 2.0146666700 129.6523396800 2.0800000000 119.2982321500 2.1453333300 106.0449411800 2.2106666700 89.8425763100 2.2760000000 71.4562971200 2.3413333300 52.4406358100 2.4066666700 34.5517930400 2.4720000000 18.8870915100 2.5373333300 5.5989820100 2.6026666700 -5.5855386100 2.6680000000 -15.0268830500 2.7333333300 -22.7382489400 2.7986666700 -28.8420540000 2.8640000000 -33.3215016200 2.9293333300 -36.6535232500 2.9946666700 -39.0884350700 4.0000000000 -40.0000000000 5.0000000000 -40.0000000000 6.0000000000 -40.0000000000 7.0 -40.0 8.0 -40.0 end spin-spin 4 4 name "" spin 1 1 sigma 1 -1 lambda -1 1 type bobleroy factor 1 values RE 1.60900000000000E+00 RREF -1.00000000000000E+00 P 2.00000000000000E+00 NT 0.00000000000000E+00 A0 1.63397187551225E+00 A1 -3.86374853112238E+00 A2 0.0 A3 0.00000000000000E+00 AINF 0.00000000000000E+00 end lambda-opq 4.gridbelow 4.gridbelow name "" spin 1 1 lambda 1 1 type polynom_decay_24 factor 1 values RE 1.60900000000000E+00 BETA 8.00000000000000E-01 GAMMA 2.00000000000000E-02 P 6.00000000000000E+00 B0 1.05615455094784E+00 B1 -6.57206396886046E+00 B2 -9.14569239135923E+00 B3 1.16024336525254E+02 BINF 0 end lambda-opq 4 4 name "" spin 1 1 lambda 1 1 type grid factor 1 values 1.00 0.10 1.20 0.30 1.30 0.80 1.37 1.30 1.44 1.82 1.48 1.88 1.51 1.79 1.54 1.61 1.57 1.36 1.61 1.08 1.64 0.81 1.67 0.57 1.70 0.37 1.74 0.24 1.77 0.18 2.00 0.02 3.00 0.00 3.10 0.00 3.20 0.00 3.30 0.00 3.40 0.00 3.50 0.00 3.60 0.00 3.70 0.00 3.80 0.00 3.90 0.00 4.00 0.00 end (B0 1.03738819228015E+00 ) (B1 -8.86245565485391E-01 ) (B2 7.93092977259350E+01 ) (AINF -1.84933876557059E+01 ) lambda-q 4 4 name "" spin 1 1 lambda 1 1 type bobleroy factor 0 values RE 1.60807926797252E+00 RREF -1.00000000000000E+00 P 2.00000000000000E+00 NT 3.00000000000000E+00 B0 5.31738174765627E-04 B1 -2.21013539722190E-02 B2 0.00000000000000E+00 B3 0.00000000000000E+00 AINF 8.15186265013718E-03 end spin-rot 5 5 name "" spin 1 1 sigma 1 1 lambda 0 0 type bobleroy factor 0 values RE 1.80000000000000E+00 RREF -1.00000000000000E+00 P 2.00000000000000E+00 NT 3.00000000000000E-01 A0 0.10000000000000E+00 A1 0.00000000000000E+00 AINF 0.10000000000000E+00 end spin-spin 5 5 name "" spin 1 1 sigma 1 1 lambda 0 0 type bobleroy factor 1.0 values RE 1.80000000000000E+00 RREF -1.00000000000000E+00 P 2.00000000000000E+00 NT 3.00000000000000E-01 A0 2.46020103331780E+00 (3.05, 0.00000000000000E+00, 2.56771613142211E+00, 3.53070062216599E+00, 1.50000000000000E+00) A1 0.00000000000000E+00 (1.00000000000000E+00) A2 0.00000000000000E+00 A3 0.00000000000000E+00 A4 0.00000000000000E+00 A5 0.00000000000000E+00 AINF 1.52757472102398E+00 end spin-spin 9 9 name "" spin 1 1 sigma 0 0 lambda 1 1 type bobleroy factor 1 values RE 1.681172982118090000 RREF -1.00000000000000E+00 P 2.00000000000000E+00 NT 0.00000000000000E+00 A0 1.00 A1 0.00000000000000E+00 A2 0.00000000000000E+00 A3 0.00000000000000E+00 AINF 1.00 end spin-rot 9 9 name "" spin 1 1 sigma 0 1 lambda 1 1 type polynom_decay_24 factor 0 values RE 1.60900000000000E+00 BETA 8.00000000000000E-01 GAMMA 2.00000000000000E-02 P 6.00000000000000E+00 B0 1.0 B1 0.0 B2 0.0 B3 0 BINF 1.0 end lambda-opq 9 9 name "" spin 1 1 lambda 1 -1 type bobleroy factor 0 values RE 1.681172982118090000 RREF -1.00000000000000E+00 P 2.00000000000000E+00 NT 3.00000000000000E+00 B0 3.20240888666181E+01 B1 -2.22130573743701E+04 B2 -5.21140693246807E+04 AINF 2.77057152863441E+04 end lambda-q 9 9 name "" spin 1 1 lambda 1 -1 type bobleroy factor 0 values RE 1.681172982118090000 RREF -1.00000000000000E+00 P 2.00000000000000E+00 NT 3.00000000000000E+00 B0 2.68872388739310E-04 B1 0.00000000000000E+00 B2 0.00000000000000E+00 AINF 0.00000000000000E+00 end (------ Ab Initio Curves, PECs, DMCs, SOCs, EAMCs ------) abinitio poten 1 name "X3Sig-" symmetry - lambda 0 mult 3 type grid values 1.200 32460.30 1.205 30943.73 1.210 29479.83 1.215 28068.61 1.220 26707.87 1.225 25395.41 1.230 24129.04 1.235 22910.96 1.240 21736.77 1.245 20606.47 1.250 19517.88 1.255 18470.98 1.260 17463.60 1.265 16497.91 1.270 15567.34 1.275 14674.07 1.280 13815.93 1.285 12995.09 1.290 12204.98 1.295 11449.99 1.300 10725.73 1.305 10032.19 1.310 9369.37 1.315 8737.29 1.320 8131.54 1.325 7554.32 1.330 7003.44 1.335 6478.89 1.340 5978.49 1.350 5052.31 1.360 4216.11 1.370 3467.70 1.380 2802.69 1.390 2218.89 1.400 1711.90 1.410 1382.69 1.420 1013.97 1.430 706.71 1.440 458.70 1.450 272.15 1.460 136.07 1.480 0.00 1.500 32.92 1.510 100.96 1.520 201.92 1.530 335.80 1.540 498.21 1.550 689.15 1.560 906.43 1.580 1413.42 1.600 2006.00 1.620 2675.40 1.640 3410.64 1.650 3801.30 1.660 4202.94 1.680 5045.72 1.700 5928.01 1.720 6845.41 1.740 7791.35 1.750 8272.00 1.760 8759.23 1.780 9746.87 1.800 10745.48 1.820 11755.06 1.840 12771.23 1.850 13280.41 1.860 13787.40 1.880 14803.56 1.900 15817.54 1.920 16822.73 1.940 17819.15 1.950 18315.16 1.960 18806.78 1.980 19781.25 2.000 20740.35 2.200 29264.75 2.400 35278.35 2.500 37258.01 2.600 38686.79 2.800 40128.74 3.000 40681.82 3.200 40918.85 3.400 41037.37 3.500 41068.09 3.700 41118.57 4.000 41166.86 4.300 41197.58 4.500 41215.14 5.000 41283.18 end abinitio poten 2 name "a1Delta" lambda 2 mult 1 type grid values 1.2 38710.93548 1.22 32940.94742 1.23 30355.53626 1.24 27954.4838 1.25 25731.20578 1.26 23672.53374 1.27 21767.49394 1.28 20013.89163 1.29 18396.3636 1.3 16910.52035 1.31 15547.58289 1.32 14300.96698 1.33 13161.89364 1.34 12123.77864 1.35 11182.23247 1.36 10341.64463 1.37 9588.846645 1.38 8919.449019 1.39 8329.062261 1.4 7670.638366 1.41 7185.599431 1.42 6772.987124 1.43 6428.411953 1.44 6143.094932 1.45 5914.841315 1.46 5739.26161 1.48 5526.371218 1.5 5478.086799 1.52 5579.045129 1.54 5805.104 1.55 5960.930988 1.56 6143.094932 1.58 6575.459956 1.6 7102.199071 1.62 7696.975322 1.64 8357.593963 1.65 8710.948119 1.66 9073.081261 1.68 9836.852978 1.7 10637.93538 1.72 11469.74424 1.74 12330.08479 1.75 12766.83931 1.76 13207.98332 1.78 14103.43981 1.8 15009.87004 1.82 15925.07925 1.84 16840.28847 1.85 17298.99044 1.86 17755.49768 1.88 18668.51214 1.9 19572.74763 1.92 20468.20412 1.94 21352.68689 1.95 21791.63615 1.96 22226.19592 1.98 23093.12071 2 23951.26652 2.05 25968.23838 2.1 27853.52547 2.15 29591.76455 2.2 31165.39765 2.25 32570.0353 2.3 33810.06696 2.35 34894.27164 2.4 35800.70187 2.45 36610.56326 2.5 37306.29784 2.6 38399.2815 2.7 39182.80594 2.8 39744.66099 2.9 40150.68906 3 40442.59032 3.1 40655.48072 3.2 40811.3077 3.3 40918.85027 3.4 41004.44538 3.5 41068.09302 3.7 41153.68813 4 41221.72526 4.1 41237.08849 4.3 41270.00968 end abinitio poten 3 name "b1Sig+" symmetry + lambda 0 mult 1 type grid values 1.200 44182.44 1.220 38353.19 1.230 35737.05 1.240 33305.28 1.250 31049.08 1.260 28955.29 1.270 27019.52 1.280 25230.80 1.290 23580.35 1.300 22059.40 1.310 20661.34 1.320 19379.61 1.330 18203.23 1.340 17121.22 1.350 16131.39 1.360 15244.71 1.370 14450.21 1.380 13743.50 1.390 13111.41 1.400 12395.93 1.410 11864.80 1.420 11410.49 1.430 11024.21 1.440 10697.19 1.450 10427.24 1.460 10209.96 1.480 9911.47 1.500 9779.79 1.520 9795.15 1.540 9935.62 1.550 10047.55 1.560 10183.62 1.580 10528.20 1.600 10964.95 1.620 11474.13 1.640 12044.77 1.650 12352.03 1.660 12670.27 1.680 13341.86 1.700 14050.77 1.720 14792.59 1.740 15556.36 1.750 15947.03 1.760 16342.08 1.780 17143.16 1.800 17953.02 1.820 18771.67 1.840 19592.50 1.850 20002.92 1.860 20413.34 1.880 21229.78 1.900 22039.64 1.920 22840.72 1.940 23630.83 1.950 24023.69 1.960 24412.16 1.980 25191.30 2.000 25957.26 2.050 27748.18 2.100 29416.18 2.150 30954.70 2.200 32339.59 2.250 33575.23 2.300 34663.82 2.350 35620.73 2.400 36430.59 2.450 37141.69 2.500 37751.83 2.600 38715.32 2.700 39411.06 2.800 39911.46 2.900 40271.40 3.000 40532.57 3.100 40721.32 3.200 40861.79 3.300 40956.16 3.400 41030.78 3.500 41087.85 3.700 41162.47 4.000 41223.92 4.100 41239.28 4.300 41270.01 end abinitio poten 4 name "A3Pi" lambda 1 mult 3 type grid values 1.1 5.76773711E+04 1.1049 5.71879279E+04 1.1098 5.67080857E+04 1.1147 5.62376933E+04 1.1196 5.57766019E+04 1.1245 5.53246646E+04 1.1294 5.48817370E+04 1.1343 5.44476765E+04 1.1392 5.40223427E+04 1.1441 5.36055973E+04 1.149 5.31973039E+04 1.1539 5.27973282E+04 1.1588 5.24055378E+04 1.1637 5.20218022E+04 1.1686 5.16459929E+04 1.1735 5.12779834E+04 1.1784 5.09176486E+04 1.1833 5.05648658E+04 1.1882 5.02195137E+04 1.1931 4.98814730E+04 1.198 4.95506259E+04 1.2029 4.92268567E+04 1.2078 4.89100511E+04 1.2127 4.86000967E+04 1.2176 4.82968824E+04 1.2225 4.80002991E+04 1.2274 4.77102392E+04 1.2323 4.74265967E+04 1.2372 4.71492670E+04 1.2421 4.68781473E+04 1.247 4.66131361E+04 1.2519 4.63541336E+04 1.2568 4.61010412E+04 1.2617 4.58537621E+04 1.2666 4.56122006E+04 1.2715 4.53762627E+04 1.2764 4.51458556E+04 1.2813 4.49208880E+04 1.2862 4.47012698E+04 1.2911 4.44869125E+04 1.296 4.42777286E+04 1.3009 4.40736322E+04 1.3058 4.38745384E+04 1.3107 4.36803638E+04 1.3156 4.34910261E+04 1.3205 4.33064442E+04 1.3254 4.31265384E+04 1.3303 4.29512301E+04 1.3352 4.27804417E+04 1.3401 4.26140969E+04 1.345 4.24521207E+04 1.3499 4.22944390E+04 1.3548 4.21409788E+04 1.3597 4.19916684E+04 1.3646 4.18464370E+04 1.3695 4.17052150E+04 1.3744 4.15679336E+04 1.3793 4.14345252E+04 1.3842 4.13049234E+04 1.3891 4.11790624E+04 1.394 4.10568778E+04 1.3989 4.09383058E+04 1.4038 4.08232839E+04 1.4087 4.07117503E+04 1.4136 4.06036443E+04 1.4185 4.04989059E+04 1.4234 4.03974762E+04 1.4283 4.02992972E+04 1.4332 4.02043117E+04 1.4381 4.01124634E+04 1.443 4.00236969E+04 1.4479 3.99379574E+04 1.4528 3.98551913E+04 1.4577 3.97753456E+04 1.4626 3.96983681E+04 1.4675 3.96242075E+04 1.4724 3.95528132E+04 1.4773 3.94841355E+04 1.4822 3.94181252E+04 1.4871 3.93547341E+04 1.492 3.92939148E+04 1.4969 3.92356202E+04 1.5018 3.91798045E+04 1.5067 3.91264221E+04 1.5116 3.90754284E+04 1.5165 3.90267794E+04 1.5214 3.89804318E+04 1.5263 3.89363430E+04 1.5312 3.88944709E+04 1.5361 3.88547742E+04 1.541 3.88172123E+04 1.5459 3.87817450E+04 1.5508 3.87483329E+04 1.5557 3.87169372E+04 1.5606 3.86875196E+04 1.5655 3.86600426E+04 1.5704 3.86344690E+04 1.5753 3.86107624E+04 1.5802 3.85888869E+04 1.5851 3.85688072E+04 1.59 3.85504885E+04 1.5949 3.85338966E+04 1.5998 3.85189977E+04 1.6047 3.85057586E+04 1.6096 3.84941468E+04 1.6145 3.84841301E+04 1.6194 3.84756769E+04 1.6243 3.84687560E+04 1.6292 3.84633368E+04 1.6341 3.84593892E+04 1.639 3.84568834E+04 1.6439 3.84557904E+04 1.6488 3.84560812E+04 1.6537 3.84577274E+04 1.6586 3.84606996E+04 1.6635 3.84649681E+04 1.6684 3.84705024E+04 1.6733 3.84772715E+04 1.6782 3.84852441E+04 1.6831 3.84943886E+04 1.688 3.85046733E+04 1.6929 3.85160665E+04 1.6978 3.85285370E+04 1.7027 3.85420536E+04 1.7076 3.85565860E+04 1.7125 3.85721045E+04 1.7174 3.85885802E+04 1.7223 3.86059853E+04 1.7272 3.86242930E+04 1.7321 3.86434778E+04 1.737 3.86635153E+04 1.7419 3.86843826E+04 1.7468 3.87060581E+04 1.7517 3.87285217E+04 1.7566 3.87517547E+04 1.7615 3.87757397E+04 1.7664 3.88004610E+04 1.7713 3.88259040E+04 1.7762 3.88520556E+04 1.7811 3.88789039E+04 1.786 3.89064384E+04 1.7909 3.89346495E+04 1.7958 3.89635289E+04 1.8007 3.89930693E+04 1.8056 3.90232640E+04 1.8105 3.90541075E+04 1.8154 3.90855948E+04 1.8203 3.91177213E+04 1.8252 3.91504832E+04 1.8301 3.91838769E+04 1.835 3.92178992E+04 1.8399 3.92525469E+04 1.8448 3.92878169E+04 1.8497 3.93237061E+04 1.8546 3.93602112E+04 1.8595 3.93973287E+04 1.8644 3.94350548E+04 1.8693 3.94733851E+04 1.8742 3.95123149E+04 1.8791 3.95518387E+04 1.884 3.95919506E+04 1.8889 3.96326438E+04 1.8938 3.96739108E+04 1.8987 3.97157432E+04 1.9036 3.97581318E+04 1.9085 3.98010665E+04 1.9134 3.98445362E+04 1.9183 3.98885289E+04 1.9232 3.99330315E+04 1.9281 3.99780302E+04 1.933 4.00235099E+04 1.9379 4.00694547E+04 1.9428 4.01158476E+04 1.9477 4.01626710E+04 1.9526 4.02099058E+04 1.9575 4.02575326E+04 1.9624 4.03055306E+04 1.9673 4.03538787E+04 1.9722 4.04025546E+04 1.9771 4.04515354E+04 1.982 4.05007977E+04 1.9869 4.05503173E+04 1.9918 4.06000694E+04 1.9967 4.06500288E+04 2.0016 4.07001698E+04 2.0065 4.07504664E+04 2.0114 4.08008922E+04 2.0163 4.08514207E+04 2.0212 4.09020249E+04 2.0261 4.09526779E+04 2.031 4.10033529E+04 2.0359 4.10540228E+04 2.0408 4.11046608E+04 2.0457 4.11552401E+04 2.0506 4.12057341E+04 2.0555 4.12561165E+04 2.0604 4.13063613E+04 2.0653 4.13564430E+04 2.0702 4.14063361E+04 2.0751 4.14560161E+04 2.08 4.15054585E+04 2.0849 4.15546396E+04 2.0898 4.16035364E+04 2.0947 4.16521262E+04 2.0996 4.17003871E+04 2.1045 4.17482980E+04 2.1094 4.17958384E+04 2.1143 4.18429885E+04 2.1192 4.18897291E+04 2.1241 4.19360422E+04 2.129 4.19819101E+04 2.1339 4.20273163E+04 2.1388 4.20722447E+04 2.1437 4.21166804E+04 2.1486 4.21606090E+04 2.1535 4.22040170E+04 2.1584 4.22468919E+04 2.1633 4.22892217E+04 2.1682 4.23309953E+04 2.1731 4.23722027E+04 2.178 4.24128342E+04 2.1829 4.24528812E+04 2.1878 4.24923357E+04 2.1927 4.25311906E+04 2.1976 4.25694395E+04 2.2025 4.26070766E+04 2.2074 4.26440969E+04 2.2123 4.26804960E+04 2.2172 4.27162705E+04 2.2221 4.27514171E+04 2.227 4.27859336E+04 2.2319 4.28198183E+04 2.2368 4.28530699E+04 2.2417 4.28856879E+04 2.2466 4.29176722E+04 2.2515 4.29490234E+04 2.2564 4.29797424E+04 2.2613 4.30098308E+04 2.2662 4.30392906E+04 2.2711 4.30681241E+04 2.276 4.30963342E+04 2.2809 4.31239243E+04 2.2858 4.31508979E+04 2.2907 4.31772591E+04 2.2956 4.32030123E+04 2.3005 4.32281622E+04 2.3054 4.32527138E+04 2.3103 4.32766725E+04 2.3152 4.33000438E+04 2.3201 4.33228337E+04 2.325 4.33450482E+04 2.3299 4.33666938E+04 2.3348 4.33877769E+04 2.3397 4.34083043E+04 2.3446 4.34282831E+04 2.3495 4.34477202E+04 2.3544 4.34666230E+04 2.3593 4.34849989E+04 2.3642 4.35028554E+04 2.3691 4.35202003E+04 2.374 4.35370411E+04 2.3789 4.35533859E+04 2.3838 4.35692426E+04 2.3887 4.35846192E+04 2.3936 4.35995237E+04 2.3985 4.36139644E+04 2.4034 4.36279493E+04 2.4083 4.36414867E+04 2.4132 4.36545848E+04 2.4181 4.36672520E+04 2.423 4.36794963E+04 2.4279 4.36913262E+04 2.4328 4.37027499E+04 2.4377 4.37137757E+04 2.4426 4.37244117E+04 2.4475 4.37346662E+04 2.4524 4.37445475E+04 2.4573 4.37540635E+04 2.4622 4.37632226E+04 2.4671 4.37720327E+04 2.472 4.37805018E+04 2.4769 4.37886380E+04 2.4818 4.37964492E+04 2.4867 4.38039432E+04 2.4916 4.38111278E+04 2.4965 4.38180108E+04 2.5014 4.38245999E+04 2.5063 4.38309025E+04 2.5112 4.38369263E+04 2.5161 4.38426786E+04 2.521 4.38481669E+04 2.5259 4.38533984E+04 2.5308 4.38583803E+04 2.5357 4.38631197E+04 2.5406 4.38676237E+04 2.5455 4.38718992E+04 2.5504 4.38759530E+04 2.5553 4.38797919E+04 2.5602 4.38834226E+04 2.5651 4.38868517E+04 2.57 4.38900856E+04 2.5749 4.38931307E+04 2.5798 4.38959934E+04 2.5847 4.38986798E+04 2.5896 4.39011960E+04 2.5945 4.39035481E+04 2.5994 4.39057420E+04 2.6043 4.39077834E+04 2.6092 4.39096782E+04 2.6141 4.39114319E+04 2.619 4.39130501E+04 2.6239 4.39145383E+04 2.6288 4.39159017E+04 2.6337 4.39171457E+04 2.6386 4.39182753E+04 2.6435 4.39192958E+04 2.6484 4.39202119E+04 2.6533 4.39210287E+04 2.6582 4.39217508E+04 2.6631 4.39223831E+04 2.668 4.39229300E+04 2.6729 4.39233962E+04 2.6778 4.39237860E+04 2.6827 4.39241038E+04 2.6876 4.39243538E+04 2.6925 4.39245401E+04 2.6974 4.39246669E+04 2.7023 4.39247382E+04 2.7072 4.39247578E+04 2.7121 4.39247296E+04 2.717 4.39246572E+04 2.7219 4.39245445E+04 2.7268 4.39243948E+04 2.7317 4.39242118E+04 2.7366 4.39239988E+04 2.7415 4.39237592E+04 2.7464 4.39234962E+04 2.7513 4.39232130E+04 2.7562 4.39229128E+04 2.7611 4.39225985E+04 2.766 4.39222731E+04 2.7709 4.39219395E+04 2.7758 4.39216005E+04 2.7807 4.39212589E+04 2.7856 4.39209174E+04 2.7905 4.39205784E+04 2.7954 4.39202447E+04 2.8003 4.39199186E+04 2.8052 4.39196026E+04 2.8101 4.39192990E+04 2.815 4.39190101E+04 2.8199 4.39187381E+04 2.8248 4.39184852E+04 2.8297 4.39182535E+04 2.8346 4.39180450E+04 2.8395 4.39178618E+04 2.8444 4.39177056E+04 2.8493 4.39175785E+04 2.8542 4.39174821E+04 2.8591 4.39174184E+04 2.864 4.39173889E+04 2.8689 4.39173954E+04 2.8738 4.39174394E+04 2.8787 4.39175225E+04 2.8836 4.39176462E+04 2.8885 4.39178120E+04 2.8934 4.39180212E+04 2.8983 4.39182753E+04 2.9032 4.39185755E+04 2.9081 4.39189231E+04 2.913 4.39193194E+04 2.9179 4.39197655E+04 2.9228 4.39202626E+04 2.9277 4.39208118E+04 2.9326 4.39214141E+04 2.9375 4.39220705E+04 2.9424 4.39227821E+04 2.9473 4.39235498E+04 2.9522 4.39243745E+04 2.9571 4.39252570E+04 2.962 4.39261983E+04 2.9669 4.39271990E+04 2.9718 4.39282600E+04 2.9767 4.39293820E+04 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5.657 4.88923314E+04 5.6619 4.89006834E+04 5.6668 4.89090215E+04 5.6717 4.89173457E+04 5.6766 4.89256560E+04 5.6815 4.89339525E+04 5.6864 4.89422352E+04 5.6913 4.89505040E+04 5.6962 4.89587589E+04 5.7011 4.89670000E+04 5.706 4.89752273E+04 5.7109 4.89834407E+04 5.7158 4.89916403E+04 5.7207 4.89998261E+04 5.7256 4.90079980E+04 5.7305 4.90161562E+04 5.7354 4.90243005E+04 5.7403 4.90324311E+04 5.7452 4.90405478E+04 5.7501 4.90486508E+04 5.755 4.90567400E+04 5.7599 4.90648154E+04 5.7648 4.90728770E+04 5.7697 4.90809249E+04 5.7746 4.90889590E+04 5.7795 4.90969793E+04 5.7844 4.91049860E+04 5.7893 4.91129789E+04 5.7942 4.91209580E+04 5.7991 4.91289235E+04 5.804 4.91368752E+04 5.8089 4.91448132E+04 5.8138 4.91527375E+04 5.8187 4.91606482E+04 5.8236 4.91685451E+04 5.8285 4.91764284E+04 5.8334 4.91842980E+04 5.8383 4.91921540E+04 5.8432 4.91999963E+04 5.8481 4.92078250E+04 5.853 4.92156400E+04 5.8579 4.92234414E+04 5.8628 4.92312292E+04 5.8677 4.92390034E+04 5.8726 4.92467640E+04 5.8775 4.92545110E+04 5.8824 4.92622444E+04 5.8873 4.92699643E+04 5.8922 4.92776706E+04 5.8971 4.92853634E+04 5.902 4.92930426E+04 5.9069 4.93007083E+04 5.9118 4.93083604E+04 5.9167 4.93159991E+04 5.9216 4.93236243E+04 5.9265 4.93312359E+04 5.9314 4.93388341E+04 5.9363 4.93464188E+04 5.9412 4.93539901E+04 5.9461 4.93615479E+04 5.951 4.93690923E+04 5.9559 4.93766232E+04 5.9608 4.93841408E+04 5.9657 4.93916449E+04 5.9706 4.93991356E+04 5.9755 4.94066130E+04 5.9804 4.94140770E+04 5.9853 4.94215276E+04 5.9902 4.94289648E+04 5.9951 4.94363888E+04 6 4.94437994E+04 end diabatic 11 13 name "" lambda 1 1 mult 1 1 type grid values 1.20 1.15E-08 1.22 1.66E-08 1.23 1.99E-08 1.24 2.40E-08 1.25 2.88E-08 1.26 3.47E-08 1.28 5.03E-08 1.30 7.31E-08 1.31 8.81E-08 1.32 1.06E-07 1.33 1.28E-07 1.34 1.55E-07 1.35 1.86E-07 1.36 2.25E-07 1.37 2.71E-07 1.38 3.27E-07 1.40 4.76E-07 1.41 5.74E-07 1.42 6.92E-07 1.43 8.34E-07 1.44 1.00E-06 1.45 1.21E-06 1.46 1.46E-06 1.48 2.11E-06 1.50 3.05E-06 1.52 4.39E-06 1.54 6.32E-06 1.55 7.58E-06 1.56 9.08E-06 1.58 1.30E-05 1.60 1.86E-05 1.62 2.65E-05 1.64 3.76E-05 1.65 4.48E-05 1.66 5.33E-05 1.68 7.52E-05 1.70 1.06E-04 1.72 1.48E-04 1.74 2.07E-04 1.75 2.44E-04 1.76 2.87E-04 1.78 3.96E-04 1.80 5.42E-04 1.82 7.35E-04 1.84 9.86E-04 1.85 1.13E-03 1.86 1.30E-03 1.88 1.67E-03 1.90 2.07E-03 1.92 2.40E-03 1.94 2.48E-03 1.95 2.47E-03 1.96 2.46E-03 1.98 2.32E-03 2.00 1.97E-03 2.02 1.57E-03 2.04 1.20E-03 2.05 1.04E-03 2.06 8.97E-04 2.08 6.60E-04 2.10 4.80E-04 2.12 3.46E-04 2.14 2.48E-04 2.15 2.09E-04 2.16 1.76E-04 2.18 1.25E-04 2.20 8.78E-05 2.22 6.17E-05 2.24 4.32E-05 2.25 3.61E-05 2.26 3.01E-05 2.28 2.10E-05 2.30 1.46E-05 2.32 1.01E-05 2.34 7.00E-06 2.35 5.82E-06 2.36 4.84E-06 2.38 3.34E-06 2.40 2.30E-06 2.42 1.59E-06 2.44 1.09E-06 2.45 9.06E-07 2.46 7.51E-07 2.48 5.16E-07 2.50 3.54E-07 2.52 2.43E-07 2.54 1.67E-07 2.56 1.14E-07 2.58 7.82E-08 2.60 5.35E-08 2.62 3.66E-08 2.64 2.51E-08 2.66 1.71E-08 2.68 1.17E-08 2.70 8.01E-09 2.72 5.48E-09 2.74 3.74E-09 2.76 2.56E-09 2.78 1.75E-09 2.80 1.19E-09 2.82 8.20E-10 2.84 5.67E-10 2.86 3.86E-10 2.88 2.52E-10 2.90 1.87E-10 2.92 1.86E-10 2.94 8.59E-11 2.96 8.53E-11 2.98 8.47E-11 3.00 8.41E-11 3.05 8.26E-11 3.10 8.11E-11 3.15 7.96E-11 3.20 7.82E-11 3.25 7.68E-11 3.30 7.52E-11 3.35 7.40E-11 3.40 7.29E-11 3.45 7.17E-11 3.50 7.07E-11 3.70 6.67E-11 4.00 6.18E-11 4.30 5.78E-11 4.50 5.55E-11 5.00 5.07E-11 end abinitio spin-orbit-x 9 3 name "" (Diagonal Coupling) spin 1 0 sigma 1 0 lambda 1 0 -i 0 type grid factor i values 1.000000000000 93.506575727826 1.019587628866 94.162088132725 1.039175257732 94.789937519182 1.058762886598 95.371818272586 1.078350515464 95.889424776398 1.097938144330 96.324451409779 1.117525773196 96.663346303421 1.137113402062 96.896242267499 1.156701030928 97.081796908131 1.176288659794 97.352434157024 1.195876288660 97.152000022377 1.215463917526 96.973426270723 1.235051546392 96.939128903735 1.254639175258 96.848557004355 1.274226804124 96.699095332904 1.293814432990 96.498576256607 1.313402061856 96.284822685354 1.332989690722 95.754613867303 1.352577319588 95.464115767449 1.372164948454 95.122431980852 1.391752577320 94.723874537940 1.411340206186 94.329744628636 1.430927835052 93.932523648685 1.450515463918 93.527919941940 1.470103092784 93.121029835960 1.489690721649 92.716014502705 1.509278350515 92.132684918814 1.528865979381 91.741752740844 1.548453608247 91.376139082758 1.568041237113 91.031695174994 1.587628865979 90.707341009375 1.607216494845 90.407167659552 1.626804123711 90.099860392827 1.646391752577 89.905050088622 1.665979381443 89.580650245364 1.685567010309 89.572688425764 1.705154639175 89.391590678815 1.724742268041 89.039475165342 1.744329896907 88.646519478842 1.763917525773 88.220368615149 1.783505154639 87.842311377756 1.803092783505 87.269099066078 1.822680412371 86.492711659624 1.842268041237 85.875961362870 1.861855670103 85.184053829486 1.881443298969 84.417233438901 1.901030927835 83.540509728523 1.920618556701 82.345242532853 1.940206185567 81.178697541318 1.959793814433 79.975183747804 1.979381443299 78.308392602323 1.998969072165 76.117038749535 2.214432989691 58.321451280334 2.234020618557 57.023337416540 2.253608247423 55.631087754412 2.273195876289 54.437857652749 2.292783505155 53.362827163460 2.312371134021 52.284494096276 2.331958762887 51.168516625850 2.351546391753 50.042120701102 2.371134020619 48.926629236318 2.390721649485 47.814456852841 2.410309278351 46.693306692653 2.429896907216 45.554166016112 2.449484536082 44.390905969559 2.469072164948 43.198392876407 2.488659793814 41.973802671444 2.508247422680 40.715246054399 2.527835051546 39.426742397718 2.547422680412 38.119489852274 2.567010309278 36.805922968408 2.586597938144 35.502804687666 2.606185567010 34.228491924790 2.625773195876 32.999620486671 2.645360824742 31.829995878246 2.664948453608 30.732555297836 2.684536082474 29.715042155518 2.704123711340 28.782617654689 2.723711340206 27.939252806720 2.743298969072 27.186370255864 2.762886597938 26.525023999169 2.782474226804 25.955807617651 2.802061855670 25.479010959166 2.821649484536 25.095049473803 2.841237113402 24.804718501678 2.860824742268 24.608883170126 2.880412371134 24.508409264534 2.900000000000 24.504163057975 7.0 0.0 8.0 0.0 end abinitio spin-orbit-x 12 3 name "" (Diagonal Coupling) spin 1 0 sigma 1 0 lambda 1 0 i 0 type grid factor i values 1.000000000000 -29.724220292916 1.019587628866 -27.840639421762 1.039175257732 -25.790070674217 1.058762886598 -23.655785566577 1.078350515464 -21.521055652865 1.097938144330 -19.469152536923 1.117525773196 -17.595791622793 1.137113402062 -16.071757987741 1.156701030928 -15.206303400879 1.176288659794 -15.336591180012 1.195876288660 -16.103127688220 1.215463917526 -17.084171275009 1.235051546392 -18.170377817455 1.254639175258 -19.326925725559 1.274226804124 -20.533804347487 1.293814432990 -21.776856539258 1.313402061856 -23.044288604194 1.332989690722 -24.184488301733 1.352577319588 -25.511063738111 1.372164948454 -26.861717777036 1.391752577320 -28.376363221399 1.411340206186 -29.752125837620 1.430927835052 -31.124002880243 1.450515463918 -32.503707914561 1.470103092784 -33.894001758233 1.489690721649 -35.295348039838 1.509278350515 -36.597442810604 1.528865979381 -38.015996153294 1.548453608247 -39.449779980123 1.568041237113 -40.893252253643 1.587628865979 -42.343446639784 1.607216494845 -43.797559923184 1.626804123711 -45.236563050259 1.646391752577 -46.743636653901 1.665979381443 -48.139229784153 1.685567010309 -49.736739980584 1.705154639175 -51.177431904423 1.724742268041 -52.443561341986 1.744329896907 -53.622442719113 1.763917525773 -54.765117319473 1.783505154639 -56.337258720134 1.803092783505 -56.945989934277 1.822680412371 -57.399695484128 1.842268041237 -57.895723505839 1.861855670103 -58.301717231748 1.881443298969 -58.647191372882 1.901030927835 -58.968786379392 1.920618556701 -59.175262000345 1.940206185567 -59.673796880786 1.959793814433 -60.127284835003 1.979381443299 -61.077648926049 1.998969072165 -62.506689234229 2.214432989691 -67.329788566009 2.234020618557 -67.283713305972 2.253608247423 -67.288156207817 2.273195876289 -67.284273771444 2.292783505155 -67.275932308409 2.312371134021 -67.267837368376 2.331958762887 -67.257105249735 2.351546391753 -67.236255345543 2.371134020619 -67.200842306930 2.390721649485 -67.161477453771 2.410309278351 -67.130568143021 2.429896907216 -67.112869463684 2.449484536082 -67.106184124749 2.469072164948 -67.108123998323 2.488659793814 -67.117937002492 2.508247422680 -67.135197217389 2.527835051546 -67.159430336658 2.547422680412 -67.190174293394 2.567010309278 -67.227022921459 2.586597938144 -67.270225359610 2.606185567010 -67.320255095833 2.625773195876 -67.377567210975 2.645360824742 -67.442609554520 2.664948453608 -67.515777459727 2.684536082474 -67.597124803601 2.704123711340 -67.686532959460 2.723711340206 -67.783754753405 2.743298969072 -67.888274631337 2.762886597938 -67.999585144211 2.782474226804 -68.117721514777 2.802061855670 -68.243076323945 2.821649484536 -68.374952131591 2.841237113402 -68.509445532476 2.860824742268 -68.642069487171 2.880412371134 -68.768336617953 2.900000000000 -68.883759306109 7.0 0.0 8.0 0.0 end abinitio spin-orbit-x 4 1 name "" (<1.2|LSX|1.4>) spin 1 1 sigma 0 1 lambda 1 0 -i 0 type grid factor i values 1 -15.97003314 1.05 -19.80115795 1.1 -23.29212473 1.11 -23.74808525 1.12 -24.29158762 1.13 -24.80291434 1.14 -25.29142274 1.15 -25.70013081 1.16 -26.15950657 1.17 -26.58869931 1.18 -26.95683904 1.19 -27.10352908 1.2 -26.75410461 1.21 -27.025724 1.22 -27.41157862 1.23 -27.84206626 1.24 -28.29885113 1.25 -28.77450598 1.26 -29.26543694 1.27 -29.87833411 1.28 -30.3883249 1.29 -30.91035496 1.3 -31.4444219 1.31 -31.99061042 1.32 -32.45847897 1.33 -33.02956864 1.34 -33.6180091 1.35 -34.212015 1.36 -34.81683331 1.37 -35.43170444 1.38 -36.05568179 1.39 -36.68763243 1.4 -37.3262426 1.41 -37.97002314 1.42 -38.61842232 1.43 -39.26743316 1.44 -39.91623287 1.45 -40.56275378 1.46 -41.20482286 1.47 -41.84018283 1.48 -42.46652019 1.49 -43.08149447 1.5 -43.68277529 1.51 -44.26917047 1.52 -44.83623519 1.53 -45.38309398 1.54 -45.90789207 1.55 -46.40929964 1.56 -46.89187826 1.57 -47.34158639 1.58 -47.64402178 1.59 -48.04095416 1.6 -48.41279905 1.61 -48.75966115 1.62 -49.08326157 1.64 -49.6766154 1.65 -49.96635813 1.66 -50.28006771 1.68 -50.8196079 1.7 -51.17739171 1.72 -51.43913891 1.74 -51.63843746 1.75 -51.71735308 1.76 -51.78374657 1.78 -51.88171302 1.8 -51.89761439 1.82 -51.91654825 1.84 -51.89766202 1.85 -51.87557936 1.86 -51.84556862 1.88 -51.76328363 1.9 -51.65444397 1.92 -51.52465764 1.94 -51.37868726 1.95 -51.3031972 1.96 -51.22855498 1.98 -51.09361649 2 -51.00503324 2.05 -49.03073053 2.1 -44.63130119 2.15 -41.73472307 2.2 -38.79320182 2.25 -35.61877167 2.3 -32.11489517 2.35 -28.28348395 2.4 -24.17478519 2.5 -15.47845869 2.6 -7.107855152 2.8 5.101714802 7.0 0.0 8.0 0.0 end abinitio spin-orbit-x 4 8 name "" (<1.2|LSX|2.4>) spin 1 1 sigma 0 1 lambda 1 2 -i -2i type grid factor i values 1.1 -0.709530757 1.11 -0.493913392 1.12 -0.313048957 1.13 -0.155972061 1.14 -0.017160282 1.15 0.099259816 1.16 0.210843791 1.17 0.309865258 1.18 0.395389474 1.19 0.456711125 1.2 0.467840684 1.21 0.516835323 1.22 0.569982641 1.23 0.6220519 1.24 0.671703207 1.25 0.718322252 1.26 0.761526711 1.27 0.790117671 1.28 0.826374003 1.29 0.858427175 1.3 0.886062543 1.31 0.909076433 1.32 0.933459845 1.33 0.946636005 1.34 0.954375778 1.35 0.957084095 1.36 0.954334955 1.37 0.946005235 1.38 0.93199156 1.39 0.912214481 1.4 0.886621106 1.41 0.855189046 1.42 0.818021018 1.43 0.775016061 1.44 0.726346464 1.45 0.672164981 1.46 0.61268165 1.47 0.548168618 1.48 0.47896695 1.49 0.405498695 1.5 0.328253501 1.51 0.247703239 1.52 0.164776944 1.53 0.080105387 1.54 0.005407196 1.55 -0.090770538 1.56 -0.175542614 1.57 -0.257028277 1.58 -0.325535089 1.59 -0.397451877 1.6 -0.461587632 1.61 -0.516806571 1.62 -0.559448517 1.64 -0.585675077 1.65 -0.544280845 1.66 -0.435270648 1.68 -0.237232763 1.7 -0.124093151 1.72 0.002582558 1.74 0.160393377 1.75 0.252734695 1.76 0.354176308 1.78 0.584083008 1.8 0.856180413 1.82 1.15455793 1.84 1.487260841 1.85 1.66611006 1.86 1.853254103 1.88 2.252541885 1.9 2.685660146 1.92 3.153758493 1.94 3.659109586 1.95 3.926896509 1.96 4.20572608 1.98 4.801748947 2 5.465858331 2.05 7.375506221 2.1 8.885165765 2.15 10.91855762 2.2 13.25847762 2.25 15.81194666 2.3 18.50377471 2.35 21.24451728 2.4 23.93883438 2.5 28.90181883 2.6 32.95241673 2.8 38.17783709 3 40.32592529 7.0 0.0 8.0 0.0 end abinitio spin-orbit-x 9 8 name "" (<2.2|LSX|2.4>, DIABATISED §) spin 1 1 sigma 0 1 lambda 1 2 -i -2i type grid factor i values 1.20 16.28577474 1.21 15.64509003 1.22 15.06868494 1.23 14.53817411 1.24 14.04644199 1.25 13.58924923 1.26 13.10892648 1.27 12.70772227 1.28 12.33779321 1.29 11.99218282 1.30 11.66890185 1.31 11.36634641 1.32 11.08300782 1.33 10.8175141 1.34 10.56765459 1.35 10.33433152 1.36 10.1154112 1.37 9.96213159 1.38 9.774292253 1.39 9.598367174 1.40 9.433699092 1.41 9.279694859 1.42 9.135852255 1.43 9.001733003 1.44 8.876981563 1.45 8.761311281 1.46 8.654510847 1.47 8.556439832 1.48 8.467030933 1.49 8.38629205 1.50 8.314305687 1.51 8.250832889 1.52 8.196936798 1.53 8.152510855 1.54 8.117958218 1.55 8.093768376 1.56 8.085173402 1.57 8.083641047 1.58 8.089295771 1.59 8.117038004 1.60 8.15866364 1.61 8.215118312 1.62 8.287363947 1.64 8.483033458 1.65 8.60825585 1.66 8.752785363 1.68 9.102050137 1.70 9.533403584 1.72 10.0461708 1.80 13.09800153 1.82 13.80142452 1.84 14.53059767 1.85 14.91077973 1.86 15.29113955 1.88 16.10437862 1.90 16.95767736 1.92 17.85154132 1.94 18.78748601 1.95 19.2720339 1.96 19.76812209 1.98 20.79610064 2.00 21.86994166 2.02 22.97056078 2.04 24.03417792 2.05 24.53001839 2.06 24.95474381 2.08 25.81253767 2.10 26.73768415 2.12 27.66517279 2.14 28.57834611 2.15 29.02926457 2.16 29.45971998 2.18 30.34057947 2.20 31.20258853 2.22 32.04427602 2.24 32.85521792 2.25 33.24847946 2.26 33.63261672 2.28 34.37054947 2.30 35.06191731 2.32 35.69949357 2.34 36.27539467 2.38 37.4132541 2.40 37.71784827 2.42 37.95019957 2.44 38.10358025 2.45 38.13831142 2.46 38.16283881 2.48 38.14847488 2.50 38.05051712 2.52 37.87281994 2.54 37.62237488 2.56 37.30874246 2.58 36.9579474 2.60 36.56272275 2.62 36.13436696 2.64 35.69466342 2.66 35.25557224 2.68 34.82822568 2.70 34.42057451 2.72 34.04014309 2.74 33.69247127 2.76 33.38263682 2.78 33.11370476 2.80 32.88805106 2.82 32.70749579 2.84 32.5807615 2.86 32.46758922 2.88 32.41007972 2.90 32.36378408 2.92 32.31959915 2.94 32.27015008 2.96 32.20308026 2.98 32.11131601 3.00 31.98692467 7.0 0.0 8.0 0.0 end abinitio spin-orbit-x 12 8 name "" (<3.2|LSX|2.4>, DIABATISED §) spin 1 1 sigma 0 1 lambda 1 2 i -2i type grid factor i values 1.20 32.55871339 1.21 30.93371585 1.22 29.81045516 1.23 28.95513905 1.24 28.29495398 1.25 27.78766191 1.26 27.37648491 1.27 27.15309598 1.28 26.94271407 1.29 26.80035118 1.30 26.71412698 1.31 26.67516061 1.32 26.67585155 1.33 26.70982072 1.34 26.77445751 1.35 26.85929862 1.36 26.96317736 1.40 27.72229854 1.41 27.85417598 1.42 27.98771321 1.43 28.12039408 1.44 28.24988381 1.45 28.37391303 1.46 28.49028857 1.47 28.59688279 1.48 28.69162717 1.49 28.77251339 1.50 28.83755718 1.51 28.88529359 1.52 28.91287825 1.53 28.91901093 1.54 28.90188231 1.55 28.85974803 1.56 28.79400697 1.57 28.69663554 1.58 28.5505955 1.59 28.39204635 1.60 28.20092396 1.61 27.97607011 1.62 27.71655483 1.64 27.09057445 1.65 26.72363415 1.66 26.32101999 1.68 25.41233911 1.74 21.26449903 1.75 20.68778537 1.76 20.11472014 1.78 18.92692598 1.80 17.73463148 1.82 16.56577821 1.84 15.4091605 1.85 14.84076996 1.86 14.27622496 1.88 13.18042085 1.90 12.11687619 1.92 11.07905899 1.94 10.05053416 1.95 9.531092103 1.96 9.001267975 1.98 7.88066797 2.00 6.611848043 2.10 1.627624147 2.12 0.804465501 2.14 0.037558377 2.15 -0.315041019 2.16 -0.642292406 2.18 -1.254564924 2.20 -1.809502827 2.22 -2.320209866 2.24 -2.798082487 2.25 -3.027363746 2.26 -3.251443743 2.28 -3.687822892 2.30 -4.110609144 2.32 -4.52453064 2.34 -4.932806191 2.38 -5.850572537 2.40 -6.221129569 2.42 -6.58791437 2.44 -6.945448023 2.45 -7.119760528 2.46 -7.294958367 2.48 -7.641780818 2.50 -7.984391289 2.52 -8.323409779 2.54 -8.659442527 2.56 -8.993069849 2.58 -9.32743422 2.60 -9.695893691 2.62 -10.02771851 2.64 -10.35987847 2.66 -10.69301171 2.68 -11.0276183 2.70 -11.36417396 2.72 -11.70309627 2.74 -12.04455067 2.76 -12.38867769 2.78 -12.73550777 2.80 -13.08504296 2.82 -13.437234 2.84 -13.86408191 2.86 -14.36276075 7.0 0.0 8.0 0.0 end abinitio spin-orbit-x 4 5 (MAYBE CUT OFF >2 A <1.2|LSX|3.4> HERE ) name "" spin 1 1 sigma 0 1 lambda 1 0 -i 0 type grid factor i values 1.1 46.284117234904 1.11 44.426698601171 1.12 42.389435211830 1.13 40.261653900273 1.14 38.147498671204 1.15 36.386628683608 1.16 34.560024507594 1.17 32.996405589146 1.18 31.763089187197 1.19 31.186355726153 1.2 31.914655075502 1.21 31.140941596480 1.22 30.196682063032 1.23 29.301587700181 1.24 28.501072857074 1.25 27.805096634059 1.26 27.214888966971 1.27 26.765477568027 1.28 26.345238517609 1.29 25.999835488048 1.3 25.719601280254 1.31 25.495794000185 1.32 25.326719084213 1.33 25.194705751867 1.34 25.097404527219 1.35 25.035693967218 1.36 25.002997514535 1.37 24.996314731484 1.38 25.013154361526 1.39 25.051427006168 1.4 25.109370064647 1.41 25.185487597875 1.42 25.277878297121 1.43 25.386629513287 1.44 25.510255842070 1.45 25.647963443726 1.46 25.799072824798 1.47 25.963008961751 1.48 26.139283743006 1.49 26.327490701544 1.5 26.527286798516 1.51 26.738163730678 1.52 26.960277105542 1.53 27.193183803827 1.54 27.436644378711 1.55 27.690365392612 1.56 27.958290365705 1.57 28.231960306750 1.58 28.577243503163 1.59 28.868344119431 1.6 29.168051652842 1.61 29.477407291049 1.62 29.795840180535 1.64 30.466276140697 1.65 30.830139400978 1.66 31.232135500561 1.68 32.027368686664 1.7 32.753892925195 1.72 33.459806959518 1.74 34.160300409395 1.75 34.509236980522 1.76 34.857822611713 1.78 35.555735259400 1.8 36.273389430705 1.82 36.986275954592 1.84 37.711732229567 1.85 38.082217258951 1.86 38.458567089434 1.88 39.231798602166 1.9 40.037074947400 1.92 40.879727163933 1.94 41.762805290717 1.95 42.219809634008 1.96 42.686446938345 1.98 43.641801353358 2 44.595145819698 2.05 46.260525687303 2.1 49.198428027108 2.15 52.489253914193 2.2 55.675269252117 2.25 58.529197744789 2.3 61.037152134908 2.35 63.239827628098 2.4 65.134977901507 2.5 67.836301293494 2.6 69.054201577861 2.8 67.862629470273 3 64.677064933242 7.0 0.0 8.0 0.0 end abinitio spin-orbit-x 9 1 name "" (<2.2|LSX|1.4>, DIABATISED §) spin 1 1 sigma 0 1 lambda 1 0 -i 0 type grid factor i values 1.20 -97.77620473 1.21 -97.81282206 1.22 -97.84207093 1.23 -97.85566199 1.24 -97.8520658 1.25 -97.8311699 1.26 -97.82420635 1.27 -97.79396428 1.28 -97.73265705 1.29 -97.65860495 1.30 -97.57285043 1.31 -97.47681712 1.32 -97.37166893 1.33 -97.25845082 1.34 -97.12964831 1.35 -97.00353314 1.36 -96.87188532 1.37 -96.72067778 1.38 -96.58029099 1.39 -96.43660387 1.40 -96.29013165 1.41 -96.14142154 1.42 -95.99095921 1.43 -95.83927074 1.44 -95.68686508 1.45 -95.53426309 1.46 -95.38199776 1.47 -95.230609 1.48 -95.08064068 1.49 -94.93263431 1.50 -94.78711656 1.51 -94.64318106 1.52 -94.50421014 1.53 -94.36908219 1.54 -94.23811461 1.55 -94.11123911 1.56 -93.99622529 1.57 -93.87842829 1.58 -93.89607566 1.59 -93.7813419 1.60 -93.66998578 1.61 -93.56131297 1.62 -93.45446742 1.64 -93.24221064 1.65 -93.13458148 1.66 -93.02441031 1.68 -92.79191308 1.70 -92.53640842 1.72 -92.25089902 1.74 -91.99137798 1.75 -91.81809988 1.76 -91.62684666 1.78 -91.23688125 1.80 -90.81116797 1.82 -90.33555396 1.84 -89.83292457 1.85 -89.57293984 1.86 -89.30729433 1.88 -88.77564069 1.90 -88.26163821 1.92 -87.80197746 1.94 -87.45289004 1.95 -87.34458497 1.96 -87.29822556 2.10 -87.10297948 2.12 -86.41025767 2.14 -85.56556708 2.15 -85.06742339 2.16 -84.55429144 2.18 -83.34001836 2.20 -81.98529594 2.22 -80.51607415 2.24 -78.94503684 2.25 -78.12455989 2.26 -77.2813401 2.28 -75.52679718 2.30 -73.67726916 2.32 -71.72551213 2.34 -69.66240224 2.35 -68.96112334 2.36 -67.85891065 2.38 -65.21525133 2.40 -62.72781235 2.42 -60.07209147 2.44 -57.24357809 2.45 -55.75343766 2.46 -54.23480246 2.48 -51.08498329 2.50 -47.80604186 2.52 -44.43134738 2.54 -41.0021572 2.56 -37.5646053 2.58 -34.18325016 2.60 -30.82407785 2.62 -27.63912303 2.64 -24.61540484 2.66 -21.77960605 2.68 -19.15205708 2.70 -16.74343417 2.72 -14.56105579 2.74 -12.60728777 2.76 -10.88174023 2.78 -9.381407533 2.80 -8.102026723 2.82 -7.039073732 2.84 -6.151804922 2.86 -5.515940012 2.90 -3.842685827 2.92 -2.570244557 2.94 -1.179603377 2.96 0.3228212 2.98 1.916398064 3.00 3.579969869 7.0 0.0 8.0 0.0 end abinitio spin-orbit-x 12 1 name "" (<3.2|LSX|1.4>, DIABATISED §) spin 1 1 sigma 0 1 lambda 1 0 i 0 type grid factor i values 1.20 -0.751084374 1.21 -2.496324631 1.22 -3.889890564 1.23 -5.09687462 1.24 -6.175546184 1.25 -7.166792106 1.26 -8.064927229 1.27 -8.945436212 1.28 -9.783772709 1.29 -10.59783644 1.30 -11.3930745 1.31 -12.17644321 1.32 -12.95265813 1.33 -13.72556504 1.34 -14.49918257 1.35 -15.27442736 1.36 -16.05439962 1.37 -17.16089157 1.38 -17.94960014 1.39 -18.74830947 1.40 -19.5579855 1.41 -20.37948602 1.42 -21.21345026 1.43 -22.06032926 1.44 -22.92051271 1.45 -23.79425905 1.46 -24.68171024 1.47 -25.58292014 1.48 -26.49787117 1.49 -27.42649059 1.50 -28.36864958 1.51 -29.32455726 1.52 -30.29326875 1.53 -31.27500621 1.54 -32.26957129 1.55 -33.27692478 1.56 -34.29705904 1.57 -35.32909779 1.58 -36.42525557 1.59 -37.48091045 1.60 -38.54807174 1.61 -39.62636551 1.62 -40.71533092 1.64 -42.92232215 1.65 -44.03834745 1.66 -45.16087061 1.68 -47.41772111 1.70 -49.67303835 1.72 -51.90370573 1.74 -54.92750515 1.75 -55.91458757 1.76 -56.88585128 1.78 -58.72464277 1.80 -60.47316952 1.82 -62.08354233 1.84 -63.53815597 1.85 -64.20465381 1.86 -64.81599499 1.88 -65.91511087 1.90 -66.79439662 1.92 -67.41000046 1.94 -67.69645542 1.95 -67.68614735 1.96 -67.5516619 1.98 -66.81943253 2.10 -60.64413422 2.12 -59.97968807 2.14 -59.4058759 2.15 -59.18113981 2.16 -59.01396768 2.18 -58.72332157 2.20 -58.5027886 2.22 -58.31163817 2.24 -58.12035284 2.25 -58.01898764 2.26 -57.91178176 2.28 -57.67538301 2.30 -57.41026201 2.32 -57.11484228 2.34 -56.79048492 2.35 -56.63048492 2.36 -56.44367052 2.38 -56.17325213 2.40 -55.81810079 2.42 -55.43490915 2.44 -55.03313242 2.45 -54.8272736 2.46 -54.61442555 2.48 -54.17660809 2.50 -53.72529142 2.52 -53.26374241 2.54 -52.7951661 2.56 -52.3230153 2.58 -51.84756026 2.60 -51.34620937 2.62 -50.88194916 2.64 -50.42701674 2.66 -49.98453119 2.68 -49.55746138 2.70 -49.14828456 2.72 -48.75923635 2.74 -48.39226165 2.76 -48.04870846 2.78 -47.72960829 2.80 -47.43552754 2.82 -47.16669094 2.84 -46.86790612 2.86 -46.57790612 2.88 -46.19119566 2.90 -45.80559529 2.92 -45.42424556 2.94 -45.03756867 2.96 -44.65674572 2.98 -44.27291595 3.00 -43.88405314 7.0 0.0 8.0 0.0 end abinitio spin-orbit-x 9 5 name "" (<2.2|LSX|3.4>, DIABATISED §) spin 1 1 sigma 0 1 lambda 1 0 -i 0 type grid factor i values 1.20 -31.13969543 1.21 -31.20567698 1.22 -31.29923403 1.23 -31.39766717 1.24 -31.50300621 1.25 -31.61977866 1.26 -31.68444394 1.27 -31.85776216 1.28 -32.0271418 1.29 -32.21664818 1.30 -32.42607737 1.31 -32.6548971 1.32 -32.90221197 1.33 -33.16693714 1.34 -33.44605079 1.35 -33.74216904 1.36 -34.05193276 1.37 -34.39329676 1.38 -34.7247631 1.39 -35.06565035 1.40 -35.41467453 1.41 -35.77060301 1.42 -36.13218256 1.43 -36.4981625 1.44 -36.86729742 1.45 -37.23834085 1.46 -37.61004362 1.47 -37.98114806 1.48 -38.35038646 1.49 -38.71648163 1.50 -39.07814557 1.51 -39.43354334 1.52 -39.78246905 1.53 -40.12303922 1.54 -40.4539392 1.55 -40.77380968 1.56 -41.08689044 1.57 -41.38103072 1.58 -41.58940217 1.59 -41.85471283 1.60 -42.10269413 1.61 -42.33201565 1.62 -42.54148909 1.64 -42.89632524 1.65 -43.03947633 1.66 -43.15837814 1.68 -43.31952196 1.70 -43.37250554 1.78 -41.84439822 1.80 -41.41096198 1.82 -40.88939373 1.84 -40.22433681 1.85 -39.84525302 1.86 -39.41630236 1.88 -38.48497743 1.90 -37.39821567 1.92 -36.13543679 1.94 -34.66565107 1.95 -33.84114499 1.96 -32.94711398 1.98 -30.911899 2.00 -28.46327289 2.02 -25.50020029 2.08 -17.77413631 2.10 -15.11138836 2.12 -12.16597904 2.14 -9.180683214 2.15 -7.695039661 2.16 -6.176334259 2.18 -3.257378163 2.20 -0.404927291 2.22 2.365840985 2.24 5.045475137 2.25 6.350699098 2.26 7.63366925 2.28 10.13767968 2.30 12.57132528 2.32 14.95096294 2.34 17.28954362 2.35 18.39302123 2.36 19.51812796 2.38 21.88641646 2.40 24.12649099 2.42 26.35858139 2.44 28.56743988 2.45 29.66171515 2.46 30.73550579 2.48 32.82396599 2.50 34.80870458 2.52 36.66057679 2.54 38.35385331 2.56 39.86892493 2.58 41.18979581 2.60 42.19071498 2.62 43.13021373 2.64 43.89122089 2.66 44.48971266 2.68 44.94456124 2.70 45.27625221 2.72 45.5053539 2.74 45.65207491 2.76 45.73341451 2.78 45.76640388 2.80 45.76552466 2.82 45.7432758 2.86 45.69042182 2.88 45.72661234 2.90 45.75643573 2.92 45.79799244 2.94 45.82042009 2.96 45.87683546 2.98 45.93720777 3.00 45.99917019 7.0 0.0 8.0 0.0 end abinitio spin-orbit-x 12 5 name "" (<3.2|LSX|3.4>, DIABATISED §) spin 1 1 sigma 0 1 lambda 1 0 i 0 type grid factor i values 1.20 -1.67942781 1.21 0.299281459 1.22 1.933827819 1.23 3.31623041 1.24 4.496482111 1.25 5.509193432 1.26 6.351899975 1.27 7.14862733 1.28 7.829043028 1.29 8.437204204 1.30 8.986684313 1.31 9.488067327 1.32 9.949923424 1.33 10.37912463 1.34 10.78134381 1.35 11.16080675 1.36 11.52120375 1.37 12.01366706 1.38 12.34126652 1.39 12.65722568 1.40 12.96242075 1.41 13.25933861 1.42 13.54842222 1.43 13.83051595 1.44 14.10632663 1.45 14.37644774 1.46 14.64138716 1.47 14.90159133 1.48 15.15746081 1.49 15.40937339 1.50 15.65768233 1.51 15.90289133 1.52 16.14507976 1.53 16.38479147 1.54 16.62243151 1.55 16.85842226 1.56 17.09608809 1.57 17.33010615 1.58 17.48622346 1.59 17.72132305 1.60 17.95770655 1.61 18.19575802 1.62 18.43605783 1.64 18.92533698 1.65 19.17520308 1.66 19.42897623 1.68 19.94878016 1.70 20.48364988 1.72 21.03226235 1.78 23.07257882 1.80 23.53173306 1.82 24.01175557 1.84 24.47294543 1.85 24.70415052 1.86 24.9275206 1.88 25.4127798 1.90 25.92816162 1.92 26.49253251 1.94 27.13185528 1.95 27.48869039 1.96 27.87671698 1.98 28.76675873 2.00 29.83857805 2.02 31.08212975 2.08 32.47878163 2.10 32.68886884 2.12 32.89078387 2.14 32.96433927 2.15 32.95042867 2.16 32.87749004 2.18 32.69723564 2.20 32.41444063 2.22 32.0445521 2.24 31.60606639 2.25 31.36668547 2.26 31.11715449 2.28 30.59905079 2.30 30.06870083 2.32 29.54598624 2.34 29.04669555 2.35 28.64212829 2.36 28.3751931 2.38 27.94699749 2.40 27.56377855 2.42 27.23719428 2.44 26.96318827 2.45 26.84505085 2.46 26.74079176 2.48 26.56805019 2.50 26.43815159 2.52 26.3445546 2.54 26.28011296 2.56 26.23784037 2.58 26.21116557 2.60 26.21912382 2.62 26.20089946 2.64 26.17895478 2.66 26.14881654 2.68 26.10666515 2.70 26.05004348 2.72 25.97753168 2.74 25.88862269 2.76 25.78350585 2.78 25.66303089 2.80 25.52893261 2.82 25.38290022 2.84 25.25700262 2.86 25.04495049 2.88 24.89236272 2.90 24.7400443 2.92 24.58744374 2.94 24.43840599 2.96 24.2886693 2.98 24.14186812 3.00 23.99878034 7.0 0.0 8.0 0.0 end ( spin-orbit-x 9 8 ) ( name "" (<2.3|LSX|1.1>, DIABATISED § %) ) ( spin 1 1 ) ( sigma 0 1 ) ( lambda 1 2 ) ( -i -2i ) ( type grid ) ( factor i ) ( values) ( 1.20 15.85481813 ) ( 1.21 15.27298405 ) ( 1.22 14.74402394 ) ( 1.23 14.2580729 ) ( 1.24 13.808971 ) ( 1.25 13.39274943 ) ( 1.26 13.00637389 ) ( 1.27 12.6396766 ) ( 1.28 12.30675051 ) ( 1.29 11.99680578 ) ( 1.30 11.70799016 ) ( 1.31 11.43881543 ) ( 1.32 11.18786329 ) ( 1.33 10.95384373 ) ( 1.34 10.73446791 ) ( 1.35 10.53101807 ) ( 1.36 10.34126594 ) ( 1.37 10.16433255 ) ( 1.38 9.999426479 ) ( 1.39 9.845842255 ) ( 1.40 9.702960727 ) ( 1.41 9.570239084 ) ( 1.42 9.447220114 ) ( 1.43 9.333522492 ) ( 1.44 9.22883817 ) ( 1.45 9.132950115 ) ( 1.46 9.045713572 ) ( 1.47 8.967056655 ) ( 1.48 8.896992751 ) ( 1.49 8.835607079 ) ( 1.50 8.783096476 ) ( 1.51 8.739306255 ) ( 1.52 8.705434615 ) ( 1.53 8.681484391 ) ( 1.54 8.667993448 ) ( 1.55 8.665580888 ) ( 1.56 8.679469161 ) ( 1.57 8.70160773 ) ( 1.58 8.629730383 ) ( 1.59 8.683728373 ) ( 1.60 8.75301305 ) ( 1.61 8.838614409 ) ( 1.62 8.941468367 ) ( 1.64 9.202405728 ) ( 1.65 9.361841772 ) ( 1.66 9.541167482 ) ( 1.68 9.959443335 ) ( 1.70 10.45420591 ) ( 1.72 11.02795918 ) ( 1.74 11.66403698 ) ( 1.75 12.00118154 ) ( 1.76 12.34970699 ) ( 1.78 13.07618026 ) ( 1.80 13.83652758 ) ( 1.82 14.62389476 ) ( 1.84 15.43536826 ) ( 1.85 15.84958047 ) ( 1.86 16.2692215 ) ( 1.88 17.12477936 ) ( 1.90 18.0026862 ) ( 1.92 18.90448126 ) ( 1.94 19.83263908 ) ( 1.95 20.30751337 ) ( 1.96 20.79002119 ) ( 1.98 21.77821704 ) ( 2.00 22.79225643 ) ( 2.02 23.8065788 ) ( 2.04 24.77228794 ) ( 2.05 25.35210031 ) ( 2.06 25.6920162 ) ( 2.08 26.57352145 ) ( 2.10 27.47707205 ) ( 2.12 28.36175186 ) ( 2.14 29.22574068 ) ( 2.15 29.65105176 ) ( 2.16 30.07200474 ) ( 2.18 30.90059881 ) ( 2.20 31.73209249 ) ( 2.22 32.509948 ) ( 2.24 33.25013421 ) ( 2.25 33.60673246 ) ( 2.26 33.95384291 ) ( 2.28 34.61745171 ) ( 2.30 35.23626885 ) ( 2.32 35.80504054 ) ( 2.34 36.31867849 ) ( 2.35 36.55182474 ) ( 2.36 36.7680847 ) ( 2.38 37.14429811 ) ( 2.40 37.43393167 ) ( 2.42 37.61980411 ) ( 2.44 37.68935052 ) ( 2.45 37.67109086 ) ( 2.46 37.61387211 ) ( 2.48 37.37230921 ) ( 2.50 36.9470408 ) ( 2.52 36.30591271 ) ( 2.54 35.49389032 ) ( 2.56 34.50807706 ) ( 2.58 33.38105436 ) ( 2.60 32.15299762 ) ( 2.62 30.86609765 ) ( 2.64 29.55839353 ) ( 2.66 28.29781556 ) ( 2.68 27.02999621 ) ( 2.70 25.80540478 ) ( 2.72 24.63086822 ) ( 2.74 23.50851064 ) ( 2.76 22.43863976 ) ( 2.78 21.42936681 ) ( 2.80 35.81768981 ) ( 2.82 36.55373394 ) ( 2.84 37.35118007 ) ( 2.86 38.22173375 ) ( 2.88 39.17560421 ) ( 2.90 40.22233499 ) ( 2.92 41.371461 ) ( 2.94 42.63299638 ) ( 2.96 44.01777595 ) ( 2.98 45.53830724 ) ( 3.00 47.20749871 ) (7.0 0.0) (8.0 0.0) ( end ) ( spin-orbit-x 12 8 ) ( name "" (<3.3|LSX|1.1>, DIABATISED §) ) ( spin 1 1 ) ( sigma 0 1 ) ( lambda 1 2 ) ( i -2i ) ( type grid ) ( factor i ) ( values) ( 1.20 30.37637582 ) ( 1.21 29.22519859 ) ( 1.22 28.3355834 ) ( 1.23 27.64305471 ) ( 1.24 27.10781496 ) ( 1.25 26.69673721 ) ( 1.26 26.38888769 ) ( 1.27 26.22556281 ) ( 1.28 26.06503341 ) ( 1.29 25.96286177 ) ( 1.30 25.90951524 ) ( 1.31 25.89750163 ) ( 1.32 25.92040851 ) ( 1.33 25.97280043 ) ( 1.34 26.05290504 ) ( 1.35 26.15070306 ) ( 1.36 26.26560146 ) ( 1.37 26.39433888 ) ( 1.38 26.53392968 ) ( 1.39 26.68161822 ) ( 1.40 26.83487106 ) ( 1.41 26.99113082 ) ( 1.42 27.14807968 ) ( 1.43 27.30343362 ) ( 1.44 27.45512772 ) ( 1.45 27.6006694 ) ( 1.46 27.73800789 ) ( 1.47 27.86508098 ) ( 1.48 27.979705 ) ( 1.49 28.07982553 ) ( 1.50 28.16332413 ) ( 1.51 28.22861536 ) ( 1.52 28.27267552 ) ( 1.53 28.29397374 ) ( 1.54 28.29054901 ) ( 1.55 28.26029707 ) ( 1.56 28.20419633 ) ( 1.57 28.11444137 ) ( 1.58 27.97463284 ) ( 1.59 27.81815276 ) ( 1.60 27.62615017 ) ( 1.61 27.39714423 ) ( 1.62 27.13039424 ) ( 1.64 26.48074157 ) ( 1.65 26.09791711 ) ( 1.66 25.67725332 ) ( 1.68 24.72900242 ) ( 1.70 23.65510107 ) ( 1.72 22.47788279 ) ( 1.74 21.23123754 ) ( 1.75 20.59162786 ) ( 1.76 19.94598568 ) ( 1.78 18.64792995 ) ( 1.80 17.35459039 ) ( 1.82 16.09789037 ) ( 1.84 14.88188261 ) ( 1.85 14.29114256 ) ( 1.86 13.71277202 ) ( 1.88 12.59349614 ) ( 1.90 11.52140109 ) ( 1.92 10.48736949 ) ( 1.94 9.473937339 ) ( 1.95 8.96651662 ) ( 1.96 8.452454215 ) ( 1.98 7.380712043 ) ( 2.00 6.210415036 ) ( 2.02 4.947068427 ) ( 2.04 3.782199142 ) ( 2.05 3.104814378 ) ( 2.06 2.811501193 ) ( 2.08 2.193539064 ) ( 2.10 1.265834699 ) ( 2.12 0.356717723 ) ( 2.14 -0.443187063 ) ( 2.15 -0.802285115 ) ( 2.16 -1.137416433 ) ( 2.18 -1.74665964 ) ( 2.20 -2.3075281 ) ( 2.22 -2.820374705 ) ( 2.24 -3.292234254 ) ( 2.25 -3.515721899 ) ( 2.26 -3.732981698 ) ( 2.28 -4.150304938 ) ( 2.30 -4.548359516 ) ( 2.32 -4.930371366 ) ( 2.34 -5.298782114 ) ( 2.35 -5.478308102 ) ( 2.36 -5.6551317 ) ( 2.38 -6.001182009 ) ( 2.40 -6.338072504 ) ( 2.42 -6.598354796 ) ( 2.44 -6.908707828 ) ( 2.45 -7.061712042 ) ( 2.46 -7.213146153 ) ( 2.48 -7.510930808 ) ( 2.50 -7.801308955 ) ( 2.52 -8.150096979 ) ( 2.54 -8.425665179 ) ( 2.56 -8.692461332 ) ( 2.58 -8.951292803 ) ( 2.60 -9.203367781 ) ( 2.62 -9.450246621 ) ( 2.64 -9.69353751 ) ( 2.66 -9.858436596 ) ( 2.68 -10.09736671 ) ( 2.70 -10.33610123 ) ( 2.72 -10.5751138 ) ( 2.74 -10.81461787 ) ( 2.76 -11.05454553 ) ( 2.78 -11.29387365 ) ( 2.80 -10.04009129 ) ( 2.82 -10.05365007 ) ( 2.84 -10.05176721 ) ( 2.86 -10.03252108 ) ( 2.88 -9.993811336 ) ( 2.90 -9.933657875 ) ( 2.92 -9.8500817 ) ( 2.94 -9.74107558 ) ( 2.96 -9.604599245 ) ( 2.98 -9.4383841 ) ( 3.00 -9.240164955 ) (7.0 0.0) (8.0 0.0) ( end ) abinitio spin-orbit-x 4 7 name "" (<1.3|LSX|2.1> SWAP) spin 1 1 sigma 0 1 lambda 1 0 -i 0 type grid factor i values 1 7.99546104 1.05 4.532684022 1.1 3.730749398 1.11 3.658401561 1.12 3.613751861 1.13 3.573076628 1.14 3.544967414 1.15 3.52767852 1.16 3.51976185 1.17 3.519982422 1.18 3.519091355 1.19 3.532576535 1.2 3.550945464 1.21 3.573139398 1.22 3.598081373 1.23 3.624726032 1.24 3.462392279 1.25 3.489440772 1.26 3.519824181 1.27 3.553364514 1.28 3.589010047 1.29 3.626726543 1.3 3.666203664 1.31 3.707163337 1.32 3.749352726 1.33 3.79253831 1.34 3.837050838 1.35 3.881570609 1.36 3.926421127 1.37 3.891542 1.38 3.930917285 1.39 3.970157812 1.4 4.008903205 1.41 4.046775309 1.42 4.083357121 1.43 4.1182064 1.44 4.150829329 1.45 4.180704874 1.46 4.207265036 1.47 4.229895284 1.48 4.247931051 1.49 4.260654874 1.5 4.267295737 1.51 4.267141885 1.52 4.259062805 1.53 4.242246878 1.54 4.215698129 1.55 4.178374054 1.56 4.128414824 1.57 4.06619618 1.58 3.986420224 1.59 3.894782542 1.6 3.786837237 1.61 3.661573628 1.62 3.518100866 1.64 3.173846348 1.65 2.972285455 1.66 2.750726473 1.68 2.250583074 1.69 1.973072985 1.7 1.678573366 1.71 1.368216045 1.72 1.043220425 1.74 0.354211644 1.75 -0.007371933 1.76 -0.378880154 1.78 -1.148024171 1.8 -1.951365628 1.82 -2.773673863 1.84 -3.616660559 1.85 -4.044998223 1.86 -4.47713214 1.88 -5.351951217 1.9 -6.238409911 1.92 -7.132938688 1.94 -8.030086675 1.95 -8.476866573 1.96 -8.919899161 1.98 -9.779900189 2 -10.54909688 2.05 -12.22199639 2.1 -14.82960258 2.15 -17.35608567 2.2 -19.78248922 2.25 -22.07885404 2.3 -24.21601855 2.35 -26.17595466 2.4 -27.95343888 2.5 -30.96289368 2.6 -33.27024101 2.8 -36.04148529 3 -37.22131617 7.0 0.0 8.0 0.0 end abinitio spin-orbit-x 9 7 name "" (<2.3|LSX|2.1>, DIABATISED §) spin 1 1 sigma 0 1 lambda 1 0 -i 0 type grid factor i values 1.20 14.53156054 1.21 13.94705165 1.22 13.40293924 1.23 12.89380739 1.24 12.41619796 1.25 11.96762931 1.26 11.5460757 1.27 11.14012356 1.28 10.76868656 1.29 10.41906174 1.30 10.08966286 1.31 9.779221854 1.32 9.486465569 1.33 9.210205935 1.34 8.948367409 1.35 8.702014032 1.36 8.469087527 1.37 8.248735255 1.38 8.040194397 1.39 7.842782443 1.40 7.655906455 1.41 7.47905184 1.42 7.311800506 1.43 7.153817772 1.44 7.00487684 1.45 6.864796522 1.46 6.733537315 1.47 6.611126938 1.48 6.497700101 1.49 6.393474778 1.50 6.298808252 1.51 6.213723524 1.52 6.139579896 1.53 6.076583567 1.54 6.02547445 1.55 5.98708543 1.56 5.966074064 1.57 5.956142262 1.58 5.856374627 1.59 5.882981785 1.60 5.927463925 1.61 5.990950751 1.62 6.074529834 1.64 6.305626018 1.65 6.454622759 1.66 6.626274686 1.68 7.037437405 1.70 7.535281071 1.72 8.111371173 1.74 8.755514668 1.75 9.098549696 1.76 9.453958502 1.78 10.19689342 1.80 10.97516124 1.82 11.78006393 1.84 12.60560392 1.85 13.02457132 1.86 13.44657813 1.88 14.29679242 1.90 15.14997002 1.92 15.99876456 1.94 16.83453578 1.95 17.24438682 1.96 17.6470007 1.98 18.42486335 2.00 19.16163929 2.02 19.88384931 2.04 20.69542856 2.05 21.16107311 2.06 21.6179001 2.08 22.67901058 2.10 23.62092423 2.12 24.57563841 2.14 25.56288609 2.15 26.06520227 2.16 26.57088169 2.18 27.58714903 2.20 28.64563628 2.22 29.68103498 2.24 30.71245256 2.25 31.2309808 2.26 31.75296831 2.28 32.81201183 2.30 33.89960862 2.32 35.02679741 2.34 36.20624525 2.35 36.81842406 2.36 37.44778351 2.38 38.76238634 2.40 40.15664249 2.42 41.61136007 2.44 43.16583352 2.45 43.96852697 2.46 44.78513886 2.48 46.44673107 2.50 48.11680336 2.52 49.76709051 2.54 51.32078121 2.56 52.74990973 2.58 54.02474815 2.60 55.13116368 2.62 56.07075257 2.64 56.85659509 2.66 57.50265095 2.68 58.04158349 2.70 58.48544808 2.72 58.85031017 2.74 59.14916586 2.76 59.39179843 2.78 59.58536503 2.80 59.71290451 2.82 59.65861407 2.84 59.56725384 2.86 59.43390192 2.88 59.25382301 2.90 59.02224653 2.92 58.73405507 2.94 58.3835145 2.96 57.9640115 2.98 57.4672782 3.00 56.88422238 7.0 0.0 8.0 0.0 end abinitio spin-orbit-x 12 7 name "" (<3.3|LSX|2.1>, DIABATISED §) spin 1 1 sigma 0 1 lambda 1 0 i 0 type grid factor i values 1.20 1.691151187 1.21 -1.026433042 1.22 -3.155095703 1.23 -4.887030254 1.24 -6.336258626 1.25 -7.578601051 1.26 -8.664564401 1.27 -9.69552593 1.28 -10.56935328 1.29 -11.37371224 1.30 -12.124846 1.31 -12.83507449 1.32 -13.51424276 1.33 -14.17016523 1.34 -14.81150178 1.35 -15.43825008 1.36 -16.05694912 1.37 -16.67076421 1.38 -17.28228634 1.39 -17.89348255 1.40 -18.50574122 1.41 -19.12031062 1.42 -19.73780355 1.43 -20.35857959 1.44 -20.98302011 1.45 -21.61015003 1.46 -22.23977231 1.47 -22.87107681 1.48 -23.50301074 1.49 -24.13420108 1.50 -24.7629337 1.51 -25.38786591 1.52 -26.00559607 1.53 -26.61422319 1.54 -27.21087223 1.55 -27.79253141 1.56 -28.35816022 1.57 -28.89893457 1.58 -29.36748259 1.59 -29.85264759 1.60 -30.3028137 1.61 -30.71328581 1.62 -31.07913568 1.64 -31.65815234 1.65 -31.86205466 1.66 -32.00410855 1.68 -32.09028886 1.70 -31.90261323 1.72 -31.44369375 1.74 -30.73154556 1.75 -30.28930619 1.76 -29.79534901 1.78 -28.66906977 1.80 -27.38246662 1.82 -25.99205252 1.84 -24.5202645 1.85 -23.76321611 1.86 -22.99703964 1.88 -21.45109261 1.90 -19.90931561 1.92 -18.39864888 1.94 -16.94824935 1.95 -16.25607403 1.96 -15.59238128 1.98 -14.37279132 2.00 -13.33249119 2.02 -12.46641563 2.04 -11.61334729 2.05 -11.29587405 2.06 -10.69061519 2.08 -9.555889073 2.10 -8.765365987 2.12 -8.036288756 2.14 -7.283727513 2.15 -6.895927511 2.16 -6.501217239 2.18 -5.680821172 2.20 -4.704705946 2.22 -3.893709039 2.24 -3.113371082 2.25 -2.730055535 2.26 -2.352083963 2.28 -1.611173131 2.30 -0.891114107 2.32 -0.192519159 2.34 0.484324167 2.35 0.81481162 2.36 1.139941335 2.38 1.774732992 2.40 2.389699998 2.42 2.93148985 2.44 3.507012275 2.45 3.788529723 2.46 4.066145428 2.48 4.610667551 2.50 5.142928225 2.52 5.733296231 2.54 6.251590287 2.56 6.765863649 2.58 7.277589055 2.60 7.787430748 2.62 8.295191974 2.64 8.800083778 2.66 9.219734574 2.68 9.713907542 2.70 10.20192123 2.72 10.68283481 2.74 11.15588026 2.76 11.62053252 2.78 12.07750991 2.80 12.47831652 2.82 13.11821314 2.84 13.75138109 2.86 14.37913524 2.88 15.0020231 2.90 15.62042495 2.92 16.23445801 2.94 16.84397996 2.96 17.44856125 2.98 18.04751569 3.00 18.63980206 7.0 0.0 8.0 0.0 end ( spin-orbit-x 4 8 ) ( name "" (<1.3|LSX|1.1>) ) ( spin 1 1 ) ( sigma 0 1 ) ( lambda 1 2 ) ( -i -2i ) ( type grid ) ( factor i ) ( values) ( 1 -14.11292836 ) ( 1.05 -2.411215459 ) ( 1.1 -0.715620519 ) ( 1.11 -0.534413265 ) ( 1.12 -0.381391602 ) ( 1.13 -0.243235394 ) ( 1.14 -0.12036296 ) ( 1.15 -0.009829391 ) ( 1.16 0.090588374 ) ( 1.17 0.182556804 ) ( 1.18 0.26821029 ) ( 1.19 0.346361036 ) ( 1.2 0.418909693 ) ( 1.21 0.486248679 ) ( 1.22 0.548592863 ) ( 1.23 0.605950582 ) ( 1.24 0.588005459 ) ( 1.25 0.633348917 ) ( 1.26 0.674985011 ) ( 1.27 0.700978928 ) ( 1.28 0.73568072 ) ( 1.29 0.766351641 ) ( 1.3 0.792837401 ) ( 1.31 0.814968564 ) ( 1.32 0.832569991 ) ( 1.33 0.845461931 ) ( 1.34 0.853167466 ) ( 1.35 0.856141127 ) ( 1.36 0.853906876 ) ( 1.37 0.81965325 ) ( 1.38 0.80909696 ) ( 1.39 0.793708935 ) ( 1.4 0.77338317 ) ( 1.41 0.748049432 ) ( 1.42 0.717674363 ) ( 1.43 0.682274641 ) ( 1.44 0.641901624 ) ( 1.45 0.59667734 ) ( 1.46 0.546782417 ) ( 1.47 0.492466176 ) ( 1.48 0.434054978 ) ( 1.49 0.371955948 ) ( 1.5 0.306665099 ) ( 1.51 0.238632133 ) ( 1.52 0.168847321 ) ( 1.53 0.097937701 ) ( 1.54 0.02678205 ) ( 1.55 -0.043607634 ) ( 1.56 -0.112841565 ) ( 1.57 -0.178336965 ) ( 1.58 -0.230297584 ) ( 1.59 -0.286327043 ) ( 1.6 -0.335632458 ) ( 1.61 -0.376973577 ) ( 1.62 -0.409180382 ) ( 1.64 -0.44185379 ) ( 1.65 -0.440994766 ) ( 1.66 -0.427633809 ) ( 1.68 -0.36383846 ) ( 1.69 -0.313295866 ) ( 1.7 -0.250737256 ) ( 1.71 -0.176604213 ) ( 1.72 -0.091432912 ) ( 1.74 0.109728098 ) ( 1.75 0.224665645 ) ( 1.76 0.3484816 ) ( 1.78 0.62127057 ) ( 1.8 0.932683783 ) ( 1.82 1.266598632 ) ( 1.84 1.628883651 ) ( 1.85 1.820565332 ) ( 1.86 2.019819765 ) ( 1.88 2.44061694 ) ( 1.9 2.892307802 ) ( 1.92 3.37720342 ) ( 1.94 3.899260922 ) ( 1.95 4.176350937 ) ( 1.96 4.465995778 ) ( 1.98 5.093299486 ) ( 2 5.817488514 ) ( 2.05 7.55406683 ) ( 2.1 9.171177642 ) ( 2.15 11.24179305 ) ( 2.2 13.59956052 ) ( 2.25 16.17722949 ) ( 2.3 18.90175332 ) ( 2.35 21.68522409 ) ( 2.4 24.43452288 ) ( 2.5 29.52418238 ) ( 2.6 33.76978942 ) ( 2.8 39.60568351 ) ( 3 43.00032353 ) ( end ) abinitio spin-orbit-x 11 8 name "" (<2.2|LSX|2.4>, DIABATISED §) spin 0 1 sigma 0 1 lambda 1 2 -i -2i type grid factor i values 1.20 7.613099991 1.21 7.174437429 1.22 6.820096664 1.23 6.421000407 1.24 6.040635038 1.25 5.677717109 1.26 5.330804866 1.27 4.982322158 1.28 4.664983015 1.29 4.359391762 1.30 4.003130795 1.31 3.717715853 1.32 3.44094513 1.33 3.171935867 1.34 2.909627221 1.35 2.653866238 1.36 2.403591251 1.37 2.158185213 1.38 1.917093799 1.39 1.679820494 1.40 1.445903842 1.41 1.215084409 1.42 0.986877394 1.43 0.761149754 1.44 0.537684042 1.45 0.316336214 1.46 0.097023762 1.47 -0.120300585 1.48 -0.335624179 1.49 -0.548883869 1.50 -0.759964953 1.51 -0.969085804 1.52 -1.175224056 1.53 -1.378509229 1.54 -1.578604193 1.55 -1.775101809 1.56 -1.964765714 1.57 -2.15241926 1.58 -2.360620715 1.59 -2.532171105 1.60 -2.696670931 1.61 -2.852623773 1.62 -2.99821596 1.64 -3.2456223 1.65 -3.334525074 1.68 -3.530264048 1.70 -3.598655409 1.72 -3.65947385 1.74 -3.726200481 1.75 -3.753534994 1.76 -3.775358384 1.80 -3.779248396 1.82 -3.746707532 1.84 -3.669520899 1.85 -3.607783773 1.86 -3.525339817 1.88 -3.274508495 1.90 -2.870031906 1.92 -2.209280972 1.95 -1.242053879 2.02 -0.311409502 2.04 -0.161883179 2.05 -0.118832306 2.06 -0.090790098 2.08 -0.066341057 2.10 -0.068965967 2.12 -0.08702727 2.14 -0.114006034 2.15 -0.129604561 2.16 -0.146183765 2.18 -0.181438746 2.20 -0.218178987 2.22 -0.255088022 2.24 -0.288997058 2.25 -0.306371295 2.26 -0.322858773 2.28 -0.352693917 2.30 -0.377785545 2.32 -0.400596503 2.34 -0.418425404 2.35 -0.426920346 2.36 -0.435501203 2.38 -0.453760461 2.40 -0.474207305 2.42 -0.494309412 2.44 -0.51557687 2.45 -0.529410377 2.46 -0.541867116 2.48 -0.56605155 2.50 -0.588378024 2.52 -0.608204664 2.54 -0.62478328 2.56 -0.648753323 2.58 -0.658274817 2.60 -0.664278055 2.62 -0.666907013 2.64 -0.665900668 2.66 -0.66238799 2.68 -0.656136639 2.70 -0.647987187 2.72 -0.637500236 2.74 -0.624760236 2.76 -0.604058894 2.78 -0.589690509 2.80 -0.574604182 2.82 -0.559016862 2.84 -0.543326403 2.86 -0.52858745 2.88 -0.51348127 2.90 -0.499134965 2.92 -0.485837274 2.94 -0.468850485 2.96 -0.45826691 2.98 -0.448638906 3.00 -0.434780279 7.0 0.0 8.0 0.0 end abinitio spin-orbit-x 13 8 name "<(3)1Pi|LSX|Ap3Delta>" (<3.2|LSX|2.4>, DIABATISED §) spin 0 1 sigma 0 1 lambda 1 2 -i -2i type grid factor i values 1.20 8.562012705 1.21 9.130970037 1.22 9.614202569 1.23 10.05200727 1.24 10.49443109 1.25 10.94173813 1.26 11.39353468 1.27 11.896159 1.28 12.35168343 1.29 12.81048536 1.30 13.24276609 1.31 13.70611416 1.32 14.17017521 1.33 14.63399031 1.34 15.09865499 1.35 15.55894253 1.36 16.01555993 1.37 16.46749517 1.38 16.91369238 1.39 17.35282797 1.40 17.78379188 1.41 18.20567649 1.42 18.61692042 1.43 19.01673819 1.44 19.40407182 1.45 19.77802218 1.46 20.13776287 1.47 20.48258547 1.48 20.81190972 1.49 21.12523816 1.50 21.42220616 1.51 21.70292972 1.52 21.9665506 1.53 22.21341202 1.54 22.44355438 1.55 22.65708205 1.56 22.85593714 1.57 23.03651157 1.58 23.16684473 1.59 23.31521403 1.60 23.44782798 1.61 23.56434653 1.62 23.66464925 1.64 23.81391449 1.65 23.85945087 1.66 23.87965537 1.68 23.80682534 1.70 23.73746241 1.72 23.66769745 1.74 23.56388878 1.75 23.49885338 1.76 23.42540735 1.78 23.27491301 1.80 23.06281605 1.82 22.83730088 1.84 22.59320484 1.85 22.46618694 1.86 22.33705269 1.88 22.0766782 1.90 21.80423173 1.92 21.55134645 1.94 21.27444584 1.95 21.12028135 1.96 20.95234449 1.98 20.60863483 2.00 20.29149598 2.02 19.96963356 2.04 19.64839459 2.05 19.48950526 2.06 19.33224361 2.08 19.02348686 2.10 18.72339901 2.12 18.43272658 2.14 18.1518946 2.15 18.01521545 2.16 17.88102835 2.18 17.62009605 2.20 17.36908805 2.22 17.12829301 2.24 16.90113602 2.25 16.78995626 2.26 16.68207476 2.28 16.47721251 2.30 16.28823974 2.32 16.11563112 2.34 15.9578233 2.35 15.88318416 2.36 15.81037489 2.38 15.66650446 2.40 15.51836064 2.42 15.36578588 2.44 15.18908616 2.45 15.08903367 2.46 14.98572076 2.48 14.75814764 2.50 14.49950419 2.52 14.20565647 2.54 13.87239415 2.56 13.43283035 2.58 13.00052948 2.60 12.50996441 2.62 11.95179247 2.64 11.31424197 2.66 10.58243614 2.68 9.73710398 2.70 8.753073709 2.72 7.596356923 2.74 6.221748903 2.76 4.659791633 2.78 2.638367293 2.80 0.121581349 2.82 -3.070265112 2.84 -7.188177257 2.86 -12.57115092 2.88 -19.4986026 2.90 -28.00876429 2.92 -37.37025379 2.94 -46.01787915 2.96 -53.03925292 2.98 -58.15982546 3.00 -61.7151294 7.0 0.0 8.0 0.0 end abinitio spin-orbit-x 10 8 name "" (<1.2|LSX|2.4> HERE - valuesto add, weird discontinuities) spin 0 1 sigma 0 1 lambda 1 2 -i -2i type grid factor i values 1.1 -2.549050069 1.11 -2.420925362 1.12 -2.311218412 1.13 -2.228408571 1.14 -2.186227766 1.15 -1.972862621 1.16 -1.913999234 1.17 -1.863700487 1.18 -1.82113232 1.19 -1.785529839 1.2 -1.779897591 1.21 -2.093685584 1.22 -2.091680326 1.23 -2.093464577 1.24 -2.094190857 1.25 -2.09304158 1.26 -2.089475495 1.27 -2.069603526 1.28 -2.060765414 1.29 -2.048425986 1.3 -2.033643971 1.31 -2.01344386 1.32 -1.98912807 1.33 -1.960477523 1.34 -1.927583089 1.35 -1.889570832 1.36 -1.846425034 1.37 -1.79782967 1.38 -1.743441917 1.39 -1.68289237 1.4 -1.615785025 1.41 -1.54169802 1.42 -1.460188668 1.43 -1.370786973 1.44 -1.273004548 1.45 -1.166334487 1.46 -1.050370952 1.47 -0.924370645 1.48 -0.787897756 1.49 -0.640414535 1.5 -0.481386518 1.51 -0.310358608 1.52 -0.126673316 1.53 0.070094307 1.54 0.280420093 1.55 0.504755809 1.56 0.746268089 1.57 0.999857553 1.58 1.272758037 1.59 1.557334568 1.6 1.857725817 1.61 2.174220051 1.62 2.507095546 1.64 3.221855475 1.65 3.606375663 1.66 4.011043637 1.68 4.917513463 1.69 5.406716738 1.7 5.895799665 1.71 6.389263863 1.72 6.889878551 1.74 7.916289035 1.75 8.441962385 1.76 8.975742884 1.78 10.0654096 1.8 11.18919937 1.82 12.33690255 1.84 13.51377842 1.85 14.11483245 1.86 14.72661299 1.88 16.00333179 1.9 17.49717419 1.92 19.33341204 1.94 20.78676596 1.95 21.47387417 1.96 22.16042511 1.98 23.54504058 2 24.95087354 2.05 28.5477279 2.1 32.22565638 2.15 35.94126955 2.2 39.65013861 2.25 43.30104016 2.3 46.82806732 2.35 50.19400938 2.4 53.37239543 2.5 59.1009462 2.6 63.96982526 2.7 67.95476853 2.8 71.01080802 2.9 67.61965101 3 39.95260737 7.0 0.0 8.0 0.0 end abinitio spin-orbit-x 10 1 name "" (<1.2|LSX|1.4> HERE - valuesto add, weird discontinuities, strange last two points and swap at R=1 spin 0 1 sigma 0 1 lambda 1 0 -i 0 type grid factor i values 1 11.78500911 1.05 15.44689529 1.1 17.47493092 1.11 17.96514489 1.12 18.58393007 1.13 19.02785047 1.14 19.33110076 1.15 19.54274605 1.16 19.91052877 1.17 20.26644933 1.18 20.61777471 1.19 20.97234621 1.2 21.17034949 1.21 22.14920905 1.22 22.72828537 1.23 23.20055911 1.24 23.68441958 1.25 24.17946709 1.26 24.68572181 1.27 25.32124718 1.28 25.84244336 1.29 26.37677315 1.3 26.83017643 1.31 27.39575455 1.32 27.97811273 1.33 28.57819673 1.34 29.2039914 1.35 29.84067447 1.36 30.49596376 1.37 31.16956533 1.38 31.86091175 1.39 32.56917706 1.4 33.29329014 1.41 34.03195568 1.42 34.78364044 1.43 35.5466027 1.44 36.31890404 1.45 37.09840164 1.46 37.88191222 1.47 38.66849378 1.48 39.45478065 1.49 40.23796622 1.5 41.01512051 1.51 41.7842955 1.52 42.54014208 1.53 43.28070575 1.54 44.00287585 1.55 44.70360654 1.56 45.38442563 1.57 46.03314092 1.58 46.5485363 1.59 47.13671816 1.6 47.69166414 1.61 48.21201789 1.62 48.69696172 1.64 49.55745878 1.65 49.93890974 1.66 50.29264849 1.68 50.95651636 1.69 51.21693436 1.7 51.41614722 1.71 51.57282092 1.72 51.69548131 1.74 51.85492848 1.75 51.89635527 1.76 51.91482368 1.78 51.95038682 1.8 51.81872843 1.82 51.66244461 1.84 51.47443448 1.85 51.38101128 1.86 51.2998433 1.88 51.24851984 1.9 51.4512116 1.92 50.16193966 1.94 48.53114035 1.95 47.96899533 1.96 47.48112756 1.98 46.58665123 2 45.80259632 2.05 44.03449756 2.1 42.52168157 2.15 41.3095507 2.2 40.41195511 2.25 39.77873856 2.3 39.33615397 2.35 39.09305454 2.4 39.05613801 2.5 39.65508524 2.6 41.20250631 2.7 44.24080296 2.8 50.37670629 2.9 64.39167047 3 67.75133048 7.0 0.0 8.0 0.0 end abinitio spin-orbit-x 10 5 name "" (<1.2|LSX|3.4> HERE - valuesto add, weird discontinuities, MOD added 1 and 1.05 points from <1.2|L spin 0 1 sigma 0 1 lambda 1 0 -i 0 type grid factor i values 1.0 -106.3866286 1.05 -108.1123005 1.1 -107.8028774 1.11 -107.3354765 1.12 -106.4118738 1.13 -104.8965917 1.14 -102.254694 1.15 -98.18642707 1.16 -93.47504246 1.17 -87.63206371 1.18 -80.96692604 1.19 -73.96659935 1.2 -68.25845366 1.21 -55.01970999 1.22 -49.8528427 1.23 -45.46596033 1.24 -41.76412048 1.25 -38.64342644 1.26 -36.00922813 1.27 -33.83723573 1.28 -31.94235652 1.29 -30.33027709 1.3 -28.9564118 1.31 -27.77615025 1.32 -26.76019452 1.33 -25.88230493 1.34 -25.11957421 1.35 -24.45861035 1.36 -23.88328586 1.37 -23.38218745 1.38 -22.94588731 1.39 -22.56652615 1.4 -22.23749814 1.41 -21.9532048 1.42 -21.70885198 1.43 -21.50035444 1.44 -21.32415986 1.45 -21.17720996 1.46 -21.05686894 1.47 -20.96077552 1.48 -20.88696766 1.49 -20.83373042 1.5 -20.79959704 1.51 -20.78337655 1.52 -20.78393636 1.53 -20.80045144 1.54 -20.83221611 1.55 -20.8786553 1.56 -20.9420092 1.57 -21.01640553 1.58 -21.13870761 1.59 -21.23950949 1.6 -21.35307807 1.61 -21.47910852 1.62 -21.6173321 1.64 -21.92744026 1.65 -22.10355074 1.66 -22.29767058 1.68 -22.7998411 1.69 -23.07478381 1.7 -23.33215538 1.71 -23.58193516 1.72 -23.82902944 1.74 -24.32188346 1.75 -24.56936648 1.76 -24.81781901 1.78 -25.3182901 1.8 -25.81996906 1.82 -26.32415575 1.84 -26.81456798 1.85 -27.04475231 1.86 -27.25334438 1.88 -27.51651492 1.9 -27.17402698 1.92 -27.07715919 1.94 -28.03064645 1.95 -28.4383415 1.96 -28.80898344 1.98 -29.48104758 2 -30.08510575 2.05 -31.30671577 2.1 -31.89118442 2.15 -31.35696484 2.2 -29.22941049 2.25 -25.56565613 2.3 -21.12145129 2.35 -16.78210158 2.4 -12.98101993 2.5 -6.831859451 2.6 -1.84697822 2.7 -3.498555876 2.8 -12.54771737 2.9 -37.29089608 3 -60.86154119 4.0 -37.34395369130506 4.444444444444445 -26.147874913078184 4.888888888888889 -18.30848892224218 5.333333333333333 -12.819426730858725 5.777777777777778 -8.976038514473387 6.222222222222222 -6.284935286487073 6.666666666666666 -4.40065085411989 7.111111111111111 -3.0812931330420232 7.555555555555555 -2.1574916271404017 8.0 -1.5106547544165312 20.0 0.0 end abinitio spin-orbit-x 11 1 name "" (<2.2|LSX|1.4>, DIABATISED §) spin 0 1 sigma 0 1 lambda 1 0 -i 0 type grid factor i values 1.20 95.08485339 1.21 95.24555683 1.22 95.3428527 1.23 95.45359612 1.24 95.53889826 1.25 95.60019967 1.26 95.63870123 1.27 95.67639322 1.28 95.68018184 1.29 95.66561144 1.30 95.6728863 1.31 95.6269606 1.32 95.56782329 1.33 95.49600279 1.34 95.40501684 1.35 95.31241959 1.36 95.21046373 1.37 95.09989752 1.38 94.98138162 1.39 94.85551795 1.40 94.72295565 1.41 94.58376362 1.42 94.43898857 1.43 94.2888164 1.44 94.1336852 1.45 93.97403017 1.46 93.81028278 1.47 93.64291492 1.48 93.47240252 1.49 93.29924275 1.50 93.1239567 1.51 92.94563156 1.52 92.76783444 1.53 92.58954976 1.54 92.41131296 1.55 92.23361913 1.56 92.06110616 1.57 91.88556746 1.58 91.85146786 1.59 91.67384947 1.60 91.49797612 1.61 91.32294204 1.62 91.14833292 1.64 90.79634644 1.65 90.61618903 1.66 90.4309022 1.68 90.04628468 1.70 89.64948552 1.72 89.20230546 1.74 88.70063468 1.75 88.4290569 1.76 88.1442929 1.78 87.52037872 1.80 86.89627944 1.82 86.22248705 1.84 85.54777857 1.85 85.22183231 1.86 84.91224178 1.88 84.37722464 1.98 81.41558867 2.00 80.47687838 2.02 79.32400268 2.04 77.96363781 2.05 77.22356625 2.06 76.45083764 2.08 74.82206564 2.10 73.09849353 2.12 71.29335469 2.14 69.41647728 2.15 68.45413121 2.16 67.47760193 2.18 65.48811116 2.20 63.46184748 2.22 61.41437473 2.24 59.36143898 2.25 58.33733441 2.26 57.31590269 2.28 55.28285519 2.30 53.26234363 2.32 51.25026163 2.34 49.2425427 2.35 48.2391677 2.36 47.23584874 2.38 45.22943494 2.40 43.22472635 2.42 41.22129279 2.44 39.23039285 2.45 38.24058754 2.46 37.25350559 2.48 35.29450679 2.50 33.35967386 2.52 31.45810226 2.54 29.5952506 2.56 27.80494192 2.58 26.03871951 2.60 24.32996766 2.62 22.68395005 2.64 21.1053797 2.66 19.59724191 2.68 18.1624155 2.70 16.80217129 2.72 15.51766239 2.74 14.30868159 2.76 13.15470943 2.78 12.09302093 2.80 11.10168998 2.82 10.17803759 2.84 9.319199005 2.86 8.523449877 2.88 7.784068259 2.90 7.099188124 2.92 6.465163747 2.94 5.867788248 2.96 5.325147449 2.98 4.822308384 3.00 4.348841886 7.0 0.0 8.0 0.0 end abinitio spin-orbit-x 13 1 name "<(3)1Pi|LSX|X3Sig->" (<3.2|LSX|1.4>, DIABATISED §) spin 0 1 sigma 0 1 lambda 1 0 -i 0 type grid factor i values 1.20 8.218192471 1.21 10.08767777 1.22 11.20448629 1.23 12.09511673 1.24 12.89362134 1.25 13.66125872 1.26 14.40803666 1.27 15.13887657 1.28 15.85780928 1.29 16.56929107 1.30 17.25520326 1.31 17.95769491 1.32 18.65519965 1.33 19.343994 1.34 20.03014968 1.35 20.71022758 1.36 21.38622364 1.37 22.0583449 1.38 22.7267528 1.39 23.39149927 1.40 24.05245334 1.41 24.70822003 1.42 25.36197732 1.43 26.0116589 1.44 26.65718633 1.45 27.29825876 1.46 27.93457431 1.47 28.56551567 1.48 29.19055952 1.49 29.80910378 1.50 30.420469 1.51 31.02418157 1.52 31.61879759 1.53 32.20370879 1.54 32.77788981 1.55 33.34021631 1.56 33.88989514 1.57 34.42473755 1.58 34.99773658 1.59 35.49823054 1.60 35.97841724 1.61 36.4373864 1.62 36.87213146 1.64 37.65619537 1.65 37.99594438 1.66 38.28852468 1.68 38.6571232 1.70 38.9352621 1.72 39.13879345 1.74 39.22241014 1.75 39.21571628 1.76 39.17570088 1.78 38.99796466 1.80 38.68154248 1.82 38.18435639 1.84 37.46570601 1.85 36.99704627 1.86 36.43428279 1.88 34.93122642 1.90 32.69519795 1.92 29.45294917 1.94 25.90995292 1.95 24.48546113 2.04 17.29110743 2.05 16.53638925 2.06 15.82338155 2.08 14.46959916 2.10 13.15196873 2.12 11.82667087 2.14 10.47126221 2.15 9.778910931 2.16 9.076071378 2.18 7.638637931 2.20 6.159881216 2.22 4.641316076 2.24 3.084553158 2.25 2.289212246 2.26 1.48255791 2.28 -0.167957957 2.30 -1.873741751 2.32 -3.640035294 2.34 -5.468661381 2.35 -6.40551196 2.36 -7.356388185 2.38 -9.295879315 2.40 -11.27710308 2.42 -13.28493245 2.44 -15.31396953 2.45 -16.33414879 2.46 -17.3531367 2.48 -19.38588634 2.50 -21.40184925 2.52 -23.38724548 2.54 -25.32546175 2.56 -27.24614231 2.58 -29.05283513 2.60 -30.76956394 2.62 -32.38098367 2.64 -33.87125968 2.66 -35.22367975 2.68 -36.41968081 2.70 -37.43761734 2.72 -38.25044534 2.74 -38.82277148 2.76 -39.02998323 2.78 -38.94763238 2.80 -38.39928583 2.82 -37.22480576 2.84 -35.18074007 2.86 -31.92498364 2.88 -26.97189855 2.90 -19.9860965 2.92 -11.23741333 2.94 -1.827842755 2.96 6.529152726 2.98 13.29111256 3.00 18.66816704 3.5 8.561883298403034 4.0 3.1305248753271866 4.5 1.1446297097824532 5.0 0.41851677424531886 5.5 0.15302441377132944 6.0 0.055951093602602475 6.5 0.020457682523817754 7.0 0.007480046363666627 7.5 0.0027349673423400543 8.0 0.0009999999999999992 20.0 0.0 end abinitio spin-orbit-x 11 5 name "" (<2.2|LSX|3.4>, DIABATISED §) spin 0 1 sigma 0 1 lambda 1 0 -i 0 type grid factor i values 1.20 23.0933923 1.21 24.59842646 1.22 25.97420711 1.23 27.12849418 1.24 28.15905324 1.25 29.09802123 1.26 29.97017492 1.27 30.79697464 1.28 31.59102219 1.29 32.36101285 1.30 33.04343167 1.31 33.78375846 1.32 34.51587668 1.33 35.24222296 1.34 35.96102844 1.35 36.68221061 1.36 37.40260006 1.37 38.12304608 1.38 38.84412709 1.39 39.56620306 1.40 40.28946925 1.41 41.01396209 1.42 41.7394535 1.43 42.46579778 1.44 43.1926478 1.45 43.91958848 1.46 44.64611857 1.47 45.37169326 1.48 46.0956816 1.49 46.81738846 1.50 47.53605427 1.51 48.25018272 1.52 48.96027976 1.53 49.66468368 1.54 50.36238816 1.55 51.05232129 1.56 51.74156216 1.57 52.41254111 1.58 52.9961317 1.59 53.64513765 1.60 54.2795218 1.61 54.89783353 1.62 55.49772705 1.64 56.62926372 1.65 57.19898129 1.70 59.32234885 1.72 59.96590034 1.74 60.54943928 1.75 60.80897659 1.76 61.04585552 1.78 61.49323912 1.80 61.77938694 1.82 61.96260817 1.84 62.0106075 1.85 61.9733757 1.86 61.88675325 1.88 61.52565704 1.90 60.78250665 1.92 59.55735571 1.94 57.97221235 1.96 56.49144032 2.00 53.5819366 2.02 51.51505578 2.04 49.29450289 2.05 48.09605199 2.06 46.8213592 2.08 43.99595358 2.10 40.73536846 2.12 36.97756482 2.14 32.68920838 2.15 30.34618467 2.16 27.87667124 2.18 22.59714631 2.20 16.96391281 2.22 11.13801146 2.24 5.306349822 2.25 2.44138867 2.26 -0.361373475 2.28 -5.718565265 2.30 -10.67085472 2.32 -15.17075089 2.34 -19.1992912 2.35 -21.04010607 2.36 -22.76885735 2.38 -25.90555294 2.40 -28.64436004 2.42 -31.01052368 2.44 -33.0671326 2.45 -33.98817391 2.46 -34.83610506 2.48 -36.34010336 2.50 -37.609327 2.52 -38.66661088 2.54 -39.53199092 2.56 -40.31823135 2.58 -40.85672118 2.60 -41.25270084 2.62 -41.51993903 2.64 -41.67043302 2.66 -41.7170295 2.68 -41.66945451 2.70 -41.53833488 2.72 -41.32962666 2.74 -41.05232757 2.76 -40.5856317 2.78 -40.17891927 2.80 -39.71344556 2.82 -39.19121869 2.84 -38.60486029 2.86 -37.97000848 2.88 -37.23750587 2.90 -36.41225143 2.92 -35.47483539 2.94 -34.26276947 2.96 -33.03178401 2.98 -31.62852966 3.00 -29.94410146 7.0 0.0 8.0 0.0 end abinitio spin-orbit-x 13 5 name "<(3)1Pi|LSX|B3Sig->" (<3.2|LSX|3.4>, DIABATISED §) spin 0 1 sigma 0 1 lambda 1 0 -i 0 type grid factor i values 1.20 -17.81889064 1.21 -17.79311345 1.22 -17.36551504 1.23 -16.88370741 1.24 -16.45883032 1.25 -16.101442 1.26 -15.80970062 1.27 -15.61907682 1.28 -15.43856167 1.29 -15.30449123 1.30 -15.1737827 1.31 -15.11582359 1.32 -15.08759783 1.33 -15.08737369 1.34 -15.11241358 1.35 -15.15484777 1.36 -15.213979 1.37 -15.28726774 1.38 -15.37241834 1.39 -15.46725139 1.40 -15.56987537 1.41 -15.67821596 1.42 -15.79149693 1.43 -15.90758116 1.44 -16.02538314 1.45 -16.14379533 1.46 -16.26184453 1.47 -16.37878952 1.48 -16.49402264 1.49 -16.60708649 1.50 -16.71769048 1.51 -16.82609829 1.52 -16.93151917 1.53 -17.03453074 1.54 -17.13543013 1.55 -17.2346435 1.56 -17.33463163 1.57 -17.43201497 1.58 -17.51649363 1.59 -17.61583574 1.60 -17.71736684 1.61 -17.8232946 1.62 -17.93506008 1.64 -18.1878397 1.65 -18.34133737 1.66 -18.48299072 1.68 -18.93882457 1.70 -19.24756213 1.72 -19.65349217 1.74 -20.03677934 1.75 -20.22960984 1.76 -20.42590927 1.78 -20.86554004 1.80 -21.30123034 1.82 -21.83386101 1.84 -22.4955699 1.85 -22.89957532 1.86 -23.37104773 1.88 -24.59580448 1.90 -26.34949692 1.98 -34.69428206 2.00 -37.04863773 2.02 -39.34257336 2.04 -41.57428637 2.05 -42.71400678 2.06 -43.89191134 2.08 -46.41228531 2.10 -49.20911551 2.12 -52.31660985 2.14 -55.72993054 2.15 -57.53854246 2.16 -59.40307962 2.18 -63.24900946 2.20 -67.14646776 2.22 -70.95653499 2.24 -74.5531046 2.25 -76.23013565 2.26 -77.81543864 2.28 -80.68579563 2.30 -83.1374475 2.32 -85.17515533 2.34 -86.81984177 2.35 -87.50572865 2.36 -88.10690174 2.38 -89.07419113 2.40 -89.7582401 2.42 -90.18992012 2.44 -90.399276 2.45 -90.42650519 2.46 -90.40700046 2.48 -90.23458203 2.50 -89.89860474 2.52 -89.41446398 2.54 -88.7983729 2.56 -88.07755621 2.58 -87.23881965 2.60 -86.30824601 2.62 -85.29796956 2.64 -84.21909535 2.66 -83.08139746 2.68 -81.89264701 2.70 -80.65821153 2.72 -79.37970461 2.74 -78.05396495 2.76 -76.6626523 2.78 -75.19597917 2.80 -73.60131583 2.82 -71.7928849 2.84 -69.63286717 2.86 -66.86739299 2.88 -63.09866187 2.90 -57.85816777 2.92 -50.97876396 2.94 -43.09605057 2.96 -35.37983543 2.98 -28.60310355 3.00 -22.89829144 3.5 12.192899011647235 4.0 4.2864236301339025 4.5 1.506895736561021 5.0 0.5297504299160573 5.5 0.1862341973550894 6.0 0.06547078455413453 6.5 0.023016307912348953 7.0 0.008091401890533841 7.5 0.002844538959222362 8.0 0.0 end abinitio spin-orbit 11 4 name "" (<2.3|LSZ|1.2> §DIABATISED) spin 0 1 sigma 0 0 lambda 1 1 type grid -i -i factor i values 1.2 -0.88491517 1.21 -1.034349844 1.22 -1.208326776 1.23 -1.402101933 1.24 -1.613079743 1.25 -1.839811824 1.26 -2.081599473 1.27 -2.337471702 1.28 -2.607207626 1.29 -2.89017143 1.3 -3.186021463 1.31 -3.494095322 1.32 -3.81407904 1.33 -4.145338378 1.34 -4.48901391 1.35 -4.846119536 1.36 -5.221379298 1.37 -5.63596012 1.38 -6.255163644 1.39 -6.976569204 1.4 -7.448350263 1.41 -7.882913864 1.42 -8.306611937 1.43 -8.72378486 1.44 -9.134558161 1.45 -9.53758925 1.46 -9.930860847 1.47 -10.31193515 1.48 -10.67808479 1.49 -11.02636454 1.5 -11.35367474 1.51 -11.65670955 1.52 -11.93258334 1.53 -12.1777043 1.54 -12.39006817 1.55 -12.56687486 1.56 -12.70334525 1.57 -12.80406289 1.58 -12.87155193 1.59 -12.89397403 1.6 -12.87942869 1.61 -12.8305149 1.62 -12.7508663 1.64 -12.51846672 1.65 -12.37703346 1.66 -12.22701661 1.68 -11.92603934 1.7 -11.66069535 1.72 -11.46379945 1.74 -11.35330037 1.75 -11.32972836 1.76 -11.32636404 1.78 -11.33765799 1.8 -11.39412711 1.82 -11.4872457 1.84 -11.58354929 1.85 -11.62494174 1.86 -11.65644669 1.88 -11.66698075 1.9 -11.54717691 1.92 -11.15998188 1.96 -10.18057295 1.98 -9.999650675 2 -9.756590821 2.02 -9.553050308 2.04 -9.377928684 2.05 -9.294293387 2.06 -9.210443276 2.08 -9.036213022 2.1 -8.847065725 2.12 -8.639122045 2.14 -8.411388402 2.15 -8.290276254 2.16 -8.164629597 2.18 -7.90086704 2.2 -7.622461165 2.22 -7.33168794 2.24 -7.029668191 2.25 -6.874068852 2.26 -6.714450299 2.28 -6.376947864 2.3 -6.020242685 2.32 -5.697612066 2.34 -5.409566734 2.35 -5.273191364 2.36 -5.140041288 2.38 -4.880243732 2.4 -4.624724512 2.42 -4.376348967 2.44 -4.132187343 2.45 -4.013017129 2.46 -3.895453707 2.48 -3.665425182 2.5 -3.442595086 2.52 -3.22733402 2.54 -3.019876766 2.56 -2.820451835 2.58 -2.629186625 2.6 -2.446117705 2.62 -2.271256811 2.64 -2.104715509 2.66 -1.946139821 2.68 -1.795611577 2.7 -1.653050993 2.72 -1.518354684 2.74 -1.391356804 2.76 -1.271550143 2.78 -1.158964687 2.8 -1.045956904 2.82 -0.947352431 2.84 -0.855200421 2.86 -0.769230729 2.88 -0.68998655 2.9 -0.615143799 2.92 -0.550003822 2.94 -0.48445289 7.0 0.0 8.0 0.0 end abinitio spin-orbit 10 4 name "" (<1.2|LSZ|1.3>) spin 0 1 sigma 0 0 lambda 1 1 type grid -i -i factor i values 1.2 134.8554502 1.21 136.1964877 1.22 137.4821574 1.23 138.7074195 1.24 139.870067 1.25 140.9692505 1.26 142.0050844 1.27 143.2160657 1.28 144.124255 1.29 144.9704617 1.3 145.7560616 1.31 146.4820518 1.32 147.1488199 1.33 147.7604525 1.34 148.3104279 1.35 148.8116715 1.36 149.2581201 1.37 149.644823 1.38 149.9282561 1.39 150.1472792 1.4 150.3822717 1.41 150.5803595 1.42 150.737818 1.43 150.8543883 1.44 150.9311415 1.45 150.9693665 1.46 150.9704009 1.47 150.9355764 1.48 150.8662121 1.49 150.7635854 1.5 150.628981 1.51 150.4628236 1.52 150.2680629 1.53 150.0454448 1.54 149.7951871 1.55 149.5188157 1.56 149.2501883 1.57 148.9237463 1.58 148.6904278 1.59 148.3128724 1.6 147.9136957 1.61 147.4934655 1.62 147.0526933 1.64 146.1113425 1.65 145.6116829 1.66 145.0933746 1.68 144.0032844 1.7 142.8469778 1.72 141.6319221 1.74 140.3674394 1.75 139.7186128 1.76 139.0604407 1.78 137.2946722 1.8 136.1211986 1.82 134.7650757 1.84 133.3879977 1.85 132.6921991 1.86 131.9918809 1.88 130.578635 1.9 129.1505202 1.92 127.7109553 1.94 126.2694236 1.95 126.0662112 1.96 125.3374619 1.98 123.9161383 2 122.4865886 2.02 121.0677226 2.04 119.6659934 2.05 118.973638 2.06 118.2879812 2.08 116.9397994 2.1 115.6271246 2.12 114.3548811 2.14 113.1271824 2.15 112.5310698 2.16 111.947225 2.18 110.8174463 2.2 109.7399975 2.22 108.7179673 2.24 107.758503 2.25 107.3075896 2.26 106.8822629 2.28 106.1478437 2.3 105.5756688 2.32 104.9501288 2.34 104.228169 2.35 103.8456454 2.36 103.4550948 2.38 102.6626001 2.4 101.8670836 2.42 101.0744533 2.44 100.2832634 2.45 99.88699809 2.46 99.48930394 2.48 98.68641568 2.5 97.86763948 2.52 97.02521437 2.54 96.15032325 2.56 95.23321417 2.58 94.26216197 2.6 93.22335706 2.62 92.1001006 2.64 90.87190395 2.66 89.51315286 2.68 87.99142112 2.7 86.2651914 2.72 84.28047421 2.74 81.96584514 2.76 79.22807029 2.78 75.94155522 2.8 71.99455942 2.82 67.0707498 2.84 60.95817278 2.86 53.37808376 2.88 44.10220087 3.1 9.619671086794744 3.8000000000000003 2.594999831651332 4.5 0.7000264422257092 5.2 0.18883894088861947 5.9 0.050941140855416005 6.6000000000000005 0.013741868173164055 7.300000000000001 0.0037070025860746385 8.0 0.0010000000000000005 end abinitio spin-orbit-x 2 4 name "" (<1.1|LSX|1.3>) spin 0 1 sigma 0 1 lambda 2 1 type grid -2i -i factor i values 1.2 -28.59408525 1.21 -29.06664839 1.22 -29.5608217 1.23 -30.07223289 1.24 -30.59937561 1.25 -31.14199919 1.26 -31.70040611 1.27 -32.37361204 1.28 -32.9593693 1.29 -33.56263702 1.3 -34.18401564 1.31 -34.82401528 1.32 -35.48304235 1.33 -36.02721054 1.34 -36.73686512 1.35 -37.4616132 1.36 -38.20980814 1.37 -38.99412671 1.38 -39.91245526 1.39 -40.90862373 1.4 -41.78037538 1.41 -42.64403398 1.42 -43.51249185 1.43 -44.38712579 1.44 -45.26691477 1.45 -46.15000376 1.46 -47.03413289 1.47 -47.9167944 1.48 -48.79530464 1.49 -49.66683103 1.5 -50.52846605 1.51 -51.30548042 1.52 -52.14088599 1.53 -52.95768112 1.54 -53.75233371 1.55 -54.52235118 1.56 -55.27221926 1.57 -55.98468591 1.58 -56.55973704 1.59 -57.20761053 1.6 -57.82000477 1.61 -58.3954722 1.62 -58.93286069 1.64 -59.89011317 1.65 -60.30892026 1.66 -60.68745726 1.68 -61.32335833 1.7 -61.81812326 1.72 -62.11389327 1.74 -62.2509413 1.75 -62.26119257 1.76 -62.23364528 1.78 -62.09189234 1.8 -61.73221397 1.82 -61.37032005 1.84 -60.84619869 1.85 -60.54988363 1.86 -60.23244247 1.88 -59.53909883 1.9 -58.7752939 1.92 -58.0671279 1.94 -57.17146054 1.95 -56.60503589 1.96 -56.15991047 1.98 -55.14584228 2 -54.13940404 2.02 -53.11403154 2.04 -52.07090882 2.05 -51.54389433 2.06 -51.01392268 2.08 -49.94717729 2.1 -48.8746299 2.12 -47.79986056 2.14 -46.72603737 2.15 -46.19024901 2.16 -45.65548217 2.18 -44.58915541 2.2 -43.52545359 2.22 -42.4576107 2.24 -41.36698037 2.25 -40.79959678 2.26 -40.20210672 2.28 -38.82132954 2.3 -37.1711086 2.32 -35.73383028 2.34 -34.59696632 2.35 -34.1038122 2.36 -33.64434259 2.38 -32.79199959 2.4 -31.98843041 2.42 -31.21727238 2.44 -30.4672358 2.45 -30.09957862 2.46 -29.73692572 2.48 -29.0273239 2.5 -28.33986355 2.52 -27.67569989 2.54 -27.03542383 2.56 -26.4193156 2.58 -25.82692946 2.6 -25.25748467 2.62 -24.70983398 2.64 -24.18250729 2.66 -23.67368796 2.68 -23.18175327 2.7 -22.70466588 2.72 -22.24029425 2.74 -21.78661766 2.76 -21.34150382 2.78 -20.90307807 2.8 -20.46962539 2.82 -20.03976893 2.84 -19.61229587 2.86 -19.18731331 2.88 -18.76483979 2.9 -18.3459992 2.92 -17.93278214 2.94 -17.20348481 7.0 0.0 8.0 0.0 end abinitio spin-orbit-x 6 4 name "" (<2.4|LSX|1.2>) spin 0 1 sigma 0 1 lambda 0 1 0 -i type grid factor i values 1.2 0.085687413 1.21 0.112558897 1.22 0.14273228 1.23 0.177164784 1.24 0.231636379 1.25 0.276458292 1.26 0.327332523 1.27 0.410842229 1.28 0.473979955 1.29 0.544789697 1.3 0.623799284 1.31 0.711527394 1.32 0.808490473 1.33 0.915199758 1.34 1.032998087 1.35 1.160645323 1.36 1.299539044 1.37 1.450329413 1.38 1.614830484 1.39 1.794928567 1.4 1.989825558 1.41 2.198705024 1.42 2.42158492 1.43 2.658594302 1.44 2.909829144 1.45 3.175320537 1.46 3.455021094 1.47 3.748799591 1.48 4.056422643 1.49 4.377575022 1.5 4.711820698 1.51 5.058790596 1.52 5.417447717 1.53 5.787186879 1.54 6.16748055 1.55 6.556507275 1.56 6.957357282 1.57 7.360861367 1.58 7.762680848 1.59 8.175275604 1.6 8.589836376 1.61 9.004615086 1.62 9.417805254 1.64 10.23202001 1.65 10.62938944 1.66 11.01794457 1.68 11.76244853 1.7 12.45280725 1.72 13.08817209 1.74 13.66595639 1.75 13.93442097 1.76 14.19069055 1.78 14.42969885 1.8 14.9044666 1.82 15.3820262 1.84 15.8638714 1.85 16.10946416 1.86 16.35974912 1.88 16.87886394 1.9 17.42958126 1.92 18.01821354 1.94 18.63800984 1.95 18.89930248 1.96 19.13785393 1.98 19.85446803 2 20.66317842 2.02 21.54659738 2.04 22.50502334 2.05 23.01274722 2.06 23.53960375 2.08 24.65065186 2.1 25.83722692 2.12 27.09683472 2.14 28.42526405 2.15 29.11340935 2.16 29.81623088 2.18 31.26109872 2.2 32.74827121 2.22 34.26191774 2.24 35.77840948 2.25 36.52578127 2.26 37.25482869 2.28 38.59709182 2.3 39.76573953 2.32 40.9683682 2.34 42.34292785 2.35 43.05232685 2.36 43.76522103 2.38 45.17741761 2.4 46.54372633 2.42 47.8476383 2.44 49.08017698 2.45 49.66869934 2.46 50.23860051 2.48 51.32285908 2.5 52.33429958 2.52 53.27505767 2.54 54.14760805 2.56 54.95512245 2.58 55.70049456 2.6 56.38680236 2.62 57.01709776 2.64 57.59432723 2.66 58.12123737 2.68 58.6005972 2.7 59.13056157 2.72 59.52518406 2.74 59.7771939 2.76 60.08922529 2.78 60.28907428 2.8 60.52638319 2.82 60.73043026 2.84 60.90378845 2.86 60.72409569 7.0 0.0 8.0 0.0 end abinitio spin-orbit-x 3 4 name "" (<2.1|LSX|1.3>) spin 0 1 sigma 0 1 lambda 0 1 0 -i type grid factor i values 1.2 21.04054269 1.21 21.37390933 1.22 21.70973786 1.23 22.04873407 1.24 22.39224322 1.25 22.74182625 1.26 23.09907541 1.27 23.55981517 1.28 23.93066766 1.29 24.31361177 1.3 24.70998317 1.31 25.12096936 1.32 25.54760312 1.33 25.88331656 1.34 26.35576129 1.35 26.8396192 1.36 27.34013951 1.37 27.85436331 1.38 28.35882901 1.39 28.8803028 1.4 29.46720949 1.41 30.08043958 1.42 30.71475283 1.43 31.36860731 1.44 32.04117529 1.45 32.7317901 1.46 33.43981434 1.47 34.16460053 1.48 34.90546905 1.49 35.6617198 1.5 36.43257368 1.51 37.18202636 1.52 37.98195562 1.53 38.7935183 1.54 39.61522032 1.55 40.44569206 1.56 41.28788572 1.57 42.12996012 1.58 42.87243718 1.59 43.71867337 1.6 44.56207231 1.61 45.39922235 1.62 46.22640406 1.64 47.83483007 1.65 48.60768832 1.66 49.35401946 1.68 50.7510622 1.7 51.9729015 1.72 53.0329367 1.74 53.90796196 1.75 54.27511834 1.76 54.59617623 1.78 54.87610998 1.8 55.17817317 1.82 55.4597777 1.84 55.54900538 1.85 55.55280686 1.86 55.53139312 1.88 55.4184621 1.9 55.22023968 1.92 55.06491136 1.94 54.70573354 1.95 54.40967478 1.96 54.1095883 1.98 53.58731722 2 53.05037423 2.02 52.47270694 2.04 51.85322323 2.05 51.52803957 2.06 51.19272337 2.08 50.49206016 2.1 49.75185363 2.12 48.97252042 2.14 48.15432297 2.15 47.73063656 2.16 47.29715325 2.18 46.40017747 2.2 45.46079806 2.22 44.47221658 2.24 43.41690341 2.25 42.8514595 2.26 42.24608693 2.28 40.82281821 2.3 39.09407678 2.32 37.53083371 2.34 36.22909633 2.35 35.64195072 2.36 35.08199564 2.38 34.01204573 2.4 32.97249917 2.42 31.95098116 2.44 30.93952791 2.45 30.43795552 2.46 29.93970482 2.48 28.95508935 2.5 27.98934798 2.52 27.04550945 2.54 26.12567758 2.56 25.23134064 2.58 24.36295278 2.6 23.52037887 2.62 22.70287267 2.64 21.9091795 2.66 21.13751859 2.68 20.38618582 2.7 19.65291711 2.72 18.93525931 2.74 18.23089049 2.76 17.53700287 2.78 16.85134335 2.8 16.17163399 2.82 15.49597953 2.84 14.82264163 2.86 14.15122699 7.0 0.0 8.0 0.0 end abinitio spin-orbit 3 1 name "" ( PROJ <2.1|LSZ|1.4> HERE - valuesto add, weird discontinuities, MOD points R=2.{5,6,7,8} to +) spin 0 1 sigma 0 0 (*) lambda 0 0 type grid factor i values 1 198.2947845 1.05 216.6622 1.1 231.8275606 1.11 234.6804 1.12 237.4609 1.13 241.6666 1.14 244.1424 1.15 246.5484 1.16 248.8829 1.17 251.1445 1.18 253.3329 1.19 255.4473 1.2 257.4895457 1.21 259.459 1.22 261.3561 1.23 263.1814 1.24 264.9353 1.25 266.6185 1.26 268.2316 1.27 270.227 1.28 271.6982 1.29 273.0994 1.3 274.4296423 1.31 275.6829 1.32 276.495 1.33 277.6858 1.34 278.8061 1.35 279.8738 1.36 280.8812 1.37 281.8298 1.38 282.7207 1.39 283.5554 1.4 284.3351635 1.41 285.0612 1.42 285.735 1.43 286.3578 1.44 286.9307 1.45 287.455 1.46 287.9318 1.47 288.3623 1.48 288.7475 1.49 289.0883 1.5 289.3858568 1.51 289.6393 1.52 289.8524 1.53 290.0241 1.54 290.1527 1.55 290.2421 1.56 290.3441 1.57 290.3439 1.58 290.4 1.59 290.3249 1.6 290.111515 1.61 289.96 1.62 289.7999 1.64 289.4196 1.65 289.1952 1.66 288.9481 1.68 288.3859 1.69 288.0726 1.7 287.7388082 1.71 287.3852 1.72 287.0129 1.74 286.2173 1.75 285.7927 1.76 285.3522 1.78 284.4264 1.8 283.681136 1.82 282.6307 1.84 281.5361 1.85 280.9736 1.86 280.4017 1.88 279.2313 1.9 278.0288592 1.92 276.7977 1.94 275.5412 1.95 274.9042 1.96 274.262 1.98 272.9614 2 271.6426221 2.05 267.4611 2.1 263.9687934 2.15 260.4435 2.2 256.9042297 2.25 253.4162 2.3 250.1072106 2.35 246.9867 2.4 242.0615109 2.5 236.6798312 2.6 231.216199 2.7 225.6336969 2.8 220.5773675 2.9 216.652665 3 213.0567081 7.0 0.0 8.0 0.0 end abinitio spin-orbit 2 8 name "" (<1.1|LSZ|2.4> HERE - valuesto add, weird discontinuities - SHOULD THIS BE <1.4|LSZ|2.4>) spin 0 1 sigma 0 0 lambda 2 2 -2i -2i type grid factor i values 1.1 85.25630501 1.11 85.1671921 1.12 85.08995389 1.13 84.6311121 1.14 84.63026794 1.15 84.62813911 1.16 84.63590559 1.17 84.65392576 1.18 84.68240687 1.19 84.72146608 1.2 84.77108681 1.21 84.83115932 1.22 84.90149908 1.23 84.98193664 1.24 85.07263851 1.25 85.17248226 1.26 85.28110072 1.27 85.65782767 1.28 85.77723512 1.29 85.90352879 1.3 86.03470034 1.31 86.16412261 1.32 85.87456206 1.33 86.02834064 1.34 86.18423095 1.35 86.3511111 1.36 86.52346891 1.37 86.70084977 1.38 86.88284116 1.39 87.0690557 1.4 87.25912093 1.41 87.4526814 1.42 87.64939949 1.43 87.84893228 1.44 88.05097041 1.45 88.25520314 1.46 88.461335 1.47 88.66907878 1.48 88.87815834 1.49 89.08830091 1.5 89.2992373 1.51 89.51018566 1.52 89.72191751 1.53 89.93357664 1.54 90.14480766 1.55 90.3551638 1.56 90.60701053 1.57 90.81289605 1.58 90.89283618 1.59 91.09070586 1.6 91.26001063 1.61 91.01961847 1.62 91.22370779 1.64 91.63828573 1.65 91.84682175 1.66 92.05502959 1.68 92.47267819 1.69 92.681233 1.7 92.88944861 1.71 93.09732395 1.72 93.30484265 1.74 93.72241059 1.75 93.9277052 1.76 94.13217371 1.78 94.53827539 1.8 94.7793215 1.82 95.18757365 1.84 95.58875637 1.85 95.78644025 1.86 95.98198506 1.88 96.36615581 1.9 96.74009299 1.92 97.10241763 1.94 97.45156467 1.95 97.62063071 1.96 97.78570144 1.98 98.10270352 2 98.39983128 2.05 98.67584879 2.1 99.22964837 2.15 99.62586493 2.2 99.83772935 2.25 99.84941652 2.3 99.67047862 2.35 99.254597 2.4 99.5288606 2.5 97.9443242 2.6 96.04729659 2.7 94.0763466 2.8 91.90172978 2.9 89.3815348 3 88.09171037 7.0 0.0 8.0 0.0 end abinitio spin-orbit 3 5 name "" (<2.1|LSZ|3.4> HERE - valuesto add, weird discontinuities at R=2, MOD 1 from sheet so-1sigp-3sig spin 0 1 sigma 0 0 (*) lambda 0 0 0 0 type grid factor i values 1 0.056138122 1.05 0.051894263 1.1 34.46323057 1.11 37.85113968 1.12 40.67521526 1.13 42.52653582 1.14 44.18491609 1.15 45.37048505 1.16 46.17817131 1.17 46.69763542 1.18 47.00328995 1.19 47.1435573 1.2 47.183547 1.21 47.14211898 1.22 47.04217578 1.23 46.90129983 1.24 46.73074994 1.25 46.53933596 1.26 46.33374755 1.27 46.13571025 1.28 45.91835378 1.29 45.69948832 1.3 45.48278432 1.31 45.2766968 1.32 45.73214023 1.33 45.48737664 1.34 45.23973311 1.35 44.99480697 1.36 44.74991344 1.37 44.50474305 1.38 44.25886673 1.39 44.01181667 1.4 43.7630917 1.41 43.51219762 1.42 43.25864775 1.43 43.00198229 1.44 42.7418051 1.45 42.47775315 1.46 42.20952198 1.47 41.9368599 1.48 41.65957825 1.49 41.37756702 1.5 41.09080517 1.51 40.79732721 1.52 40.50147293 1.53 40.20148364 1.54 39.89778837 1.55 39.59147304 1.56 39.29139946 1.57 38.98452577 1.58 38.6471129 1.59 38.3657435 1.6 38.14956525 1.61 38.85186562 1.62 38.53805818 1.64 37.88466667 1.65 37.54972909 1.66 37.20740806 1.68 36.52072705 1.69 36.17430778 1.7 35.82664308 1.71 35.47824647 1.72 35.12988705 1.74 34.43857853 1.75 34.0937684 1.76 33.75145877 1.78 33.07708634 1.8 32.40072349 1.82 31.77208861 1.84 31.17438237 1.85 30.88936609 1.86 30.61487038 1.88 30.10156005 1.9 29.64326753 1.92 29.25003549 1.94 28.93346579 1.95 28.80822616 1.96 28.70763592 1.98 28.59017324 2 28.60683942 2.05 35.58771509 2.1 37.58539572 2.15 40.23864274 2.2 42.7207259 2.25 43.62405404 2.3 41.92691599 2.35 37.75847564 2.4 34.47776651 2.5 19.45478189 2.6 2.941106632 2.7 -11.78938717 2.8 -22.90478009 2.9 -30.16338165 3 -34.1871378 7.0 0.0 8.0 0.0 end abinitio spin-orbit 4 4 name "" (Diagonal Coupling)) spin 1 1 sigma 1 1 (*) lambda 1 1 -i -i type grid factor i values 1.20 -131.9116427 1.21 -133.2702722 1.22 -134.5580631 1.23 -135.9966963 1.24 -137.1144145 1.25 -138.162872 1.26 -139.1386337 1.27 -140.2988002 1.28 -141.1332485 1.29 -141.901836 1.30 -142.6056899 1.31 -143.2466652 1.32 -143.8259448 1.33 -144.3466034 1.34 -144.8026586 1.35 -145.2069173 1.36 -145.557772 1.37 -145.8544364 1.38 -146.1003565 1.39 -146.297526 1.40 -146.4479722 1.41 -146.5537404 1.42 -146.6169199 1.43 -146.639574 1.44 -146.6237529 1.45 -146.5714988 1.46 -146.4848536 1.47 -146.3657311 1.48 -146.2152317 1.49 -146.0365615 1.50 -145.8325195 1.51 -145.6033135 1.52 -145.3523858 1.53 -145.0807936 1.54 -144.7903655 1.55 -144.4828318 1.56 -144.185608 1.57 -143.8473719 1.58 -143.6182123 1.59 -143.2515674 1.60 -142.8757897 1.61 -142.4921289 1.62 -142.1018053 1.64 -141.3057164 1.65 -140.9021086 1.66 -140.4961377 1.68 -139.6807389 1.70 -138.8669695 1.72 -138.0567604 1.74 -137.2516536 1.75 -136.8493799 1.76 -136.4463653 1.78 -135.6326285 1.80 -134.9303494 1.82 -134.0442753 1.84 -133.1071331 1.85 -132.6124251 1.86 -132.0977085 1.88 -130.999011 1.90 -129.7927182 1.92 -128.460619 1.94 -126.9846465 1.95 -126.187087 1.96 -125.3468241 1.98 -123.5292302 2.00 -121.5140698 2.02 -119.2836913 2.04 -117.0886722 2.05 -116.0230373 2.06 -114.109941 2.08 -111.1361346 2.10 -107.8875221 2.12 -104.3553964 2.14 -100.5356859 2.15 -98.51826976 2.16 -96.43013337 2.18 -92.04737804 2.20 -87.40382097 2.22 -82.52399346 2.24 -77.44025806 2.25 -74.83403425 2.26 -72.19211939 2.28 -66.82480145 2.30 -61.38755337 2.32 -55.93163308 2.34 -50.50818784 2.35 -47.82399957 2.36 -45.16579242 2.38 -39.94747929 2.40 -34.88772276 2.42 -30.01137971 2.44 -25.33432289 2.45 -23.07322156 2.46 -20.8565129 2.48 -16.59391068 2.50 -12.53226802 2.52 -8.656370537 2.54 -4.965869675 2.56 -1.499636818 2.58 1.850117987 2.60 5.041918664 2.62 8.078040959 2.64 10.95927034 2.66 13.68591697 2.68 16.25822155 2.70 18.6766005 2.72 20.93423056 2.74 23.05331129 2.76 25.00432706 2.78 26.85131099 2.80 28.55061091 2.82 30.02897103 2.84 31.37214034 2.86 32.68392526 2.88 33.88136622 2.90 34.97064281 2.92 35.87089683 2.94 36.76406283 2.96 37.56658381 2.98 38.28440125 3.00 38.92345953 7.0 0.0 8.0 0.0 end abinitio spin-orbit 8 8 name "" (Diagonal Coupling)) spin 1 1 sigma 1 1 lambda 2 2 -2i -2i type grid factor i values 1.20 -247.1595993 1.21 -247.4173629 1.22 -247.6679154 1.23 -247.9112435 1.24 -248.1473328 1.25 -248.3775972 1.26 -248.5993282 1.27 -249.2938571 1.28 -249.4907619 1.29 -249.6805114 1.30 -249.8632381 1.31 -250.0390779 1.32 -250.2081669 1.33 -250.3706383 1.34 -250.5193256 1.35 -250.6696206 1.36 -250.8136506 1.37 -250.9515481 1.38 -251.0834334 1.39 -251.2094202 1.40 -251.329616 1.41 -251.4441273 1.42 -251.5530168 1.43 -251.6563478 1.44 -251.7542261 1.45 -251.846677 1.46 -251.9337299 1.47 -252.0153925 1.48 -252.0916483 1.49 -252.1624516 1.50 -252.2277253 1.51 -252.2864592 1.52 -252.3403189 1.53 -252.3880655 1.54 -252.4268916 1.55 -252.4610808 1.56 -252.5425134 1.57 -252.5576581 1.58 -252.6970793 1.59 -252.6760801 1.60 -252.6237459 1.61 -252.4832373 1.62 -252.1097287 1.64 -252.0033324 1.65 -251.9781832 1.66 -251.9522531 1.68 -251.889338 1.70 -251.8066475 1.72 -251.7016066 1.74 -251.5785722 1.75 -251.5047774 1.76 -251.424575 1.78 -251.2441953 1.80 -251.2211639 1.82 -250.9683186 1.84 -250.6842445 1.85 -250.5296261 1.86 -250.3660694 1.88 -250.0104928 1.90 -249.613871 1.92 -249.1721486 1.94 -248.680856 1.95 -248.4151118 1.96 -248.1351132 1.98 -247.5296302 2.00 -246.8587199 2.02 -246.1163265 2.04 -245.2960454 2.05 -244.8546167 2.06 -244.3911913 2.08 -243.3948704 2.10 -242.3000752 2.12 -241.0999112 2.14 -239.787391 2.15 -239.0870266 2.16 -238.3562669 2.18 -236.8009128 2.20 -235.1167593 2.22 -233.3004404 2.24 -231.3498328 2.25 -230.3237694 2.26 -229.2637578 2.28 -227.0420076 2.30 -224.6861763 2.32 -221.4090442 2.34 -218.754284 2.35 -217.3890895 2.36 -216.0014534 2.38 -213.1728193 2.40 -210.2627879 2.42 -207.302902 2.44 -204.3065921 2.45 -202.7988317 2.46 -201.2868166 2.48 -198.2564928 2.50 -195.2285344 2.52 -192.2156624 2.54 -189.2302221 2.56 -186.283652 2.58 -183.386689 2.60 -180.5489215 2.62 -177.7787587 2.64 -175.0833898 2.66 -172.4687687 2.68 -169.9396553 2.70 -167.4998825 2.72 -165.1498546 2.74 -162.9321263 2.76 -160.7708875 2.78 -158.7035452 2.80 -156.7293454 2.82 -154.8470502 2.84 -153.1622679 2.86 -151.4609933 2.88 -149.8452533 2.90 -148.3123809 2.92 -146.8595267 2.94 -145.4837161 2.96 -144.1818988 2.98 -143.3303314 3.00 -142.1749985 7.0 0.0 8.0 0.0 end abinitio spin-orbit 7 1 name "" (Diagonal Coupling)) spin 1 1 sigma 1 1 lambda 0 0 0 0 type grid factor i values 1.20 -82.45485524 1.21 -82.41213414 1.22 -82.38132581 1.23 -82.36204745 1.24 -82.35389793 1.25 -82.35644335 1.26 -82.36928816 1.27 -82.64554657 1.28 -82.67216273 1.29 -82.70792222 1.30 -82.7523491 1.31 -82.80496777 1.32 -82.86530471 1.33 -82.93290342 1.34 -83.00279967 1.35 -83.08379486 1.36 -83.17064298 1.37 -83.26289852 1.38 -83.36012126 1.39 -83.46188034 1.40 -83.56775359 1.41 -83.67732857 1.42 -83.79019561 1.43 -83.90598992 1.44 -84.02431284 1.45 -84.14479666 1.46 -84.26708461 1.47 -84.39082846 1.48 -84.51568626 1.49 -84.64132269 1.50 -84.76740833 1.51 -84.89311763 1.52 -85.01884378 1.53 -85.14426196 1.54 -85.26868025 1.55 -85.39164606 1.56 -85.54880306 1.57 -85.66622069 1.58 -85.67341901 1.59 -85.78339248 1.60 -85.87746214 1.61 -85.91982827 1.62 -85.78856716 1.64 -85.95595887 1.65 -86.07068472 1.66 -86.19055121 1.68 -86.43828386 1.70 -86.69262952 1.72 -86.95210225 1.74 -87.22011838 1.75 -87.3537302 1.76 -87.48847554 1.78 -87.76135118 1.80 -87.89439669 1.82 -88.18695902 1.84 -88.48292837 1.85 -88.63214992 1.86 -88.7821467 1.88 -89.08439109 1.90 -89.38935911 1.92 -89.69664247 1.94 -90.00567628 1.95 -90.16063128 1.96 -90.31573933 1.98 -90.62591595 2.00 -90.93408812 2.02 -91.24076015 2.04 -91.54316281 2.05 -91.69208779 2.06 -91.83907527 2.08 -92.1257748 2.10 -92.39996451 2.12 -92.65777914 2.14 -92.89461882 2.15 -93.00363983 2.16 -93.10552074 2.18 -93.28515855 2.20 -93.42933773 2.22 -93.53025611 2.24 -93.58406729 2.25 -93.59193337 2.26 -93.58654229 2.28 -93.53503492 2.30 -93.42728406 2.32 -92.86214708 2.34 -92.59220628 2.35 -92.43531844 2.36 -92.26337923 2.38 -91.93859881 2.40 -91.49661683 2.42 -90.98505436 2.44 -90.4037688 2.45 -90.08689188 2.46 -89.75261909 2.48 -89.03257336 2.50 -88.24566697 2.52 -87.39500962 2.54 -86.48466511 2.56 -85.52008633 2.58 -84.5061402 2.60 -83.45210847 2.62 -82.36433727 2.64 -81.25071924 2.66 -80.11933137 2.68 -78.97781196 2.70 -77.83444694 2.72 -76.69613425 2.74 -75.50903734 2.76 -74.4002117 2.78 -73.31401702 2.80 -72.25478724 2.82 -71.22609721 2.84 -70.04291021 2.86 -69.07992095 2.88 -68.15442133 2.90 -67.26703953 2.92 -66.41829786 2.94 -65.60831126 2.96 -64.83684599 2.98 -63.48122411 3.00 -62.77679206 7.0 0.0 8.0 0.0 end abinitio spin-orbit 9 4 name "" (Diagonal Coupling, DIABATISED) spin 1 1 sigma 1 1 (*) lambda 1 1 -i -i type grid factor i values 1.20 2.705992591 1.21 2.992153547 1.22 3.279571169 1.23 2.393274318 1.24 2.615155455 1.25 2.852455339 1.26 3.105951902 1.27 3.372264548 1.28 3.655821476 1.29 3.953028443 1.30 4.262952799 1.31 4.584947176 1.32 4.917878297 1.33 5.260807312 1.34 5.612024818 1.35 5.970676897 1.36 6.33531717 1.37 6.704469691 1.38 7.077005477 1.39 7.450625338 1.40 7.824007936 1.41 8.195353808 1.42 8.562753955 1.43 8.924173352 1.44 9.27744886 1.45 9.620293341 1.46 9.950308345 1.47 10.26468608 1.48 10.56166774 1.49 10.83804132 1.50 11.09152714 1.51 11.31962232 1.52 11.52032004 1.53 11.69167182 1.54 11.83221853 1.55 11.94103742 1.56 12.01392859 1.57 12.0589353 1.58 12.07783796 1.59 12.06309844 1.60 12.02264872 1.61 11.96005233 1.62 11.87961352 1.64 11.68515184 1.65 11.58200317 1.66 11.48236774 1.68 11.3150152 1.70 11.2210489 1.72 11.22785268 1.74 11.35031439 1.75 11.45525005 1.76 11.58893666 1.78 11.93703447 1.80 12.36747915 1.82 12.89695276 1.84 13.49891796 1.85 13.8242034 1.86 14.16453431 1.88 14.88858373 1.90 15.66993714 1.92 16.51192549 1.94 17.42275117 1.95 17.90792046 1.96 18.41560054 1.98 19.5069302 2.00 20.70619321 2.02 21.97390739 2.04 23.14008145 2.05 23.8296977 2.06 24.72197519 2.08 26.398841 2.10 28.23029756 2.12 30.16719065 2.14 32.23206445 2.15 33.3233547 2.16 34.45938545 2.18 36.88018232 2.20 39.52007603 2.22 42.3991432 2.24 45.53201277 2.25 47.19666134 2.26 48.92766902 2.28 52.58919964 2.30 56.51318398 2.32 60.68934856 2.34 65.09960271 2.35 67.38440883 2.36 69.71687519 2.38 74.50427076 2.40 79.41285537 2.42 84.37953627 2.44 89.32639964 2.45 91.76455113 2.46 94.16307981 2.48 98.79295658 2.50 103.1212489 2.52 107.0637035 2.54 110.560109 2.56 113.6111519 2.58 116.133981 2.60 118.1806005 2.62 119.7849222 2.64 120.9920656 2.66 121.8521547 2.68 122.4160855 2.70 122.7312381 2.72 122.8430271 2.74 122.7836436 2.76 122.603479 2.78 122.2895269 2.80 121.8970135 2.82 121.4695855 2.84 120.9906432 2.86 120.4347448 2.88 119.8400968 2.90 119.2194416 2.92 118.3574213 2.94 117.6828746 2.96 116.9809308 2.98 116.2504383 3.00 115.4869814 7.0 0.0 8.0 0.0 end abinitio spin-orbit 7 5 name "" (Diagonal Coupling)) spin 1 1 sigma 1 1 lambda 0 0 0 0 type grid factor i values 1.20 27.61652903 1.21 29.00685225 1.22 30.35146385 1.23 31.64864285 1.24 32.89805981 1.25 34.09866949 1.26 35.25317223 1.27 36.44914784 1.28 37.5108806 1.29 38.52654472 1.30 39.49712908 1.31 40.42367349 1.32 41.30723005 1.33 42.14863453 1.34 42.9470986 1.35 43.7080351 1.36 44.43019223 1.37 45.11453408 1.38 45.76196584 1.39 46.37333864 1.40 46.94943902 1.41 47.49098147 1.42 47.99861426 1.43 48.47288044 1.44 48.91423611 1.45 49.32303836 1.46 49.69953391 1.47 50.04384321 1.48 50.35595377 1.49 50.63570285 1.50 50.88275577 1.51 51.09597914 1.52 51.27587434 1.53 51.4206517 1.54 51.52854843 1.55 51.59757733 1.56 51.62779032 1.57 51.60494041 1.58 51.52992896 1.59 51.37293726 1.60 51.08995223 1.61 50.47863432 1.62 48.98800988 1.64 48.28917094 1.65 48.0443155 1.66 47.79586644 1.68 47.2565461 1.70 46.64534057 1.72 45.95898386 1.74 45.19546478 1.75 44.78755234 1.76 44.36166793 1.78 43.45656364 1.80 42.46058465 1.82 41.41852082 1.84 40.3018684 1.85 39.71613349 1.86 39.11178009 1.88 37.84568654 1.90 36.50011298 1.92 35.07077626 1.94 33.55258766 1.95 32.75837431 1.96 31.93970484 1.98 30.22566517 2.00 28.39893691 2.02 26.46162084 2.04 24.40381293 2.05 23.32847083 2.06 22.22193626 2.08 19.91660681 2.10 17.49548999 2.12 14.97698295 2.14 12.39492573 2.15 11.09571476 2.16 9.802120351 2.18 7.27300659 2.20 4.902474048 2.22 2.791132052 2.24 1.040187865 2.25 0.325712244 2.26 -0.271490806 2.28 -1.097832926 2.30 -1.430065708 2.32 2.351133645 2.34 1.864774469 2.35 1.483304576 2.36 1.017600281 2.38 -0.137940212 2.40 -1.571460132 2.42 -3.237299355 2.44 -5.096543331 2.45 -6.087163719 2.46 -7.112723373 2.48 -9.252147005 2.50 -11.48362112 2.52 -13.77856623 2.54 -16.11060255 2.56 -18.45704561 2.58 -20.79562295 2.60 -23.11415667 2.62 -25.38871697 2.64 -27.61018125 2.66 -29.7683154 2.68 -31.85360975 2.70 -33.86525184 2.72 -35.79789491 2.74 -37.64632544 2.76 -39.41868205 2.78 -41.11348208 2.80 -42.733912 2.82 -44.28407697 2.84 -45.74569539 2.86 -47.17559636 2.88 -48.54515551 2.90 -49.86703644 2.92 -51.1476644 2.94 -52.39362043 2.96 -53.6114929 2.98 -54.71479025 3.00 -55.89354087 7.0 0.0 8.0 0.0 end abinitio spin-orbit 9 9 name "" (Diagonal Coupling)) spin 1 1 sigma 1 1 (*) lambda 1 1 -i -i type grid factor -1 values 1.20 136.7886985 1.21 138.498397 1.22 140.1208853 1.23 141.9835677 1.24 143.3838362 1.25 144.7179173 1.26 145.9865469 1.27 147.5549041 1.28 148.6876685 1.29 149.760842 1.30 150.7765554 1.31 151.7369818 1.32 152.6443669 1.33 153.5010202 1.34 154.3044874 1.35 155.0670672 1.36 155.7860284 1.37 156.4636696 1.38 157.101869 1.39 157.7031292 1.40 158.2698067 1.41 158.80343 1.42 159.3057789 1.43 159.7784809 1.44 160.2230207 1.45 160.6407434 1.46 161.0328593 1.47 161.4007183 1.48 161.7449383 1.49 162.0660756 1.50 162.3649353 1.51 162.6411853 1.52 162.8968251 1.53 163.1310148 1.54 163.3436257 1.55 163.5343049 1.56 163.727367 1.57 163.8706933 1.58 164.0795702 1.59 164.168457 1.60 164.2302465 1.61 164.2631042 1.62 164.2649913 1.64 164.1669476 1.65 164.0623542 1.66 163.9175949 1.68 163.4989001 1.70 162.8960392 1.72 162.0998852 1.74 161.1103818 1.75 160.5436938 1.76 159.9314565 1.78 158.578189 1.80 157.1660423 1.82 155.506777 1.84 153.7246389 1.85 152.7913892 1.86 151.8308057 1.88 149.8272839 1.90 147.7050661 1.92 145.4380876 1.94 142.9757109 1.95 141.6466775 1.96 140.2350374 1.98 137.1073385 2.00 133.5513871 2.02 130.0681854 2.08 119.2147062 2.10 114.1805415 2.12 109.7042645 2.14 105.9000271 2.15 104.2209598 2.16 102.671483 2.18 99.91201598 2.20 97.54072134 2.22 95.50174162 2.24 93.75750182 2.25 92.98744144 2.26 92.2819217 2.28 91.05510837 2.30 90.05836091 2.32 89.27028613 2.34 88.66296941 2.35 88.41577203 2.36 88.19870898 2.38 87.82736904 2.40 87.4846047 2.42 87.09161794 2.44 86.55816726 2.45 86.2091061 2.46 85.78972463 2.48 84.69836112 2.50 83.21575559 2.52 81.30500995 2.54 78.96660361 2.56 75.97375694 2.58 72.92295189 2.60 69.63673387 2.62 66.20443183 2.64 62.71012432 2.66 59.2264535 2.68 55.81187548 2.70 52.5083715 2.72 49.33951447 2.74 46.34579525 2.76 43.49311703 2.78 40.87398493 2.80 38.4158662 2.82 36.01959117 2.84 33.78978692 2.86 31.82002553 2.88 29.98635586 2.90 28.26261736 2.92 26.56099399 2.94 25.00594855 2.96 23.49506641 2.98 22.00475402 3.00 20.51239513 3.50 7.500000000 4.00 4.000000000 4.50 1.000000000 5.00 0.000000000 6.00 0.000000000 7.0 0.0 8.0 0.0 end dipole-x 11 3 name "" (<2.3|DMY|2.1>) spin 0 0 lambda 1 0 -i 0 type grid factor -1 (phase flipped) units angstroms debye values 1.0 -0.425915769 1.0040080160320641 -0.4232738779471817 1.0080160320641283 -0.4206303674873643 1.0120240480961924 -0.4179836182135488 1.0160320641282565 -0.415332010718736 1.0200400801603207 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1.9659318637274548 0.30629695211591756 1.9699398797595191 0.30534223239566677 1.973947895791583 0.30439368939714534 1.9779559118236472 0.30345125406127715 1.9819639278557113 0.30251485732898586 1.9859719438877754 0.30158443014119557 1.9899799599198396 0.3006599034388301 1.9939879759519037 0.29974120816281336 1.9979959919839678 0.29882827525406935 2.0020040080160317 0.29792103565352174 2.006012024048096 0.29701942030209455 2.0100200400801604 0.29612336014071156 2.0140280561122244 0.29523278611029696 2.0180360721442883 0.2943476291517744 2.0220440881763526 0.2934678202060677 2.026052104208417 0.2925932902141009 2.030060120240481 0.291723970116798 2.034068136272545 0.29085979085508273 2.038076152304609 0.29000068336987894 2.0420841683366735 0.28914657860211057 2.0460921843687374 0.28829740749270166 2.0501002004008013 0.28745310098257587 2.0541082164328657 0.2866135900126573 2.05811623246493 0.2857788055238696 2.062124248496994 0.28494867845713695 2.066132264529058 0.2841231397533831 2.070140280561122 0.28330212035353186 2.0741482965931866 0.2824855511985072 2.0781563126252505 0.28167336322923314 2.0821643286573144 0.28086548738663347 2.0861723446893787 0.2800618546116319 2.090180360721443 0.27926239584515256 2.094188376753507 0.2784670420281194 2.098196392785571 0.2776757241014561 2.1022044088176353 0.27688837300608654 2.1062124248496996 0.2761049196829348 2.1102204408817635 0.2753252950729247 2.1142284569138274 0.27454943011698013 2.118236472945892 0.2737772557560249 2.122244488977956 0.27300870293098306 2.12625250501002 0.2722437025827784 2.130260521042084 0.27148218565233484 2.1342685370741483 0.2707240830805762 2.1382765531062122 0.26996932580842653 2.142284569138276 0.2692178447768096 2.1462925851703405 0.2684695709266493 2.150300601202405 0.2677244351988695 2.1543086172344688 0.2669823685343943 2.1583166332665327 0.2662433018741474 2.162324649298597 0.2655071661590526 2.1663326653306614 0.264773892330034 2.1703406813627253 0.26404341132801556 2.174348697394789 0.263315654093921 2.1783567134268536 0.26259055156867406 2.182364729458918 0.2618680346931989 2.186372745490982 0.26114803440841944 2.1903807615230457 0.2604304816552594 2.19438877755511 0.25971530737464266 2.1983967935871744 0.25900244250749327 2.2024048096192383 0.2582918179947351 2.2064128256513023 0.25758336477729193 2.2104208416833666 0.2568770137960877 2.214428857715431 0.2561726959920463 2.218436873747495 0.25547034230609167 2.222444889779559 0.25476988367914777 2.226452905811623 0.25407125105213824 2.2304609218436875 0.2533743753659871 2.2344689378757514 0.25267918756161845 2.2384769539078153 0.25198561857995594 2.2424849699398797 0.25129359936192347 2.246492985971944 0.2506030608484449 2.250501002004008 0.2499139340024544 2.254509018036072 0.2492261657441754 2.258517034068136 0.24853974707997062 2.2625250501002006 0.24785467656565174 2.2665330661322645 0.2471709527570304 2.2705410821643284 0.24648857420991818 2.2745490981963927 0.2458075394801265 2.278557114228457 0.2451278471234671 2.282565130260521 0.24444949569575158 2.286573146292585 0.2437724837527915 2.2905811623246493 0.24309680985039833 2.2945891783567136 0.2424224725443837 2.2985971943887775 0.24174947039055938 2.3026052104208414 0.24107780194473674 2.306613226452906 0.24040746576272745 2.31062124248497 0.23973846040034297 2.314629258517034 0.23907078441339516 2.318637274549098 0.2384044363576954 2.3226452905811623 0.23773941478905522 2.3266533066132267 0.23707571826328633 2.3306613226452906 0.23641334533620034 2.3346693386773545 0.23575229456360874 2.338677354709419 0.23509256450132313 2.3426853707414828 0.23443415370515516 2.3466933867735467 0.23377706073091636 2.350701402805611 0.2331212841344183 2.3547094188376754 0.23246682247147255 2.3587174348697393 0.23181367429789082 2.362725450901803 0.23116183816948457 2.3667334669338675 0.2305113126420654 2.370741482965932 0.22986209627144485 2.374749498997996 0.2292141876134347 2.3787575150300597 0.2285675852238464 2.382765531062124 0.22792228765849146 2.3867735470941884 0.22727829347318151 2.3907815631262523 0.2266356012237283 2.3947895791583163 0.22599420946594323 2.3987975951903806 0.22535411675563788 2.402805611222445 0.2247153216486239 2.406813627254509 0.22407782270071294 2.410821643286573 0.2234416184677165 2.414829659318637 0.22280670750544612 2.4188376753507015 0.22217308836971342 2.4228456913827654 0.22154075961633007 2.4268537074148293 0.22090971980110763 2.4308617234468937 0.22027996747985754 2.434869739478958 0.2196515012083915 2.438877755511022 0.21902431954252113 2.442885771543086 0.21839842103805795 2.44689378757515 0.21777380425081355 2.4509018036072145 0.2171504677365995 2.4549098196392785 0.21652841005122744 2.4589178356713424 0.21590762975050898 2.4629258517034067 0.21528812539025555 2.466933867735471 0.21466989552627883 2.470941883767535 0.2140529387143905 2.474949899799599 0.21343725351040202 2.4789579158316633 0.21282283847012495 2.4829659318637276 0.21220969214937097 2.4869739478957915 0.21159781310395162 2.4909819639278554 0.2109871998896785 2.49498997995992 0.21037785106236317 2.498997995991984 0.20976976517781723 2.503006012024048 0.20916294079185227 2.507014028056112 0.20855737646027991 2.5110220440881763 0.20795307073891162 2.5150300601202407 0.20735002218355905 2.5190380761523046 0.20674822935003387 2.5230460921843685 0.20614769079414758 2.527054108216433 0.20554840507171168 2.531062124248497 0.20495037073853786 2.535070140280561 0.20435358635043777 2.539078156312625 0.20375805046322287 2.5430861723446894 0.20316376163270478 2.5470941883767533 0.20257071841469512 2.551102204408817 0.20197891936500545 2.5551102204408815 0.20138836303944727 2.559118236472946 0.20079904799383227 2.56312625250501 0.20021097278397207 2.5671342685370737 0.1996241359656782 2.571142284569138 0.1990385360947622 2.5751503006012024 0.19845417172703564 2.5791583166332663 0.19787104141831025 2.5831663326653302 0.1972891437243975 2.5871743486973946 0.19670847720110896 2.591182364729459 0.19612904040425622 2.595190380761523 0.195550831889651 2.5991983967935868 0.19497385021310476 2.603206412825651 0.19439809393042903 2.6072144288577155 0.19382356159743547 2.6112224448897794 0.19325025176993577 2.6152304609218433 0.19267816300374135 2.6192384769539077 0.19210729385466385 2.623246492985972 0.1915376428785148 2.627254509018036 0.19096920863110592 2.6312625250501 0.19040198966824873 2.635270541082164 0.1898359845457547 2.6392785571142285 0.18927119181943555 2.6432865731462925 0.1887076100451029 2.6472945891783564 0.18814523777856823 2.6513026052104207 0.1875840735756431 2.655310621242485 0.1870241159921392 2.659318637274549 0.18646536358386806 2.663326653306613 0.18590781490664132 2.6673346693386772 0.1853514685162704 2.6713426853707416 0.18479632296856707 2.6753507014028055 0.18424237681934286 2.6793587174348694 0.1836896286244094 2.6833667334669338 0.1831380769395781 2.687374749498998 0.18258772032066065 2.691382765531062 0.1820385573234687 2.695390781563126 0.18149058650381383 2.6993987975951903 0.18094380641750749 2.7034068136272547 0.1803982156203613 2.7074148296593186 0.179853812668187 2.7114228456913825 0.17931059611679603 2.715430861723447 0.178768564522 2.719438877755511 0.1782277164396104 2.723446893787575 0.1776880504254391 2.727454909819639 0.17714956503529744 2.7314629258517034 0.176612258824997 2.7354709418837677 0.17607613035034947 2.7394789579158316 0.17554117816716644 2.7434869739478955 0.17500740083125946 2.74749498997996 0.17447479689844 2.751503006012024 0.1739433649245199 2.7555110220440877 0.17341310346531053 2.759519038076152 0.1728840110766235 2.7635270541082164 0.17235608631427038 2.7675350701402803 0.17182932773406293 2.7715430861723442 0.17130373389181258 2.7755511022044086 0.17077930334333088 2.779559118236473 0.17025603464442948 2.783567134268537 0.16973392635092005 2.7875751503006008 0.1692129770186141 2.791583166332665 0.1686931852033231 2.7955911823647295 0.16817454946085877 2.7995991983967934 0.1676570683470327 2.8036072144288573 0.1671407404176565 2.8076152304609217 0.16662556422854155 2.811623246492986 0.16611153833549963 2.81563126252505 0.1655986612943423 2.819639278557114 0.16508693166088115 2.823647294589178 0.16457634799092763 2.8276553106212425 0.16406690884029346 2.8316633266533064 0.16355861276479022 2.8356713426853704 0.16305145832022946 2.8396793587174347 0.16254544406242274 2.843687374749499 0.16204056854718168 2.847695390781563 0.16153683033031785 2.851703406813627 0.16103422796764288 2.8557114228456912 0.16053276001496827 2.8597194388777556 0.16003242502810566 2.8637274549098195 0.15953322156286665 2.8677354709418834 0.1590351481750628 2.8717434869739478 0.15853820342050565 2.875751503006012 0.15804238585500685 2.879759519038076 0.15754769403437796 2.88376753507014 0.1570541265144306 2.8877755511022043 0.1565616818509763 2.8917835671342687 0.15607035859982663 2.8957915831663326 0.15558015531679326 2.8997995991983965 0.1550910705576877 2.903807615230461 0.15460310287832155 2.907815631262525 0.1541162508345064 2.911823647294589 0.15363051298205388 2.915831663326653 0.15314588787677552 2.9198396793587174 0.1526623740744829 2.9238476953907817 0.1521799701309876 2.9278557114228456 0.15169867460210126 2.9318637274549095 0.15121848604363544 2.935871743486974 0.15073940301140168 2.9398797595190382 0.1502614240612116 2.943887775551102 0.1497845477488768 2.947895791583166 0.14930877263020886 2.9519038076152304 0.14883409726101934 2.9559118236472943 0.14836052019711987 2.9599198396793582 0.14788803999432198 2.9639278557114226 0.14741665520843725 2.967935871743487 0.14694636439527728 2.971943887775551 0.1464771661106537 2.9759519038076148 0.14600905891037808 2.979959919839679 0.14554204135026194 2.9839679358717435 0.14507611198611686 2.9879759519038074 0.1446112693737546 2.9919839679358713 0.14414751206898654 2.9959919839679356 0.14368483862762435 3.0 0.14322324760547955 7.0 0.0 8.0 0.0 end ( LX 10 2 ) ( name "" (<1.3|LX|1.1>. Discontinuity at R=1.92 A) ) ( spin 0 0 ) ( lambda 1 2 ) ( -i -2i ) ( type grid ) ( factor i ) ( units angstroms ) ( values) ( 1 -0.984804464091 ) ( 1.05 -1.000612543617 ) ( 1.1 -1.014555247315 ) ( 1.11 -1.015244531700 ) ( 1.12 -1.014734229782 ) ( 1.13 -1.013250075268 ) ( 1.14 -1.011003635322 ) ( 1.15 -1.008149618831 ) ( 1.16 -1.004790761753 ) ( 1.17 -1.000989134322 ) ( 1.18 -0.996785658755 ) ( 1.19 -0.992197007117 ) ( 1.2 -0.987230071556 ) ( 1.21 -0.981884401900 ) ( 1.22 -0.976155432965 ) ( 1.23 -0.970036761376 ) ( 1.24 -0.963521661479 ) ( 1.25 -0.956604416443 ) ( 1.26 -0.949281025557 ) ( 1.27 -0.941549675757 ) ( 1.28 -0.933411088519 ) ( 1.29 -0.924868611097 ) ( 1.3 -0.915928278547 ) ( 1.31 -0.906599171798 ) ( 1.32 -0.896892139659 ) ( 1.33 -0.886795895189 ) ( 1.34 -0.876374875720 ) ( 1.35 -0.865622003219 ) ( 1.36 -0.854555901085 ) ( 1.37 -0.843196452198 ) ( 1.38 -0.831564711188 ) ( 1.39 -0.819682624362 ) ( 1.4 -0.807572972603 ) ( 1.41 -0.795259337812 ) ( 1.42 -0.782765750991 ) ( 1.43 -0.770116832141 ) ( 1.44 -0.757337860391 ) ( 1.45 -0.744454588564 ) ( 1.46 -0.731493244482 ) ( 1.47 -0.718489653486 ) ( 1.48 -0.705454364943 ) ( 1.49 -0.692422203531 ) ( 1.5 -0.679420780146 ) ( 1.51 -0.666477745574 ) ( 1.52 -0.653620413304 ) ( 1.53 -0.640875753212 ) ( 1.54 -0.628269773233 ) ( 1.55 -0.615827109751 ) ( 1.56 -0.603570516505 ) ( 1.57 -0.591520295703 ) ( 1.58 -0.579693696564 ) ( 1.59 -0.568104390025 ) ( 1.6 -0.556761810607 ) ( 1.61 -0.545670988681 ) ( 1.62 -0.534832069263 ) ( 1.64 -0.513887941625 ) ( 1.65 -0.503760433694 ) ( 1.66 -0.493841943223 ) ( 1.68 -0.474610045868 ) ( 1.69 -0.465238966419 ) ( 1.7 -0.455962921342 ) ( 1.71 -0.446799211534 ) ( 1.72 -0.437731685009 ) ( 1.74 -0.419843737753 ) ( 1.75 -0.411011623676 ) ( 1.76 -0.402252001050 ) ( 1.78 -0.384965920296 ) ( 1.8 -0.368037146404 ) ( 1.82 -0.351518397671 ) ( 1.84 -0.335418928295 ) ( 1.85 -0.327450859131 ) ( 1.86 -0.319580734923 ) ( 1.88 -0.303710452585 ) ( 1.9 -0.286681259497 ) ( 1.92 -0.273196286289 ) ( 1.94 -0.275076131567 ) ( 1.95 -0.274076228066 ) ( 1.96 -0.272191128411 ) ( 1.98 -0.267462334746 ) ( 2 -0.262534627412 ) ( 2.05 -0.251166034455 ) ( 2.1 -0.229403328822 ) ( 2.15 -0.223246208097 ) ( 2.2 -0.219314485844 ) ( 2.25 -0.217451841806 ) ( 2.3 -0.217971004434 ) ( 2.35 -0.221251466357 ) ( 2.4 -0.227681090209 ) ( 2.5 -0.252076564274 ) ( 2.6 -0.298330836949 ) ( 2.7 -0.381656041749 ) ( 2.8 -0.521581918082 ) ( 2.9 -0.694793219088 ) ( 3 -0.827623368794 ) ( end ) abinitio LX 10 3 name "" (<1.3|LX|2.1> Discontinuity at R=1.92 A) spin 0 0 lambda 1 0 -i 0 factor i type grid units angstroms values 1 1.024152433913 1.05 1.040500550115 1.1 1.057355093269 1.11 1.058495472985 1.12 1.058305191549 1.13 1.057063877805 1.14 1.055032354103 1.15 1.052402613534 1.16 1.049304295035 1.17 1.045820189390 1.18 1.042000389261 1.19 1.037874712882 1.2 1.033457924297 1.21 1.028754409580 1.22 1.023762884287 1.23 1.018479077942 1.24 1.012897511720 1.25 1.007013063864 1.26 1.000821599395 1.27 0.994321042557 1.28 0.987511334619 1.29 0.980394741330 1.3 0.972975986490 1.31 0.965262796914 1.32 0.957279215345 1.33 0.948950120693 1.34 0.940410658429 1.35 0.931622344905 1.36 0.922599491952 1.37 0.913356958100 1.38 0.903909801282 1.39 0.894273034762 1.4 0.884461387793 1.41 0.874488984368 1.42 0.864369186437 1.43 0.854114542264 1.44 0.843736511407 1.45 0.833245351215 1.46 0.822650093433 1.47 0.811961202717 1.48 0.801180754945 1.49 0.790315235773 1.5 0.779368395222 1.51 0.768340647886 1.52 0.757238568395 1.53 0.746060205649 1.54 0.734805619430 1.55 0.723474869407 1.56 0.712068243633 1.57 0.700586749279 1.58 0.689032556907 1.59 0.677409466762 1.6 0.665723465727 1.61 0.653982893371 1.62 0.642198755008 1.64 0.618557456411 1.65 0.606734894301 1.66 0.594937875984 1.68 0.571542735756 1.69 0.559943083277 1.7 0.548463629460 1.71 0.537114234946 1.72 0.525911412216 1.74 0.504010058583 1.75 0.493338312239 1.76 0.482867226851 1.78 0.462569253341 1.8 0.443195908064 1.82 0.424828912728 1.84 0.407586352565 1.85 0.399416841088 1.86 0.391676443335 1.88 0.377860891948 1.9 0.368583725314 1.92 0.367381448494 1.94 0.353012385185 1.95 0.345090431061 1.96 0.337888734497 1.98 0.325057954096 2 0.313693956665 2.05 0.289622172681 2.1 0.256410875548 2.15 0.242508945688 2.2 0.232095036475 2.25 0.224795033288 2.3 0.220676487621 2.35 0.219868587692 2.4 0.222525658438 2.5 0.239365278162 2.6 0.276310371549 2.7 0.345270112039 2.8 0.460818639063 2.9 0.598582652572 3 0.693234553606 7.0 0.0 8.0 0.0 end abinitio LX 11 3 name "" (<2.3|LX|2.1>) spin 0 0 lambda 1 0 -i 0 type grid factor i units angstroms values 1.0 0.675210115 1.0040080160320641 0.6794587725094671 1.0080160320641283 0.6837071503500588 1.0120240480961924 0.6879549688528999 1.0160320641282565 0.6922019483491151 1.0200400801603207 0.696447809169829 1.0240480961923848 0.7006922716461664 1.028056112224449 0.7049350561092519 1.032064128256513 0.7091758828902102 1.0360721442885772 0.713414472320166 1.0400801603206413 0.7176505447302441 1.0440881763527055 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0.994223787282156 ) ( 2.1022044088176353 0.9943123904551492 ) ( 2.1062124248496996 0.9944196942932562 ) ( 2.1102204408817635 0.9945447599425687 ) ( 2.1142284569138274 0.9946866485491798 ) ( 2.118236472945892 0.9948444212591812 ) ( 2.122244488977956 0.9950171392186654 ) ( 2.12625250501002 0.9952038635737246 ) ( 2.130260521042084 0.995403655470451 ) ( 2.1342685370741483 0.9956155760549373 ) ( 2.1382765531062122 0.9958386864732752 ) ( 2.142284569138276 0.9960720478715575 ) ( 2.1462925851703405 0.9963147213958765 ) ( 2.150300601202405 0.9965657681923241 ) ( 2.1543086172344688 0.9968242494069928 ) ( 2.1583166332665327 0.9970892261859745 ) ( 2.162324649298597 0.9973597596753624 ) ( 2.1663326653306614 0.9976349110212478 ) ( 2.1703406813627253 0.9979137413697237 ) ( 2.174348697394789 0.9981953118668819 ) ( 2.1783567134268536 0.9984786836588151 ) ( 2.182364729458918 0.9987629178916152 ) ( 2.186372745490982 0.9990470757113749 ) ( 2.1903807615230457 0.9993302182641861 ) ( 2.19438877755511 0.9996114066961411 ) ( 2.1983967935871744 0.9998897021533327 ) ( 2.2024048096192383 1.0001641997403499 ) ( 2.2064128256513023 1.0004345026815216 ) ( 2.2104208416833666 1.000700605352756 ) ( 2.214428857715431 1.0009625121917405 ) ( 2.218436873747495 1.0012202276361597 ) ( 2.222444889779559 1.001473756123701 ) ( 2.226452905811623 1.0017231020920505 ) ( 2.2304609218436875 1.0019682699788939 ) ( 2.2344689378757514 1.0022092642219171 ) ( 2.2384769539078153 1.002446089258807 ) ( 2.2424849699398797 1.0026787495272491 ) ( 2.246492985971944 1.0029072494649298 ) ( 2.250501002004008 1.0031315935095353 ) ( 2.254509018036072 1.0033517860987518 ) ( 2.258517034068136 1.0035678316702652 ) ( 2.2625250501002006 1.0037797346617616 ) ( 2.2665330661322645 1.0039874995109275 ) ( 2.2705410821643284 1.0041911306554485 ) ( 2.2745490981963927 1.0043906325330114 ) ( 2.278557114228457 1.004586009581302 ) ( 2.282565130260521 1.0047772662380066 ) ( 2.286573146292585 1.004964406940811 ) ( 2.2905811623246493 1.0051474361274018 ) ( 2.2945891783567136 1.0053263582354648 ) ( 2.2985971943887775 1.0055011777026865 ) ( 2.3026052104208414 1.0056718989667526 ) ( 2.306613226452906 1.0058385264653495 ) ( 2.31062124248497 1.0060010646361635 ) ( 2.314629258517034 1.0061595179168805 ) ( 2.318637274549098 1.0063138907451865 ) ( 2.3226452905811623 1.0064641875587679 ) ( 2.3266533066132267 1.0066104127953108 ) ( 2.3306613226452906 1.0067525708925014 ) ( 2.3346693386773545 1.0068906662880257 ) ( 2.338677354709419 1.0070247034195698 ) ( 2.3426853707414828 1.0071546867248202 ) ( 2.3466933867735467 1.007280620641463 ) ( 2.350701402805611 1.0074025096071841 ) ( 2.3547094188376754 1.0075203580596694 ) ( 2.3587174348697393 1.0076341704366054 ) ( 2.362725450901803 1.0077439511756785 ) ( 2.3667334669338675 1.0078497047145745 ) ( 2.370741482965932 1.0079514354909793 ) ( 2.374749498997996 1.0080491479425795 ) ( 2.3787575150300597 1.008142846507061 ) ( 2.382765531062124 1.00823253562211 ) ( 2.3867735470941884 1.008318219725413 ) ( 2.3907815631262523 1.0083999032546556 ) ( 2.3947895791583163 1.0084775906475243 ) ( 2.3987975951903806 1.008551286341705 ) ( 2.402805611222445 1.0086209947748839 ) ( 2.406813627254509 1.0086867203847474 ) ( 2.410821643286573 1.0087484676089813 ) ( 2.414829659318637 1.0088062408852718 ) ( 2.4188376753507015 1.0088600446513054 ) ( 2.4228456913827654 1.0089098833447676 ) ( 2.4268537074148293 1.0089557614033453 ) ( 2.4308617234468937 1.0089976832647243 ) ( 2.434869739478958 1.0090356533665903 ) ( 2.438877755511022 1.0090696761466302 ) ( 2.442885771543086 1.0090997560425297 ) ( 2.44689378757515 1.009125897491975 ) ( 2.4509018036072145 1.0091481049326525 ) ( 2.4549098196392785 1.0091663828022481 ) ( 2.4589178356713424 1.009180735538448 ) ( 2.4629258517034067 1.0091911675789382 ) ( 2.466933867735471 1.0091976833614051 ) ( 2.470941883767535 1.0092002873235348 ) ( 2.474949899799599 1.0091989839030133 ) ( 2.4789579158316633 1.0091937775375266 ) ( 2.4829659318637276 1.0091846726647613 ) ( 2.4869739478957915 1.0091716737224035 ) ( 2.4909819639278554 1.0091547851481388 ) ( 2.49498997995992 1.0091340113796539 ) ( 2.498997995991984 1.0091093568546345 ) ( 2.503006012024048 1.0090808260107673 ) ( 2.507014028056112 1.009048423285738 ) ( 2.5110220440881763 1.009012153117233 ) ( 2.5150300601202407 1.0089720199429382 ) ( 2.5190380761523046 1.00892802820054 ) ( 2.5230460921843685 1.0088801823277243 ) ( 2.527054108216433 1.0088284867621775 ) ( 2.531062124248497 1.0087729459415855 ) ( 2.535070140280561 1.0087135643036347 ) ( 2.539078156312625 1.008650346286011 ) ( 2.5430861723446894 1.0085832963264008 ) ( 2.5470941883767533 1.0085124188624897 ) ( 2.551102204408817 1.0084377183319644 ) ( 2.5551102204408815 1.0083591991725112 ) ( 2.559118236472946 1.0082768658218157 ) ( 2.56312625250501 1.0081907227175642 ) ( 2.5671342685370737 1.008100774297443 ) ( 2.571142284569138 1.0080070249991384 ) ( 2.5751503006012024 1.0079094792603358 ) ( 2.5791583166332663 1.0078081415187226 ) ( 2.5831663326653302 1.0077030162119835 ) ( 2.5871743486973946 1.0075941077778057 ) ( 2.591182364729459 1.007481420653875 ) ( 2.595190380761523 1.0073649592778775 ) ( 2.5991983967935868 1.007244728087499 ) ( 2.603206412825651 1.0071207315204265 ) ( 2.6072144288577155 1.0069929740143455 ) ( 2.6112224448897794 1.0068614600069425 ) ( 2.6152304609218433 1.0067261939359033 ) ( 2.6192384769539077 1.0065871802389144 ) ( 2.623246492985972 1.0064444233536616 ) ( 2.627254509018036 1.0062979277178312 ) ( 2.6312625250501 1.0061476977691095 ) ( 2.635270541082164 1.0059937379451824 ) ( 2.6392785571142285 1.005836052683736 ) ( 2.6432865731462925 1.0056746464224569 ) ( 2.6472945891783564 1.0055095235990308 ) ( 2.6513026052104207 1.0053406886511438 ) ( 2.655310621242485 1.0051681460164823 ) ( 2.659318637274549 1.0049919001327323 ) ( 2.663326653306613 1.0048119554375803 ) ( 2.6673346693386772 1.004628316368712 ) ( 2.6713426853707416 1.0044409873638136 ) ( 2.6753507014028055 1.0042499728605716 ) ( 2.6793587174348694 1.0040552772966718 ) ( 2.6833667334669338 1.0038569051098003 ) ( 2.687374749498998 1.0036548607376437 ) ( 2.691382765531062 1.0034491486178876 ) ( 2.695390781563126 1.0032397731882186 ) ( 2.6993987975951903 1.0030267388863223 ) ( 2.7034068136272547 1.0028100501498851 ) ( 2.7074148296593186 1.0025897114165936 ) ( 2.7114228456913825 1.0023657271241333 ) ( 2.715430861723447 1.0021381017101905 ) ( 2.719438877755511 1.001906839612452 ) ( 2.723446893787575 1.0016719452686027 ) ( 2.727454909819639 1.00143342311633 ) ( 2.7314629258517034 1.0011912775933194 ) ( 2.7354709418837677 1.0009455131372569 ) ( 2.7394789579158316 1.000696134185829 ) ( 2.7434869739478955 1.0004431451767217 ) ( 2.74749498997996 1.0001865505476213 ) ( 2.751503006012024 0.9999263547362138 ) ( 2.7555110220440877 0.9996625621801853 ) ( 2.759519038076152 0.9993951773172219 ) ( 2.7635270541082164 0.9991242045850101 ) ( 2.7675350701402803 0.9988496484212354 ) ( 2.7715430861723442 0.9985715132635846 ) ( 2.7755511022044086 0.9982898035497436 ) ( 2.779559118236473 0.9980045237173985 ) ( 2.783567134268537 0.9977156782042355 ) ( 2.7875751503006008 0.9974232714479409 ) ( 2.791583166332665 0.9971273078862004 ) ( 2.7955911823647295 0.9968277919567006 ) ( 2.7995991983967934 0.9965247280971273 ) ( 2.8036072144288573 0.996218120745167 ) ( 2.8076152304609217 0.9959079743385054 ) ( 2.811623246492986 0.9955942933148291 ) ( 2.81563126252505 0.9952770821118241 ) ( 2.819639278557114 0.9949563451671761 ) ( 2.823647294589178 0.994632086918572 ) ( 2.8276553106212425 0.9943043118036975 ) ( 2.8316633266533064 0.9939730242602388 ) ( 2.8356713426853704 0.9936382287258821 ) ( 2.8396793587174347 0.9932999296383136 ) ( 2.843687374749499 0.9929581314352193 ) ( 2.847695390781563 0.9926128385542854 ) ( 2.851703406813627 0.9922640554331981 ) ( 2.8557114228456912 0.9919117865096434 ) ( 2.8597194388777556 0.9915560362213075 ) ( 2.8637274549098195 0.9911968090058768 ) ( 2.8677354709418834 0.9908341093010371 ) ( 2.8717434869739478 0.9904679415444748 ) ( 2.875751503006012 0.9900983101738758 ) ( 2.879759519038076 0.9897252196269263 ) ( 2.88376753507014 0.9893486743413127 ) ( 2.8877755511022043 0.9889686787547208 ) ( 2.8917835671342687 0.988585237304837 ) ( 2.8957915831663326 0.9881983544293473 ) ( 2.8997995991983965 0.9878080345659381 ) ( 2.903807615230461 0.9874142821522952 ) ( 2.907815631262525 0.9870171016261049 ) ( 2.911823647294589 0.9866164974250534 ) ( 2.915831663326653 0.9862124739868267 ) ( 2.9198396793587174 0.985805035749111 ) ( 2.9238476953907817 0.9853941871495926 ) ( 2.9278557114228456 0.9849799326259574 ) ( 2.9318637274549095 0.9845622766158917 ) ( 2.935871743486974 0.9841412235570814 ) ( 2.9398797595190382 0.9837167778872131 ) ( 2.943887775551102 0.9832889440439728 ) ( 2.947895791583166 0.9828577264650465 ) ( 2.9519038076152304 0.9824231295881202 ) ( 2.9559118236472943 0.9819851578508805 ) ( 2.9599198396793582 0.9815438156910131 ) ( 2.9639278557114226 0.9810991075462043 ) ( 2.967935871743487 0.9806510378541404 ) ( 2.971943887775551 0.9801996110525075 ) ( 2.9759519038076148 0.9797448315789915 ) ( 2.979959919839679 0.9792867038712788 ) ( 2.9839679358717435 0.9788252323670554 ) ( 2.9879759519038074 0.9783604215040073 ) ( 2.9919839679358713 0.9778922757198211 ) ( 2.9959919839679356 0.9774207994521826 ) ( 3.0 0.976945997138778 ) ( end ) abinitio LX 10 6 name "" (<1.2|LX|2.4>) spin 0 0 lambda 1 0 -i 0 type grid factor i units angstroms values 1 0.056366862311 1.05 0.060555542973 1.1 0.041954610552 1.11 0.039977639503 1.12 0.038321813302 1.13 0.036975859703 1.14 0.035959987456 1.15 0.035177994603 1.16 0.034497322076 1.17 0.033779184492 1.18 0.033016435260 1.19 0.032242890921 1.2 0.031480632818 1.21 0.030737738142 1.22 0.030012581481 1.23 0.029292813654 1.24 0.028563888212 1.25 0.027815724782 1.26 0.027027650327 1.27 0.026184449826 1.28 0.025270609726 1.29 0.024272393084 1.3 0.023178276831 1.31 0.021979132208 1.32 0.020668362276 1.33 0.019241263123 1.34 0.017694609590 1.35 0.016026217128 1.36 0.014236949177 1.37 0.012320787568 1.38 0.010278313484 1.39 0.008107794822 1.4 0.005807091556 1.41 0.003373535268 1.42 0.000804469361 1.43 -0.001904295312 1.44 -0.004756950696 1.45 -0.007758394677 1.46 -0.010914167973 1.47 -0.014230460197 1.48 -0.017708961096 1.49 -0.021366790191 1.5 -0.025207322781 1.51 -0.029239099273 1.52 -0.033471104116 1.53 -0.037912686975 1.54 -0.042573410187 1.55 -0.047462860830 1.56 -0.052590445433 1.57 -0.057965139856 1.58 -0.063639971290 1.59 -0.069533118286 1.6 -0.075694777818 1.61 -0.082129417715 1.62 -0.088839580801 1.64 -0.103086790496 1.65 -0.110618979885 1.66 -0.118395262000 1.68 -0.134755127033 1.7 -0.152000121752 1.72 -0.170174445409 1.74 -0.189111938772 1.75 -0.198836046434 1.76 -0.208715072497 1.78 -0.231535102503 1.8 -0.251888903001 1.82 -0.272659097235 1.84 -0.293764849811 1.85 -0.304416034396 1.86 -0.315111578995 1.88 -0.336560085972 1.9 -0.358588790595 1.92 -0.389003150290 1.94 -0.418909909804 1.95 -0.432011611129 1.96 -0.444643379226 1.98 -0.469286474513 2 -0.493480556659 2.05 -0.552346554809 2.1 -0.608187893156 2.15 -0.659922863382 2.2 -0.706711215666 2.25 -0.748075056034 2.3 -0.783882913086 2.35 -0.814261467419 2.4 -0.839493821328 2.5 -0.875778667991 2.6 -0.894057626733 2.8 -0.843740208734 3 -0.872564032079 7.0 0.0 8.0 0.0 end abinitio LX 10 2 name "" (<1.2|LX|1.4> HERE swap at around R=2? ) spin 0 0 lambda 1 2 -i -2i type grid factor i units angstroms values 1 0.907123787 1.05 0.937858462 1.1 0.882445245 1.11 0.886835281 1.12 0.891843659 1.13 0.89784299 1.14 0.905232279 1.15 0.913786667 1.16 0.921838935 1.17 0.927836599 1.18 0.931803275 1.19 0.934290732 1.2 0.935705958 1.21 0.936262305 1.22 0.936046431 1.23 0.935072256 1.24 0.93330284 1.25 0.93070182 1.26 0.927268456 1.27 0.922949967 1.28 0.917737511 1.29 0.911643094 1.3 0.904698818 1.31 0.896953155 1.32 0.888467317 1.33 0.879308855 1.34 0.869547507 1.35 0.85925172 1.36 0.848539989 1.37 0.837368123 1.38 0.825841141 1.39 0.814008044 1.4 0.801912709 1.41 0.789594847 1.42 0.77709021 1.43 0.764430707 1.44 0.751646697 1.45 0.738766395 1.46 0.725816701 1.47 0.712823589 1.48 0.699856576 1.49 0.686855726 1.5 0.673887241 1.51 0.660976057 1.52 0.648146926 1.53 0.635424202 1.54 0.622831552 1.55 0.610391483 1.56 0.598124814 1.57 0.586050123 1.58 0.574230374 1.59 0.562584166 1.6 0.551165438 1.61 0.539977429 1.62 0.52901859 1.64 0.50775826 1.65 0.497430732 1.66 0.487386504 1.68 0.467554582 1.7 0.448200102 1.72 0.429210338 1.74 0.410519643 1.75 0.401286082 1.76 0.392132894 1.78 0.356999376 1.8 0.340183578 1.82 0.323749501 1.84 0.307617835 1.85 0.299560866 1.86 0.291407953 1.88 0.274205997 1.9 0.25463056 1.92 0.251574725 1.94 0.258467378 1.95 0.258166548 1.96 0.256860393 1.98 0.252943731 2 0.248476342 2.05 0.237686218 2.1 0.228747683 2.15 0.222041596 2.2 0.217650638 2.25 0.215633536 2.3 0.216081319 2.35 0.219141379 2.4 0.225043448 2.5 0.246971703 2.6 0.287512181 2.8 0.489006469 3 0.458630602 7.0 0.0 8.0 0.0 end abinitio LX 4 1 name "" (<1.2|LX|1.4> HERE CUT R>2?) spin 1 1 lambda 1 0 -i 0 type grid factor i units angstroms values 1 -1.00462 1.05 -1.0283 1.1 -1.05124 1.11 -1.05244 1.12 -1.05139 1.13 -1.04885 1.14 -1.04521 1.15 -1.04064 1.16 -1.03519 1.17 -1.02879 1.18 -1.02116 1.19 -1.01042 1.2 -0.99169 1.21 -0.9821 1.22 -0.97411 1.23 -0.96631 1.24 -0.95828 1.25 -0.94985 1.26 -0.94093 1.27 -0.9315 1.28 -0.92154 1.29 -0.91107 1.3 -0.9001 1.31 -0.88864 1.32 -0.87674 1.33 -0.8644 1.34 -0.85167 1.35 -0.83857 1.36 -0.82514 1.37 -0.81139 1.38 -0.79737 1.39 -0.78309 1.4 -0.76859 1.41 -0.7539 1.42 -0.73909 1.43 -0.7241 1.44 -0.70901 1.45 -0.69384 1.46 -0.67862 1.47 -0.66339 1.48 -0.64817 1.49 -0.633 1.5 -0.61791 1.51 -0.60293 1.52 -0.58809 1.53 -0.57342 1.54 -0.55896 1.55 -0.54476 1.56 -0.53078 1.57 -0.51709 1.58 -0.5037 1.59 -0.49067 1.6 -0.47793 1.61 -0.46554 1.62 -0.4535 1.64 -0.43041 1.65 -0.41926 1.66 -0.40824 1.68 -0.38805 1.7 -0.37039 1.72 -0.35452 1.74 -0.34009 1.75 -0.3334 1.76 -0.32707 1.78 -0.31538 1.8 -0.30496 1.82 -0.29569 1.84 -0.28753 1.85 -0.28383 1.86 -0.28035 1.88 -0.27403 1.9 -0.26843 1.92 -0.2634 1.94 -0.25865 1.95 -0.2563 1.96 -0.2539 1.98 -0.24863 2 -0.24188 2.05 -0.22629 2.1 -0.24802 2.15 -0.25502 2.2 -0.25591 2.25 -0.25142 2.3 -0.24141 2.35 -0.22663 2.4 -0.20886 2.5 -0.17094 2.6 -0.1347 2.8 -0.06793 3 0.000275281 7.0 0.0 8.0 0.0 end abinitio LX 4 5 name "" (<1.2|LX|3.4> MAYBE CUT OFF R>2 and R<1.1 HERE ) spin 1 1 lambda 1 0 -i 0 type grid factor i units angstroms values 1 -0.12802 1.05 -0.03064 1.1 -0.02551 1.11 -0.01354 1.12 -4.97E-04 1.13 0.01302 1.14 0.02643 1.15 0.03916 1.16 0.05083 1.17 0.06123 1.18 0.07021 1.19 0.07674 1.2 0.07751 1.21 0.08487 1.22 0.09305 1.23 0.10104 1.24 0.10858 1.25 0.11567 1.26 0.12244 1.27 0.12884 1.28 0.13503 1.29 0.14109 1.3 0.14706 1.31 0.15301 1.32 0.15896 1.33 0.16496 1.34 0.17103 1.35 0.17719 1.36 0.18348 1.37 0.18989 1.38 0.19646 1.39 0.20319 1.4 0.2101 1.41 0.21718 1.42 0.22444 1.43 0.23189 1.44 0.23954 1.45 0.24738 1.46 0.2554 1.47 0.26362 1.48 0.27201 1.49 0.28059 1.5 0.28933 1.51 0.29824 1.52 0.30731 1.53 0.31652 1.54 0.32588 1.55 0.33535 1.56 0.34494 1.57 0.35465 1.58 0.36444 1.59 0.37431 1.6 0.38423 1.61 0.39425 1.62 0.40433 1.64 0.42473 1.65 0.43516 1.66 0.44586 1.68 0.46602 1.7 0.48469 1.72 0.50256 1.74 0.51975 1.75 0.52807 1.76 0.5362 1.78 0.55185 1.8 0.56665 1.82 0.58058 1.84 0.59354 1.85 0.59966 1.86 0.60554 1.88 0.61652 1.9 0.62643 1.92 0.63521 1.94 0.64279 1.95 0.6461 1.96 0.64907 1.98 0.65389 2 0.65692 2.05 0.65201 2.1 0.63977 2.15 0.61192 2.2 0.56877 2.25 0.51584 2.3 0.46051 2.35 0.40767 2.4 0.3592 2.5 0.27705 2.6 0.21414 2.8 0.12926 3 0.07631 7.0 0.0 8.0 0.0 end abinitio LX 9 1 name "" (<2.2|LX|1.4> §DIABATISED) spin 1 1 lambda 1 0 -i 0 type grid factor i units angstroms values 1 0.640560934 1.05 0.707602925 1.1 0.782582246 1.11 0.797377594 1.12 0.811590531 1.13 0.825279421 1.14 0.838511238 1.15 0.851309724 1.16 0.863668262 1.17 0.875545483 1.18 0.886812925 1.19 0.897037442 1.2 0.906233487 1.21 0.91586725 1.22 0.925641738 1.23 0.935311266 1.24 0.944832225 1.25 0.954152287 1.26 0.963265571 1.27 0.972169915 1.28 0.980852854 1.29 0.98930954 1.3 0.99753402 1.31 1.005538326 1.32 1.013286253 1.33 1.02079156 1.34 1.028053518 1.35 1.03507217 1.36 1.041847769 1.37 1.048381326 1.38 1.054673904 1.39 1.06072733 1.4 1.066542245 1.41 1.072121426 1.42 1.075660789 1.43 1.080831934 1.44 1.085776165 1.45 1.090494683 1.46 1.09499035 1.47 1.099266349 1.48 1.103326571 1.49 1.107175701 1.5 1.110819277 1.51 1.114263786 1.52 1.117516742 1.53 1.120586749 1.54 1.123472795 1.55 1.126206897 1.56 1.128790608 1.57 1.131237001 1.58 1.133560196 1.59 1.135775151 1.6 1.137899048 1.61 1.139950443 1.62 1.141952611 1.63 1.143936371 1.64 1.145939539 1.65 1.147964458 1.66 1.149879662 1.67 1.15156356 1.68 1.153046886 1.69 1.154379466 1.7 1.155586075 1.71 1.156674024 1.72 1.157642985 1.73 1.158489629 1.74 1.159208934 1.75 1.159792522 1.76 1.160233623 1.78 1.160626791 1.8 1.160385264 1.82 1.159417296 1.84 1.157665919 1.85 1.156482214 1.86 1.155087548 1.88 1.151658124 1.92 1.142332655 1.94 1.13665628 1.95 1.133660981 1.96 1.130621443 1.98 1.12465005 2 1.119263784 2.01 1.116719744 2.02 1.114680653 2.03 1.114010051 2.04 1.1098165 2.05 1.107502377 2.06 1.102166631 2.08 1.090242951 2.1 1.080728462 2.15 1.054025089 2.2 1.02015282 2.25 0.982784692 2.3 0.945276079 2.35 0.909424439 2.4 0.87575027 2.5 0.807410468 2.6 0.705351171 2.8 0.411267846 3 0.200364563 3.1 0.135080748 3.2 0.088922651 3.3 0.0573437 3.4 0.037016258 3.5 0.024451447 3.6 0.016511286 3.7 0.011298068 3.8 0.007786143 3.9 0.005381868 4 0.003716695 4.2 0.001735773 4.4 0.000758534 4.6 2.87E-04 4.8 4.10E-04 5 5.36E-05 7.0 0.0 8.0 0.0 end abinitio LX 9 5 name "" (<2.2|LX|3.4> §DIABATISED) spin 1 1 lambda 1 0 -i 0 type grid factor i units angstroms values 1.1 1.058294717 1.11 0.993970863 1.12 0.919638648 1.13 0.840214476 1.14 0.760335706 1.15 0.683719367 1.16 0.612881598 1.17 0.549394465 1.18 0.494804841 1.19 0.453129145 1.2 0.422203772 1.21 0.385237127 1.22 0.348445405 1.23 0.31472486 1.24 0.284659801 1.25 0.258154685 1.26 0.23490147 1.27 0.214578987 1.28 0.196719374 1.29 0.181036942 1.3 0.167230475 1.31 0.155045327 1.32 0.14424779 1.33 0.134656331 1.34 0.126112788 1.35 0.118484551 1.36 0.111655585 1.37 0.105528695 1.38 0.100020339 1.39 0.095058417 1.4 0.090580654 1.41 0.08653213 1.42 0.085537717 1.43 0.082093862 1.44 0.078948007 1.45 0.076065889 1.46 0.073422104 1.47 0.070992812 1.48 0.068756924 1.49 0.066695498 1.5 0.064791763 1.51 0.06303031 1.52 0.061396844 1.53 0.059877679 1.54 0.058457965 1.55 0.057126798 1.56 0.055867997 1.57 0.054665334 1.58 0.053499857 1.59 0.052350988 1.6 0.051185099 1.61 0.049964868 1.62 0.048631459 1.63 0.047091817 1.64 0.045206303 1.65 0.042892711 1.66 0.040473977 1.67 0.038357525 1.68 0.036511145 1.69 0.034771745 1.7 0.033035733 1.71 0.031243567 1.72 0.029358242 1.73 0.027354643 1.74 0.025214198 1.75 0.022920219 1.76 0.020458925 1.78 0.014978721 1.8 0.008673918 1.82 0.001447572 1.84 -0.00684682 1.85 -0.011430189 1.86 -0.016327586 1.88 -0.027139782 1.92 -0.053427487 1.94 -0.069224042 1.95 -0.077856408 1.96 -0.086997766 1.98 -0.106831463 2 -0.128686994 2.01 -0.140350006 2.02 -0.152466055 2.03 -0.165400699 2.04 -0.178649544 2.05 -0.192506869 2.06 -0.209062605 2.08 -0.245114076 2.1 -0.282594819 2.15 -0.390556377 2.2 -0.518226867 2.25 -0.656376835 2.3 -0.797665688 2.35 -0.941662614 2.4 -1.092845845 2.5 -1.431260043 2.6 -1.769306125 2.8 -2.098628209 3 -2.115261581 3.1 -2.062482511 3.2 -1.976745019 3.3 -1.873780623 3.4 -1.790613238 3.5 -1.747253383 3.6 -1.72862154 3.7 -1.71800457 3.8 -1.707045517 3.9 -1.690891325 4 -1.665190451 4.2 -1.568481509 4.4 -1.408339509 4.6 -1.233999863 4.8 -1.15E+00 5 -1.04E+00 7.0 0.0 8.0 0.0 end abinitio LX 4 8 name "" (<1.2|LX|2.4>) spin 1 1 lambda 1 2 -i -2i type grid factor i units angstroms values 1.11 0.017650264 (1 0.043812727 ; 1.1 0.019080943) 1.12 0.016297529 1.13 0.015014735 1.14 0.013826134 1.15 0.012701302 1.16 0.011624401 1.17 0.010578371 1.18 0.009539244 1.19 0.008405892 1.2 0.006950368 1.21 0.00599149 1.22 0.005113967 1.23 0.004292178 1.24 0.003478432 1.25 0.002660688 1.26 0.001832647 1.27 0.00098984 1.28 0.000129491 1.29 -0.000750656 1.3 -0.00165245 1.31 -0.002577504 1.32 -0.00352726 1.33 -0.004503066 1.34 -0.005506239 1.35 -0.006538142 1.36 -0.007600127 1.37 -0.008693709 1.38 -0.00982057 1.39 -0.010982602 1.4 -0.012181947 1.41 -0.013421014 1.42 -0.014701659 1.43 -0.016028429 1.44 -0.017403971 1.45 -0.01883198 1.46 -0.020316501 1.47 -0.021861896 1.48 -0.023472821 1.49 -0.025154126 1.5 -0.02691099 1.51 -0.028748632 1.52 -0.030672225 1.53 -0.032686993 1.54 -0.034797857 1.55 -0.037009714 1.56 -0.039326227 1.57 -0.041751429 1.58 -0.044288459 1.59 -0.046938349 1.6 -0.049684336 1.61 -0.052571761 1.62 -0.055582203 1.64 -0.062013096 1.65 -0.065502724 1.66 -0.069294721 1.68 -0.077065162 1.7 -0.084677947 1.72 -0.09247601 1.74 -0.100587307 1.75 -0.104777263 1.76 -0.109065448 1.78 -0.11796265 1.8 -0.12733266 1.82 -0.137234691 1.84 -0.147716424 1.85 -0.153193436 1.86 -0.158837025 1.88 -0.170651103 1.9 -0.183211588 1.92 -0.196571801 1.94 -0.210785912 1.95 -0.218231909 1.96 -0.225915918 1.98 -0.242051296 2 -0.259384986 2.05 -0.313347627 2.1 -0.36950206 2.15 -0.428342689 2.2 -0.490963032 2.25 -0.555289854 2.3 -0.618660085 2.35 -0.678583529 2.4 -0.733044655 2.5 -0.821513026 2.6 -0.883265354 2.8 -0.950581518 3 -0.978030847 7.0 0.0 8.0 0.0 end abinitio LX 9 8 name "" (<2.2|LX|2.4> §DIABATISED) spin 1 1 lambda 1 2 -i -2i type grid factor i units angstroms values 1.1 0.002607927 1.11 0.010314854 1.12 0.023260051 1.13 0.036341156 1.14 0.049703327 1.15 0.063431358 1.16 0.077566219 1.17 0.092044765 1.18 0.106740214 1.19 0.121803678 1.2 0.136077985 1.21 0.147108473 1.22 0.156409974 1.23 0.164673368 1.24 0.172178664 1.25 0.179073731 1.26 0.185448555 1.27 0.191367535 1.28 0.196881081 1.29 0.202026785 1.3 0.206836078 1.31 0.211337593 1.32 0.215549861 1.33 0.21949385 1.34 0.223186658 1.35 0.226643427 1.36 0.229877658 1.37 0.232901366 1.38 0.235725239 1.39 0.238358621 1.4 0.24080995 1.41 0.243085792 1.42 0.244697214 1.43 0.246572412 1.44 0.248283704 1.45 0.249831524 1.46 0.251217529 1.47 0.252441357 1.48 0.253501337 1.49 0.254394324 1.5 0.255115729 1.51 0.255659395 1.52 0.256017497 1.53 0.256180481 1.54 0.256136848 1.55 0.255873468 1.56 0.255374708 1.57 0.254622671 1.58 0.253596415 1.59 0.252270882 1.6 0.250618518 1.61 0.248587847 1.62 0.246118367 1.63 0.243104129 1.64 0.239383287 1.65 0.234872774 1.66 0.230013397 1.67 0.225356692 1.68 0.220886193 1.69 0.216424054 1.7 0.211863841 1.71 0.207154153 1.72 0.202272004 1.73 0.197208331 1.74 0.191960954 1.75 0.186531514 1.76 0.18092295 1.78 0.169187792 1.8 0.156784599 1.82 0.143755046 1.84 0.130142334 1.85 0.123133148 1.86 0.11599867 1.88 0.1013899 1.92 0.07114821 1.94 0.055779199 1.95 0.048111176 1.96 0.040492532 1.98 0.025534654 2 0.011145726 2.01 0.0040982 2.02 -0.002764877 2.03 -0.009866652 2.04 -0.017406039 2.05 -0.024741929 2.06 -0.03474187 2.08 -0.03699011 2.1 -0.072386483 2.15 -0.116733743 2.2 -0.160870446 2.25 -0.201617173 2.3 -0.236759009 2.35 -0.264841573 2.4 -0.285195321 2.5 -0.301470656 2.6 -0.280000941 2.8 -0.169706007 3 -0.084150215 3.1 -0.056964447 3.2 -0.037598428 3.3 -0.024388932 3.4 -0.016004878 3.5 -0.010888714 3.6 -0.007609086 3.7 -0.00538194 3.8 -0.003822855 3.9 -0.002716983 4 -0.001927837 4.2 -0.000958346 4.4 -0.000459613 4.6 -0.000202865 4.8 -6.52E-05 5 -3.81E-05 7.0 0.0 8.0 0.0 end ( LX 4 8 ) ( name "" (<1.3|LX|1.1>, %) ) ( spin 1 1 ) ( lambda 1 2 ) ( -i -2i ) ( type grid ) ( factor i ) ( units angstroms ) ( values) ( 1 -0.105281415 ) ( 1.05 -0.027419594 ) ( 1.1 -0.015224522 ) ( 1.11 -0.013824741 ) ( 1.12 -0.012586132 ) ( 1.13 -0.01147197 ) ( 1.14 -0.010454456 ) ( 1.15 -0.009512184 ) ( 1.16 -0.008627914 ) ( 1.17 -0.00778782 ) ( 1.18 -0.006980592 ) ( 1.19 -0.006196643 ) ( 1.2 -0.005427816 ) ( 1.21 -0.004667124 ) ( 1.22 -0.003908372 ) ( 1.23 -0.003146648 ) ( 1.24 -0.002168186 ) ( 1.25 -0.001388419 ) ( 1.26 -0.000596799 ) ( 1.27 0.000210371 ) ( 1.28 0.001036125 ) ( 1.29 0.001882994 ) ( 1.3 0.002753156 ) ( 1.31 0.00364844 ) ( 1.32 0.004570548 ) ( 1.33 0.005520715 ) ( 1.34 0.006500344 ) ( 1.35 0.007510682 ) ( 1.36 0.008553014 ) ( 1.37 0.009658773 ) ( 1.38 0.010790389 ) ( 1.39 0.011961374 ) ( 1.4 0.013173937 ) ( 1.41 0.01443035 ) ( 1.42 0.01573314 ) ( 1.43 0.017084968 ) ( 1.44 0.018488928 ) ( 1.45 0.019948188 ) ( 1.46 0.021466294 ) ( 1.47 0.023047026 ) ( 1.48 0.024694468 ) ( 1.49 0.026412938 ) ( 1.5 0.028206953 ) ( 1.51 0.030081195 ) ( 1.52 0.03204022 ) ( 1.53 0.034088801 ) ( 1.54 0.036231387 ) ( 1.55 0.03847223 ) ( 1.56 0.040815039 ) ( 1.57 0.043263038 ) ( 1.58 0.045818706 ) ( 1.59 0.048483724 ) ( 1.6 0.051258943 ) ( 1.61 0.054144226 ) ( 1.62 0.057138707 ) ( 1.64 0.063437751 ) ( 1.65 0.066746406 ) ( 1.66 0.070152792 ) ( 1.68 0.077252862 ) ( 1.69 0.080940578 ) ( 1.7 0.084718054 ) ( 1.71 0.088585425 ) ( 1.72 0.092543769 ) ( 1.74 0.10074251 ) ( 1.75 0.104989799 ) ( 1.76 0.109341687 ) ( 1.78 0.118381577 ) ( 1.8 0.127910865 ) ( 1.82 0.137980279 ) ( 1.84 0.148651208 ) ( 1.85 0.154230003 ) ( 1.86 0.159978135 ) ( 1.88 0.172014243 ) ( 1.9 0.184815881 ) ( 1.92 0.198439053 ) ( 1.94 0.212943113 ) ( 1.95 0.22054738 ) ( 1.96 0.228402191 ) ( 1.98 0.24494685 ) ( 2 0.262957958 ) ( 2.05 0.318766486 ) ( 2.1 0.373871512 ) ( 2.15 0.433140618 ) ( 2.2 0.496102423 ) ( 2.25 0.560627605 ) ( 2.3 0.624025522 ) ( 2.35 0.683668071 ) ( 2.4 0.737441163 ) ( 2.5 0.823519512 ) ( 2.6 0.881999962 ) ( 2.8 0.942185122 ) ( 3 0.962419475 ) ( end ) abinitio LX 4 7 name "" (<1.3|LX|2.1>) spin 1 1 lambda 1 0 -i 0 type grid factor i units angstroms values 1 -0.05501224895 1.05 -0.032180725198 1.1 -0.027495525 1.11 -0.027126831 1.12 -0.026866092 1.13 -0.026693804 1.14 -0.026594399 1.15 -0.026554557 1.16 -0.026563085 1.17 -0.026609821 1.18 -0.026685058 1.19 -0.026779352 1.2 -0.026883184 1.21 -0.026986745 1.22 -0.027080007 1.23 -0.027152848 1.24 -0.025889783 1.25 -0.025892814 1.26 -0.025877824 1.27 -0.025838101 1.28 -0.025767393 1.29 -0.025659882 1.3 -0.025510246 1.31 -0.025313553 1.32 -0.025065179 1.33 -0.024760898 1.34 -0.024396729 1.35 -0.023969002 1.36 -0.023474353 1.37 -0.022688102 1.38 -0.022064312 1.39 -0.021368721 1.4 -0.020598242 1.41 -0.019750024 1.42 -0.018821691 1.43 -0.017811139 1.44 -0.016716866 1.45 -0.015537532 1.46 -0.014272275 1.47 -0.012920535 1.48 -0.011482079 1.49 -0.009956921 1.5 -0.008345247 1.51 -0.006646002 1.52 -0.004862334 1.53 -0.002992799 1.54 -0.001037152 1.55 0.001005081 1.56 0.003135086 1.57 0.005354659 1.58 0.007666297 1.59 0.010073268 1.6 0.01257952 1.61 0.015189663 1.62 0.017908723 1.64 0.023695837 1.65 0.026773038 1.66 0.029978965 1.68 0.036790055 1.69 0.04039997 1.7 0.044147544 1.71 0.048032924 1.72 0.052055722 1.74 0.060510338 1.75 0.064940293 1.76 0.069504269 1.78 0.07903309 1.8 0.089098123 1.82 0.099699439 1.84 0.11087038 1.85 0.116678073 1.86 0.122630457 1.88 0.134998528 1.9 0.148012366 1.92 0.161709677 1.94 0.176133486 1.95 0.18363411 1.96 0.191339389 1.98 0.207427939 2 0.224705688 2.05 0.278137533 2.1 0.331239287 2.15 0.387481226 2.2 0.446785049 2.25 0.507168579 2.3 0.566048456 2.35 0.620849091 2.4 0.669464744 2.5 0.744171568 2.6 0.789663097 2.8 0.819077939 3 0.804780116 7.0 0.0 8.0 0.0 end ( LX 9 8 ) ( name "" (<2.3|LX|1.1>, %) ) ( spin 1 1 ) ( lambda 1 2 ) ( -i -2i ) ( type grid ) ( factor i ) ( units angstroms ) ( values) ( 1.0 0.17894596699999998 ) ( 1.0040080160320641 0.16037767896128702 ) ( 1.0080160320641283 0.14193898174466146 ) ( 1.0120240480961924 0.12375946617221076 ) ( 1.0160320641282565 0.10596872306602234 ) ( 1.0200400801603207 0.08869634324818365 ) ( 1.0240480961923848 0.0720719175407821 ) ( 1.028056112224449 0.05622503676590511 ) ( 1.032064128256513 0.04128529174564012 ) ( 1.0360721442885772 0.027382273302074565 ) ( 1.0400801603206413 0.014645572257295833 ) ( 1.0440881763527055 0.0032047794333914074 ) ( 1.0480961923847696 -0.006810514347551304 ) ( 1.0521042084168337 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2.1583166332665327 0.3539987625980136 ) ( 2.162324649298597 0.36102941450094655 ) ( 2.1663326653306614 0.3680156362935301 ) ( 2.1703406813627253 0.37495758872495466 ) ( 2.174348697394789 0.3818554325444124 ) ( 2.1783567134268536 0.38870932850109496 ) ( 2.182364729458918 0.39551943734419315 ) ( 2.186372745490982 0.4022859198228971 ) ( 2.1903807615230457 0.40900893668639887 ) ( 2.19438877755511 0.41568864868389066 ) ( 2.1983967935871744 0.4223252165645625 ) ( 2.2024048096192383 0.42891880107760516 ) ( 2.2064128256513023 0.4354695629722105 ) ( 2.2104208416833666 0.4419776629975706 ) ( 2.214428857715431 0.44844326190287553 ) ( 2.218436873747495 0.4548665204373162 ) ( 2.222444889779559 0.46124759935008447 ) ( 2.226452905811623 0.467586659390372 ) ( 2.2304609218436875 0.4738838613073695 ) ( 2.2344689378757514 0.4801393658502674 ) ( 2.2384769539078153 0.4863533337682576 ) ( 2.2424849699398797 0.49252592581053206 ) ( 2.246492985971944 0.4986573027262812 ) ( 2.250501002004008 0.5047476252646957 ) ( 2.254509018036072 0.5107970541749672 ) ( 2.258517034068136 0.5168057502062879 ) ( 2.2625250501002006 0.5227738741078481 ) ( 2.2665330661322645 0.5287015866288385 ) ( 2.2705410821643284 0.5345890485184507 ) ( 2.2745490981963927 0.5404364205258769 ) ( 2.278557114228457 0.5462438634003074 ) ( 2.282565130260521 0.5520115378909328 ) ( 2.286573146292585 0.5577396047469451 ) ( 2.2905811623246493 0.5634282247175358 ) ( 2.2945891783567136 0.569077558551896 ) ( 2.2985971943887775 0.5746877669992159 ) ( 2.3026052104208414 0.5802590108086872 ) ( 2.306613226452906 0.5857914507295022 ) ( 2.31062124248497 0.5912852475108512 ) ( 2.314629258517034 0.5967405619019247 ) ( 2.318637274549098 0.6021575546519148 ) ( 2.3226452905811623 0.6075363865100131 ) ( 2.3266533066132267 0.6128772182254102 ) ( 2.3306613226452906 0.6181802105472967 ) ( 2.3346693386773545 0.6234455242248644 ) ( 2.338677354709419 0.6286733200073054 ) ( 2.3426853707414828 0.6338637586438094 ) ( 2.3466933867735467 0.6390170008835683 ) ( 2.350701402805611 0.6441332074757737 ) ( 2.3547094188376754 0.6492125391696165 ) ( 2.3587174348697393 0.6542551567142874 ) ( 2.362725450901803 0.6592612208589778 ) ( 2.3667334669338675 0.6642308923528796 ) ( 2.370741482965932 0.6691643319451837 ) ( 2.374749498997996 0.6740617003850804 ) ( 2.3787575150300597 0.6789231584217617 ) ( 2.382765531062124 0.6837488668044194 ) ( 2.3867735470941884 0.6885389862822437 ) ( 2.3907815631262523 0.693293677604426 ) ( 2.3947895791583163 0.6980131015201575 ) ( 2.3987975951903806 0.7026974187786299 ) ( 2.402805611222445 0.7073467901290341 ) ( 2.406813627254509 0.711961376320561 ) ( 2.410821643286573 0.716541338102402 ) ( 2.414829659318637 0.7210868362237487 ) ( 2.4188376753507015 0.7255980314337921 ) ( 2.4228456913827654 0.7300750844817228 ) ( 2.4268537074148293 0.7345181561167323 ) ( 2.4308617234468937 0.7389274070880129 ) ( 2.434869739478958 0.7433029981447544 ) ( 2.438877755511022 0.7476450900361483 ) ( 2.442885771543086 0.7519538435113859 ) ( 2.44689378757515 0.7562294193196593 ) ( 2.4509018036072145 0.7604719782101584 ) ( 2.4549098196392785 0.764681680932075 ) ( 2.4589178356713424 0.7688586882346 ) ( 2.4629258517034067 0.7730031608669251 ) ( 2.466933867735471 0.7771152595782415 ) ( 2.470941883767535 0.7811951451177398 ) ( 2.474949899799599 0.7852429782346112 ) ( 2.4789579158316633 0.789258919678048 ) ( 2.4829659318637276 0.7932431301972407 ) ( 2.4869739478957915 0.7971957705413797 ) ( 2.4909819639278554 0.8011170014596575 ) ( 2.49498997995992 0.8050069837012648 ) ( 2.498997995991984 0.8088658780153928 ) ( 2.503006012024048 0.8126938451512326 ) ( 2.507014028056112 0.8164910458579753 ) ( 2.5110220440881763 0.8202576408848126 ) ( 2.5150300601202407 0.8239937909809355 ) ( 2.5190380761523046 0.8276996568955347 ) ( 2.5230460921843685 0.8313753993778019 ) ( 2.527054108216433 0.8350211791769286 ) ( 2.531062124248497 0.8386371570421057 ) ( 2.535070140280561 0.8422234937225238 ) ( 2.539078156312625 0.8457803499673748 ) ( 2.5430861723446894 0.8493078865258501 ) ( 2.5470941883767533 0.8528062641471401 ) ( 2.551102204408817 0.8562756435804365 ) ( 2.5551102204408815 0.859716185574931 ) ( 2.559118236472946 0.863128050879814 ) ( 2.56312625250501 0.8665114002442768 ) ( 2.5671342685370737 0.8698663944175108 ) ( 2.571142284569138 0.8731931941487072 ) ( 2.5751503006012024 0.8764919601870577 ) ( 2.5791583166332663 0.8797628532817526 ) ( 2.5831663326653302 0.8830060341819832 ) ( 2.5871743486973946 0.8862216636369415 ) ( 2.591182364729459 0.8894099023958184 ) ( 2.595190380761523 0.8925709112078043 ) ( 2.5991983967935868 0.8957048508220912 ) ( 2.603206412825651 0.8988118819878704 ) ( 2.6072144288577155 0.9018921654543327 ) ( 2.6112224448897794 0.9049458619706695 ) ( 2.6152304609218433 0.9079731322860718 ) ( 2.6192384769539077 0.9109741371497311 ) ( 2.623246492985972 0.9139490373108385 ) ( 2.627254509018036 0.9168979935185851 ) ( 2.6312625250501 0.919821166522162 ) ( 2.635270541082164 0.9227187170707609 ) ( 2.6392785571142285 0.9255908059135728 ) ( 2.6432865731462925 0.9284375937997883 ) ( 2.6472945891783564 0.9312592414785993 ) ( 2.6513026052104207 0.934055909699197 ) ( 2.655310621242485 0.9368277592107724 ) ( 2.659318637274549 0.9395749507625164 ) ( 2.663326653306613 0.9422976451036205 ) ( 2.6673346693386772 0.9449960029832764 ) ( 2.6713426853707416 0.9476701851506747 ) ( 2.6753507014028055 0.9503203523550064 ) ( 2.6793587174348694 0.9529466653454631 ) ( 2.6833667334669338 0.9555492848712362 ) ( 2.687374749498998 0.9581283716815169 ) ( 2.691382765531062 0.9606840865254955 ) ( 2.695390781563126 0.9632165901523642 ) ( 2.6993987975951903 0.9657260433113137 ) ( 2.7034068136272547 0.9682126067515358 ) ( 2.7074148296593186 0.970676441222221 ) ( 2.7114228456913825 0.9731177074725605 ) ( 2.715430861723447 0.9755365662517463 ) ( 2.719438877755511 0.9779331783089691 ) ( 2.723446893787575 0.9803077043934196 ) ( 2.727454909819639 0.9826603052542898 ) ( 2.7314629258517034 0.9849911416407708 ) ( 2.7354709418837677 0.9873003743020536 ) ( 2.7394789579158316 0.9895881639873292 ) ( 2.7434869739478955 0.991854671445789 ) ( 2.74749498997996 0.9941000574266243 ) ( 2.751503006012024 0.9963244826790263 ) ( 2.7555110220440877 0.9985281079521862 ) ( 2.759519038076152 1.000711093995295 ) ( 2.7635270541082164 1.0028736015575443 ) ( 2.7675350701402803 1.005015791388125 ) ( 2.7715430861723442 1.007137824236228 ) ( 2.7755511022044086 1.0092398608510456 ) ( 2.779559118236473 1.011322061981768 ) ( 2.783567134268537 1.0133845883775863 ) ( 2.7875751503006008 1.0154276007876923 ) ( 2.791583166332665 1.0174512599612773 ) ( 2.7955911823647295 1.019455726647532 ) ( 2.7995991983967934 1.0214411615956478 ) ( 2.8036072144288573 1.023407725554816 ) ( 2.8076152304609217 1.0253555792742273 ) ( 2.811623246492986 1.027284883503074 ) ( 2.81563126252505 1.0291957989905463 ) ( 2.819639278557114 1.0310884864858354 ) ( 2.823647294589178 1.0329631067381333 ) ( 2.8276553106212425 1.0348198204966308 ) ( 2.8316633266533064 1.0366587885105187 ) ( 2.8356713426853704 1.0384801715289886 ) ( 2.8396793587174347 1.0402841303012322 ) ( 2.843687374749499 1.0420708255764397 ) ( 2.847695390781563 1.043840418103803 ) ( 2.851703406813627 1.0455930686325126 ) ( 2.8557114228456912 1.0473289379117607 ) ( 2.8597194388777556 1.049048186690738 ) ( 2.8637274549098195 1.0507509757186355 ) ( 2.8677354709418834 1.0524374657446445 ) ( 2.8717434869739478 1.0541078175179566 ) ( 2.875751503006012 1.0557621917877629 ) ( 2.879759519038076 1.0574007493032538 ) ( 2.88376753507014 1.0590236508136215 ) ( 2.8877755511022043 1.0606310570680568 ) ( 2.8917835671342687 1.062223128815751 ) ( 2.8957915831663326 1.0638000268058951 ) ( 2.8997995991983965 1.0653619117876802 ) ( 2.903807615230461 1.0669089445102986 ) ( 2.907815631262525 1.0684412857229402 ) ( 2.911823647294589 1.0699590961747965 ) ( 2.915831663326653 1.0714625366150592 ) ( 2.9198396793587174 1.072951767792919 ) ( 2.9238476953907817 1.0744269504575672 ) ( 2.9278557114228456 1.075888245358195 ) ( 2.9318637274549095 1.077335813243994 ) ( 2.935871743486974 1.078769814864155 ) ( 2.9398797595190382 1.080190410967869 ) ( 2.943887775551102 1.081597762304328 ) ( 2.947895791583166 1.0829920296227222 ) ( 2.9519038076152304 1.0843733736722436 ) ( 2.9559118236472943 1.0857419552020833 ) ( 2.9599198396793582 1.0870979349614323 ) ( 2.9639278557114226 1.0884414736994819 ) ( 2.967935871743487 1.0897727321654231 ) ( 2.971943887775551 1.091091871108447 ) ( 2.9759519038076148 1.0923990512777453 ) ( 2.979959919839679 1.0936944334225092 ) ( 2.9839679358717435 1.0949781782919294 ) ( 2.9879759519038074 1.0962504466351977 ) ( 2.9919839679358713 1.097511399201504 ) ( 2.9959919839679356 1.0987611967400412 ) ( 3.0 1.1 ) ( end ) abinitio LX 9 7 name "" (<2.3|LX|2.1> §DIABATISED) spin 1 1 lambda 1 0 -i 0 type grid factor i units angstroms values 1.1 0.036243256 1.11 0.048655017 1.12 0.06101058 1.13 0.073384814 1.14 0.085811737 1.15 0.098324727 1.16 0.110936128 1.17 0.123647298 1.18 0.136527987 1.19 0.150008875 1.2 0.163148798 1.21 0.173490281 1.22 0.182324018 1.23 0.19027071 1.24 0.197573421 1.25 0.204351649 1.26 0.210675467 1.27 0.216593654 1.28 0.222143228 1.29 0.22735187 1.3 0.232242762 1.31 0.236837975 1.32 0.241150626 1.33 0.245197681 1.34 0.248992779 1.35 0.252548206 1.36 0.255874973 1.37 0.258982997 1.38 0.261881063 1.39 0.264576989 1.4 0.267077451 1.41 0.269387972 1.42 0.271298119 1.43 0.273177844 1.44 0.274873572 1.45 0.276386878 1.46 0.277718103 1.47 0.278866488 1.48 0.279829946 1.49 0.280605227 1.5 0.281187684 1.51 0.281571242 1.52 0.281748286 1.53 0.281709584 1.54 0.281444071 1.55 0.280938794 1.56 0.280178602 1.57 0.279145803 1.58 0.277818892 1.59 0.276173092 1.6 0.274174825 1.61 0.271773335 1.62 0.268904661 1.64 0.26120941 1.65 0.256101806 1.66 0.250632099 1.68 0.240516583 1.69 0.235642263 1.7 0.230697557 1.71 0.225621611 1.72 0.220384799 1.74 0.209389261 1.75 0.203625573 1.76 0.197685845 1.78 0.185286479 1.8 0.172204441 1.82 0.158459176 1.84 0.144051277 1.85 0.136598087 1.86 0.128977041 1.88 0.113221525 1.9 0.096753795 1.92 0.079518921 1.94 0.061427188 1.95 0.052018596 1.96 0.042339036 1.98 0.02206362 2 0.000439215 2.01 -0.010726545 2.02 -0.022204027 2.03 -0.033451794 2.04 -0.043973129 2.05 -0.054790087 2.06 -0.062029203 2.08 -0.07632646 2.1 -0.092919096 2.15 -0.129530423 2.2 -0.155977652 2.25 -0.171188824 2.3 -0.174778482 2.35 -0.166441131 2.4 -0.146202035 2.45 -0.115485796 2.5 -0.077076421 2.55 -0.035677104 2.6 0.00248154 2.65 0.03215271 2.7 0.051568509 2.75 0.062150183 2.8 0.066394583 2.85 0.066574186 2.9 0.064324257 2.95 0.060704812 3 0.056376348 7.0 0.0 8.0 0.0 end (-----------------------------------------) (DMCs) dipole 1 1 (1.4) name "" spin 1 lambda 0 type irreg_CHEBYSHEV factor 0.96617 values b0 -5.886421430641348707e-01 b1 -1.576699355738463737e+02 b2 9.520910866831354724e+01 b3 5.270861756515450907e+02 b4 -9.846040138355242561e+02 b5 7.191332122976650680e+02 b6 -2.002739257917978648e+02 c1 1.629128043354354460e+00 c2 5.000000000000000000e+00 c3 2.105896332568054863e+00 c4 2.337622525251033867e+00 c5 2.485006446963960336e+00 c6 1.702242721809849701e+00 end dipole 14 14 (1.4) name "" spin 1 lambda 0 type grid factor 0.966 units angstroms ea0 values 1 0.18327387 1.05 0.07432999 1.1 -0.02898945 1.11 -0.04898576 1.12 -0.06932383 1.13 -0.08983408 1.14 -0.11037088 1.15 -0.13083984 1.16 -0.15118708 1.17 -0.1714047 1.18 -0.19159052 1.19 -0.21250926 1.2 -0.23591365 1.21 -0.25528746 1.22 -0.27348625 1.23 -0.29096096 1.24 -0.30782468 1.25 -0.32411196 1.26 -0.3398298 1.27 -0.35498241 1.28 -0.36957334 1.29 -0.38361333 1.3 -0.39711883 1.31 -0.41010978 1.32 -0.4226075 1.33 -0.43463317 1.34 -0.44620709 1.35 -0.45734782 1.36 -0.46807409 1.37 -0.4784028 1.38 -0.4883499 1.39 -0.49793046 1.4 -0.50715878 1.41 -0.51604826 1.42 -0.52461076 1.43 -0.53285916 1.44 -0.54080362 1.45 -0.54845382 1.46 -0.55581828 1.47 -0.56290427 1.48 -0.56971771 1.49 -0.57626308 1.5 -0.58254325 1.51 -0.58855938 1.52 -0.5943108 1.53 -0.59979484 1.54 -0.60500661 1.55 -0.60984085 1.56 -0.61448129 1.57 -0.61881828 1.58 -0.62283386 1.59 -0.62650405 1.6 -0.62980305 1.61 -0.63266819 1.62 -0.63502839 1.64 -0.63753966 1.65 -0.63676398 1.66 -0.63342872 1.68 -0.62833712 1.7 -0.62749506 1.72 -0.6267999 1.74 -0.62545097 1.75 -0.62447487 1.76 -0.62329119 1.78 -0.62031018 1.8 -0.61653686 1.82 -0.61200895 1.84 -0.60676181 1.85 -0.60387762 1.86 -0.6008242 1.88 -0.59421901 1.9 -0.58696341 1.92 -0.57903924 1.94 -0.57051096 1.95 -0.56600911 1.96 -0.56134935 1.98 -0.55155302 2 -0.54111597 2.05 -0.51218914 2.1 -0.47925541 2.15 -0.4427949 2.2 -0.40412706 2.25 -0.36519516 2.3 -0.32741042 2.35 -0.29118315 2.4 -0.25676534 2.5 -0.193375 2.6 -0.1384866 2.8 -0.06353065 3 -0.02867007 end dipole 2 2 name "" spin 0 lambda 2 type grid units angstroms debye factor 1.12819 values 1.20 -0.361328609 1.21 -0.402380812 1.22 -0.442501638 1.23 -0.481664615 1.24 -0.519852556 1.25 -0.557055916 1.26 -0.593271438 1.27 -0.628501149 1.28 -0.662751556 1.29 -0.696032643 1.30 -0.728356856 1.31 -0.759658942 1.32 -0.790111481 1.33 -0.819637785 1.34 -0.848218149 1.35 -0.875739307 1.36 -0.90148864 1.37 -0.917706625 1.38 -0.941916328 1.39 -0.966636516 1.40 -0.990920522 1.41 -1.014618058 1.42 -1.037694639 1.43 -1.060146575 1.44 -1.081979676 1.45 -1.103203469 1.46 -1.123828407 1.47 -1.14386465 1.48 -1.163321368 1.49 -1.182206462 1.50 -1.200526097 1.51 -1.218284729 1.52 -1.235484776 1.53 -1.252126739 1.54 -1.268143576 1.55 -1.283655445 1.56 -1.298597351 1.57 -1.31296077 1.58 -1.326734886 1.59 -1.339906675 1.60 -1.352460981 1.61 -1.364380664 1.62 -1.375646984 1.64 -1.396137684 1.65 -1.405319078 1.66 -1.413762335 1.68 -1.428352979 1.70 -1.439776789 1.72 -1.447915956 1.74 -1.452751562 1.75 -1.45394248 1.76 -1.454330588 1.78 -1.454330613 1.80 -1.451121115 1.82 -1.445479111 1.84 -1.437491112 1.85 -1.432642396 1.86 -1.427236397 1.88 -1.414787263 1.90 -1.400208764 1.92 -1.383555649 1.94 -1.364855971 1.95 -1.354719312 1.96 -1.343983111 1.98 -1.323197811 2.00 -1.298325984 2.02 -1.272358926 2.04 -1.245075557 2.05 -1.23095584 2.06 -1.216533132 2.08 -1.186833941 2.10 -1.156099416 2.12 -1.124460621 2.14 -1.092057056 2.15 -1.075614083 2.16 -1.059035384 2.18 -1.025547538 2.20 -0.991749116 2.22 -0.957809234 2.24 -0.923874111 2.25 -0.906959832 2.26 -0.890107588 2.28 -0.856663187 2.30 -0.823661356 2.32 -0.791122059 2.34 -0.758885068 2.35 -0.742779044 2.36 -0.726597696 2.38 -0.693091573 2.40 -0.654240398 2.42 -0.626059232 2.44 -0.598572818 2.45 -0.585149923 2.46 -0.57195602 2.48 -0.546281885 2.50 -0.521587741 2.52 -0.497892329 2.54 -0.475202884 2.56 -0.453516831 2.58 -0.432824935 2.60 -0.413111855 2.62 -0.394356949 2.64 -0.376535222 2.66 -0.35961904 2.68 -0.343577954 2.70 -0.328378868 2.72 -0.313987847 2.74 -0.300369701 end dipole 3 3 name "" spin 0 lambda 0 type grid factor 0.7401 (0.786 when X|muz|X wasn't scaled) units angstroms debye values 1.20 -0.361328609 1.21 -0.402380812 1.22 -0.442501638 1.23 -0.481664615 1.24 -0.519852556 1.25 -0.557055916 1.26 -0.593271438 1.27 -0.628501149 1.28 -0.662751556 1.29 -0.696032643 1.30 -0.728356856 1.31 -0.759658942 1.32 -0.790111481 1.33 -0.819637785 1.34 -0.848218149 1.35 -0.875739307 1.36 -0.90148864 1.37 -0.917706625 1.38 -0.941916328 1.39 -0.966636516 1.40 -0.990920522 1.41 -1.014618058 1.42 -1.037694639 1.43 -1.060146575 1.44 -1.081979676 1.45 -1.103203469 1.46 -1.123828407 1.47 -1.14386465 1.48 -1.163321368 1.49 -1.182206462 1.50 -1.200526097 1.51 -1.218284729 1.52 -1.235484776 1.53 -1.252126739 1.54 -1.268143576 1.55 -1.283655445 1.56 -1.298597351 1.57 -1.31296077 1.58 -1.326734886 1.59 -1.339906675 1.60 -1.352460981 1.61 -1.364380664 1.62 -1.375646984 1.64 -1.396137684 1.65 -1.405319078 1.66 -1.413762335 1.68 -1.428352979 1.70 -1.439776789 1.72 -1.447915956 1.74 -1.452751562 1.75 -1.45394248 1.76 -1.454330588 1.78 -1.454330588 1.80 -1.45112109 1.82 -1.445479085 1.84 -1.437491086 1.85 -1.43264237 1.86 -1.427236371 1.88 -1.414787237 1.90 -1.400208739 1.92 -1.383555624 1.94 -1.364855945 1.95 -1.354719286 1.96 -1.343983085 1.98 -1.320197786 2.00 -1.295325958 2.02 -1.269358901 2.04 -1.242075532 2.05 -1.227955814 2.06 -1.213533107 2.08 -1.183833916 2.10 -1.153099391 2.12 -1.121460596 2.14 -1.08905703 2.15 -1.072614057 2.16 -1.056035359 2.18 -1.022547512 2.20 -0.98874909 2.22 -0.954809209 2.24 -0.920874085 2.25 -0.903959806 2.26 -0.887107563 2.28 -0.853663161 2.30 -0.82066133 2.32 -0.788122033 2.34 -0.755885043 2.35 -0.739779019 2.36 -0.723597671 2.38 -0.690091547 2.40 -0.651240373 2.42 -0.623059206 2.44 -0.595572792 2.45 -0.582149897 2.46 -0.568955994 2.48 -0.54328186 2.50 -0.518587716 2.52 -0.494892304 2.54 -0.472202858 2.56 -0.450516806 2.58 -0.42982491 2.60 -0.410111829 2.62 -0.391356924 2.64 -0.373535196 2.66 -0.356619014 2.68 -0.340577929 2.70 -0.325378842 2.72 -0.310987821 2.74 -0.297369676 end dipole 8 8 (2.4 - Ap3Delta deleted R<1.1 HERE ) name "" spin 1 lambda 2 type grid units angstroms ea0 values 1.1 0.95830167 1.11 0.92952072 1.12 0.9004981 1.13 0.87121166 1.14 0.84160547 1.15 0.81181819 1.16 0.78189754 1.17 0.75183949 1.18 0.72150614 1.19 0.68995674 1.2 0.65518903 1.21 0.62460866 1.22 0.59512904 1.23 0.56622569 1.24 0.53781614 1.25 0.50985955 1.26 0.48233989 1.27 0.45525084 1.28 0.42859052 1.29 0.4023589 1.3 0.37655668 1.31 0.3511847 1.32 0.32624375 1.33 0.30173442 1.34 0.27765701 1.35 0.25401149 1.36 0.23079752 1.37 0.20801438 1.38 0.18566108 1.39 0.16373638 1.4 0.14223883 1.41 0.12116696 1.42 0.10051961 1.43 0.08029447 1.44 0.06049049 1.45 0.04110646 1.46 0.02214153 1.47 0.00359522 1.48 -0.01453246 1.49 -0.03224084 1.5 -0.04952856 1.51 -0.06639342 1.52 -0.08283223 1.53 -0.0988407 1.54 -0.11441332 1.55 -0.12954314 1.56 -0.14422161 1.57 -0.15843827 1.58 -0.17218028 1.59 -0.18543174 1.6 -0.19814399 1.61 -0.21034553 1.62 -0.22196663 1.64 -0.24311 1.65 -0.25214193 1.66 -0.25936837 1.68 -0.27248023 1.7 -0.28633747 1.72 -0.29917031 1.74 -0.31058264 1.75 -0.31573821 1.76 -0.32053091 1.78 -0.32905717 1.8 -0.33622676 1.82 -0.34210955 1.84 -0.34677258 1.85 -0.3486663 1.86 -0.35027822 1.88 -0.35268416 1.9 -0.35404381 1.92 -0.35440733 1.94 -0.35381908 1.95 -0.35318182 1.96 -0.35232325 1.98 -0.34996143 2 -0.34677189 2.05 -0.33542123 2.1 -0.3197029 2.15 -0.30022281 2.2 -0.27769051 2.25 -0.25291025 2.3 -0.22675565 2.35 -0.20032976 2.4 -0.17481381 2.5 -0.12921519 2.6 -0.09257896 2.8 -0.04541582 3 -0.02241438 end dipole 5 5 (3.4 = B3Sig- HERE deleted for R<1.2) name "" spin 1 lambda 0 type grid units angstroms ea0 values 1.2 0.3650371 1.21 0.35272612 1.22 0.34538641 1.23 0.33614929 1.24 0.32396544 1.25 0.30900317 1.26 0.29177196 1.27 0.27269082 1.28 0.25223662 1.29 0.2307679 1.3 0.2085657 1.31 0.18584538 1.32 0.16277017 1.33 0.13946394 1.34 0.11602151 1.35 0.09252112 1.36 0.06901508 1.37 0.04554958 1.38 0.02216243 1.39 -0.00111505 1.4 -0.02425645 1.41 -0.04723898 1.42 -0.07004203 1.43 -0.09264801 1.44 -0.11503972 1.45 -0.13720098 1.46 -0.15911579 1.47 -0.18076799 1.48 -0.20214085 1.49 -0.22321651 1.5 -0.2439758 1.51 -0.26439762 1.52 -0.28445858 1.53 -0.30413243 1.54 -0.32338945 1.55 -0.3421896 1.56 -0.36050532 1.57 -0.37828512 1.58 -0.39547419 1.59 -0.41200516 1.6 -0.42778265 1.61 -0.4427055 1.62 -0.45658701 1.64 -0.4797448 1.65 -0.48712404 1.66 -0.4892253 1.68 -0.49506288 1.7 -0.50756512 1.72 -0.51897021 1.74 -0.52764631 1.75 -0.53081317 1.76 -0.53316356 1.78 -0.53536371 1.8 -0.53416165 1.82 -0.5294879 1.84 -0.52140819 1.85 -0.51594722 1.86 -0.50956088 1.88 -0.49394535 1.9 -0.47441516 1.92 -0.45070064 1.94 -0.42279214 1.95 -0.40717148 1.96 -0.39040982 1.98 -0.35336479 2 -0.31149104 2.05 -0.18546174 2.1 -0.03315414 2.15 0.127777 2.2 0.26522879 2.25 0.35180903 2.3 0.38553204 2.35 0.38271566 2.4 0.36033635 2.5 0.29629616 2.6 0.23355521 2.8 0.14407985 3 0.09540712 end dipole 4 4 (HERE 1.3 = A3Pi(y?) deleted for R<1.37 CHECK THIS WITH SERGEY... wierd jigsaw pattern) name "" spin 1 lambda 1 type grid units angstroms ea0 values 1 -0.97901567 1.05 -0.8891687 1.37 -0.25079724 1.38 -0.23593697 1.39 -0.22221462 1.4 -0.20972051 1.41 -0.19852719 1.42 -0.18869076 1.43 -0.18025054 1.44 -0.17322982 1.45 -0.16763667 1.46 -0.16346448 1.47 -0.16069268 1.48 -0.1592877 1.49 -0.15920377 1.5 -0.1603839 1.51 -0.16285155 1.52 -0.16634969 1.53 -0.1708823 1.54 -0.17635684 1.55 -0.1826737 1.56 -0.18972796 1.57 -0.19740969 1.58 -0.20560511 1.59 -0.21419834 1.6 -0.22307077 1.61 -0.2321055 1.62 -0.24118745 1.64 -0.25905687 1.65 -0.26764631 1.66 -0.27587816 1.68 -0.2910425 1.69 -0.29786806 1.7 -0.30414355 1.71 -0.30984756 1.72 -0.31496996 1.74 -0.32346839 1.75 -0.32685684 1.76 -0.32968673 1.78 -0.33371857 1.8 -0.33568323 1.82 -0.33562939 1.84 -0.33380269 1.85 -0.33226179 1.86 -0.33027388 1.88 -0.32509205 1.9 -0.31838995 1.92 -0.31028771 1.94 -0.30091483 1.95 -0.29580481 1.96 -0.29045609 1.98 -0.27927929 2 -0.26849856 2.05 -0.26036584 2.1 -0.23267085 2.15 -0.19918443 2.2 -0.16557239 2.25 -0.13402796 2.3 -0.10594458 2.35 -0.08198415 2.4 -0.0624024 2.5 -0.03471281 2.6 -0.01836275 2.8 -0.00460913 3 -0.00332873 end dipole 9 4 name "" (<2.2|DMZ|1.2>, DIABATISED §) spin 1 1 lambda 1 1 type grid units angstroms debye values 1.23 0.010342667 1.24 0.006033068 1.25 0.001644007 1.26 -0.002744939 1.27 -0.007085235 1.28 -0.011371912 1.29 -0.015612988 1.30 -0.019742723 1.31 -0.023845627 1.32 -0.027856733 1.33 -0.031755006 1.34 -0.035517389 1.35 -0.039119709 1.36 -0.042518293 1.37 -0.0457235 1.38 -0.048678409 1.39 -0.051390445 1.40 -0.053822163 1.41 -0.055954656 1.42 -0.057770711 1.43 -0.059256011 1.44 -0.060398364 1.45 -0.061188376 1.46 -0.06161922 1.47 -0.061705114 1.48 -0.061408408 1.49 -0.060756443 1.50 -0.059735329 1.51 -0.058360933 1.52 -0.056642806 1.53 -0.054593588 1.54 -0.052229297 1.55 -0.049568095 1.56 -0.046632338 1.57 -0.043447309 1.58 -0.040041018 1.59 -0.03644464 1.60 -0.032691885 1.61 -0.028818319 1.62 -0.024861515 1.64 -0.016851657 1.65 -0.012875675 1.66 -0.008968784 1.68 -0.001500415 1.70 0.00529852 1.72 0.011256765 1.74 0.016246614 1.75 0.01835808 1.76 0.020217515 1.78 0.023149692 1.80 0.025092078 1.82 0.026131878 1.84 0.026350359 1.85 0.026204334 1.86 0.025915638 1.88 0.025027759 1.90 0.023971469 1.92 0.02313814 1.94 0.023057991 1.95 0.023508034 1.96 0.024409901 2.04 0.030729445 2.05 0.034996536 2.06 0.038292412 2.08 0.048063873 2.10 0.059150135 2.12 0.066603599 2.14 0.070568203 2.15 0.071588329 2.16 0.072141343 2.18 0.072258507 2.20 0.071569737 2.22 0.070495055 2.24 0.069292496 2.25 0.068692348 2.26 0.068109207 2.28 0.067021067 2.30 0.06605678 2.32 0.065216166 2.34 0.064480592 2.35 0.064143239 2.36 0.063820804 2.38 0.063203314 2.40 0.062595476 2.42 0.06196804 2.44 0.061292639 2.45 0.060927682 2.46 0.06053943 2.48 0.059677987 2.50 0.058680864 2.52 0.057510628 2.54 0.056192621 2.56 0.054712348 2.58 0.053083722 2.60 0.051329371 2.62 0.049477135 2.64 0.047556655 2.66 0.045594896 2.68 0.043619933 2.70 0.041652548 2.72 0.039669081 2.74 0.03776824 2.76 0.035917459 2.78 0.034123881 2.80 0.032386323 2.82 0.030720002 2.84 0.029118733 2.86 0.027582394 2.88 0.026075259 2.90 0.024665708 2.92 0.023318752 2.94 0.022039208 2.96 0.020818426 2.98 0.019655293 3.00 0.018548445 end dipole 9 9 (2.3 = C3Pi.) name "" spin 1 lambda 1 type grid units angstroms debye values 1.0 1.157847338 1.0040080160320641 1.151212678874282 1.0080160320641283 1.144590886674844 1.0120240480961924 1.1379948283279655 1.0160320641282565 1.131437370759926 1.0200400801603207 1.1249313808970056 1.0240480961923848 1.1184897256654838 1.028056112224449 1.1121252719916404 1.032064128256513 1.1058508868017556 1.0360721442885772 1.0996794370221084 1.0400801603206413 1.0936237895789789 1.0440881763527055 1.087696811398647 1.0480961923847696 1.0819113694073923 1.0521042084168337 1.0762793370241854 1.0561122244488979 1.0707922114885684 1.060120240480962 1.0654224005604314 1.0641282565130261 1.0601415761756048 1.0681362725450902 1.0549214102699183 1.0721442885771544 1.049733574779202 1.0761523046092185 1.0445497416392855 1.0801603206412826 1.0393415827859993 1.0841683366733468 1.0340807701551726 1.088176352705411 1.028738975682636 1.092184368737475 1.0232878713042184 1.0961923847695392 1.0176991289557504 1.100200400801603 1.0119444213734248 1.1042084168336674 1.006002830246452 1.1082164328657313 0.9998789552125337 1.1122244488977955 0.9935821195403538 1.1162324649298596 0.9871078618221754 1.1202404809619237 0.9804397802390493 1.1242484969939879 0.9735627525327281 1.128256513026052 0.9664672546054407 1.1322645290581161 0.9591449791306818 1.1362725450901803 0.9515884505775574 1.1402805611222444 0.943790895352053 1.1442885771543085 0.9357456338833652 1.1482965931863727 0.9274462203509967 1.1523046092184368 0.9188863377180898 1.156312625250501 0.9100610169340367 1.160320641282565 0.9009663971877938 1.1643286573146292 0.8915990065319929 1.1683366733466933 0.8819564947702568 1.1723446893787575 0.8720367200953557 1.1763527054108216 0.8618373497799978 1.1803607214428857 0.8513558989790155 1.1843687374749499 0.8405912294119825 1.188376753507014 0.8295463361214794 1.1923847695390781 0.8182243246972959 1.1963927855711423 0.8066179631525672 1.2004008016032064 0.7947119685690156 1.2044088176352705 0.7825071644421345 1.2084168336673347 0.7700528669430786 1.2124248496993988 0.7573972126983705 1.216432865731463 0.7444395034103669 1.220440881763527 0.7309661931270172 1.2244488977955912 0.716993904824244 1.2284569138276553 0.7032116390204131 1.2324649298597194 0.6903424757571117 1.2364729458917836 0.6778892188016471 1.2404809619238477 0.6644524072768558 1.2444889779559118 0.6491816741223895 1.248496993987976 0.6328252978698544 1.25250501002004 0.6163570041204633 1.2565130260521042 0.6000370243592128 1.2605210420841684 0.5836115132847155 1.2645290581162325 0.5668979733002991 1.2685370741482966 0.5499391045703892 1.2725450901803608 0.5328116167975419 1.276553106212425 0.5155404121603746 1.280561122244489 0.49811404255904773 1.2845691382765532 0.48052636602032084 1.288577154308617 0.4627872704539204 1.2925851703406814 0.4449089575397881 1.2965931863727453 0.42689976593133844 1.3006012024048097 0.40876539467588174 1.3046092184368736 0.3905118110778332 1.308617234468938 0.37214580359596966 1.3126252505010019 0.3536742990290676 1.3166332665330662 0.3351043237069537 1.3206412825651301 0.3164429675892987 1.3246492985971945 0.29769633654019406 1.3286573146292584 0.2788680748410789 1.3326653306613228 0.25996209904054063 1.3366733466933867 0.24098993217838163 1.3406813627254508 0.22196798471089355 1.344689378757515 0.20289926292081792 1.348697394789579 0.18375402300452345 1.3527054108216432 0.16450736466314764 1.3567134268537073 0.14524401433621015 1.3607214428857715 0.1261174878721958 1.3647294589178356 0.10717716593425693 1.3687374749498997 0.08822407149477267 1.3727454909819639 0.06904453004172678 1.376753507014028 0.04965475115668173 1.3807615230460921 0.030211926403613087 1.3847695390781563 0.010821016670259379 1.3887775551102204 -0.00853758386130747 1.3927855711422845 -0.027897948236659344 1.3967935871743486 -0.04726330767960003 1.4008016032064128 -0.06661847049464246 1.404809619238477 -0.08595202625474081 1.408817635270541 -0.10526155460039106 1.4128256513026052 -0.12454563565131654 1.4168336673346693 -0.14380065883820953 1.4208416833667334 -0.16302174023850027 1.4248496993987976 -0.1822042994267529 1.4288577154308617 -0.20134444876470606 1.4328657314629258 -0.22043837316844506 1.43687374749499 -0.23948207907737273 1.440881763527054 -0.25847147198793435 1.4448897795591182 -0.27740248331521083 1.4488977955911824 -0.2962711015958719 1.4529058116232465 -0.31507331521106713 1.4569138276553106 -0.33380504246312037 1.4609218436873748 -0.3524621628619214 1.464929859719439 -0.37104053210166604 1.468937875751503 -0.3895359578294336 1.4729458917835672 -0.40794422392984137 1.4769539078156313 -0.42626095076741005 1.4809619238476954 -0.444481671427959 1.4849699398797596 -0.4626019780898251 1.4889779559118237 -0.4806175825713185 1.4929859719438876 -0.4985240846198204 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2.340000000000 0.176172142737 2.350000000000 0.175425927078 2.360000000000 0.174712381982 2.380000000000 0.173375141893 2.400000000000 0.172141175437 2.420000000000 0.170988190891 2.440000000000 0.169892806551 2.450000000000 0.169359486333 2.460000000000 0.168832045834 2.480000000000 0.167784414322 2.500000000000 0.166730604132 2.520000000000 0.165653876731 2.540000000000 0.164540175695 2.560000000000 0.163378024788 2.580000000000 0.162158249452 2.600000000000 0.160873571478 2.620000000000 0.159518108730 2.640000000000 0.158086814875 2.660000000000 0.156574884402 2.680000000000 0.154977165045 2.700000000000 0.153287601031 2.720000000000 0.151498762757 2.740000000000 0.149601519504 2.760000000000 0.147584909953 2.780000000000 0.145436291826 2.800000000000 0.143141835066 2.820000000000 0.140687389175 2.840000000000 0.138059724746 2.860000000000 0.135248057194 2.880000000000 0.132245696431 2.900000000000 0.129051560933 2.920000000000 0.125671296271 2.940000000000 0.122117742798 2.960000000000 0.118410617986 2.980000000000 0.114575435013 3.000000000000 0.110641854828 end ( dipole 8 8 ) ( name "" (1.1) ) ( spin 1 ) ( lambda 2 ) ( type grid ) ( units angstroms ea0 ) ( values) ( 1 1.14974438 ) ( 1.05 1.08746133 ) ( 1.1 0.94235227 ) ( 1.11 0.91255947 ) ( 1.12 0.88267937 ) ( 1.13 0.85275167 ) ( 1.14 0.82280949 ) ( 1.15 0.79288091 ) ( 1.16 0.76298976 ) ( 1.17 0.733157 ) ( 1.18 0.70340055 ) ( 1.19 0.67373682 ) ( 1.2 0.64418249 ) ( 1.21 0.61475694 ) ( 1.22 0.58548853 ) ( 1.23 0.55641693 ) ( 1.24 0.51815695 ) ( 1.25 0.49090005 ) ( 1.26 0.46402759 ) ( 1.27 0.43754597 ) ( 1.28 0.41146234 ) ( 1.29 0.38578367 ) ( 1.3 0.36051633 ) ( 1.31 0.33566579 ) ( 1.32 0.31123626 ) ( 1.33 0.28723137 ) ( 1.34 0.26365306 ) ( 1.35 0.24050239 ) ( 1.36 0.21777948 ) ( 1.37 0.19167541 ) ( 1.38 0.16972516 ) ( 1.39 0.14820145 ) ( 1.4 0.12710319 ) ( 1.41 0.10642927 ) ( 1.42 0.08617867 ) ( 1.43 0.06635032 ) ( 1.44 0.0469433 ) ( 1.45 0.02795687 ) ( 1.46 0.00939065 ) ( 1.47 -0.00875526 ) ( 1.48 -0.02648015 ) ( 1.49 -0.0437825 ) ( 1.5 -0.06065987 ) ( 1.51 -0.0771087 ) ( 1.52 -0.0931242 ) ( 1.53 -0.10870016 ) ( 1.54 -0.12382893 ) ( 1.55 -0.1385013 ) ( 1.56 -0.15270645 ) ( 1.57 -0.16643229 ) ( 1.58 -0.17966526 ) ( 1.59 -0.19239091 ) ( 1.6 -0.20459432 ) ( 1.61 -0.21625955 ) ( 1.62 -0.22737503 ) ( 1.64 -0.24788761 ) ( 1.65 -0.25728955 ) ( 1.66 -0.26611333 ) ( 1.68 -0.2820472 ) ( 1.69 -0.28917973 ) ( 1.7 -0.29577851 ) ( 1.71 -0.30186406 ) ( 1.72 -0.30745896 ) ( 1.74 -0.31727522 ) ( 1.75 -0.32154462 ) ( 1.76 -0.32541968 ) ( 1.78 -0.33207306 ) ( 1.8 -0.33738127 ) ( 1.82 -0.34147118 ) ( 1.84 -0.34444449 ) ( 1.85 -0.34553833 ) ( 1.86 -0.34638242 ) ( 1.88 -0.34735075 ) ( 1.9 -0.34740398 ) ( 1.92 -0.34658777 ) ( 1.94 -0.34494249 ) ( 1.95 -0.34381922 ) ( 1.96 -0.34250219 ) ( 1.98 -0.33930161 ) ( 2 -0.33537083 ) ( 2.05 -0.32255644 ) ( 2.1 -0.30590491 ) ( 2.15 -0.28605718 ) ( 2.2 -0.26377947 ) ( 2.25 -0.23991651 ) ( 2.3 -0.21525976 ) ( 2.35 -0.19058231 ) ( 2.4 -0.16661982 ) ( 2.5 -0.12327069 ) ( 2.6 -0.08837605 ) ( 2.8 -0.0439561 ) ( 3 -0.02268101 ) ( end ) dipole 7 7 name "" (2.1) spin 1 lambda 0 type grid units angstroms ea0 values 1 1.23090826 1.05 1.09632985 1.1 0.94815907 1.11 0.91808184 1.12 0.88795492 1.13 0.85780825 1.14 0.82766842 1.15 0.79755905 1.16 0.7675008 1.17 0.73751228 1.18 0.70760994 1.19 0.67780892 1.2 0.64812496 1.21 0.61857655 1.22 0.58919172 1.23 0.56000925 1.24 0.52161698 1.25 0.49425973 1.26 0.46729185 1.27 0.44071957 1.28 0.41454984 1.29 0.38878944 1.3 0.36344456 1.31 0.33852052 1.32 0.31402129 1.33 0.28995049 1.34 0.26630981 1.35 0.24310022 1.36 0.22032167 1.37 0.19416054 1.38 0.17216112 1.39 0.15059127 1.4 0.12944975 1.41 0.10873537 1.42 0.08844695 1.43 0.0685833 1.44 0.0491434 1.45 0.0301264 1.46 0.0115318 1.47 -0.00664042 1.48 -0.02438962 1.49 -0.0417144 1.5 -0.05861238 1.51 -0.07508009 1.52 -0.09111279 1.53 -0.10670436 1.54 -0.12184719 1.55 -0.13653211 1.56 -0.15074836 1.57 -0.16448389 1.58 -0.17772519 1.59 -0.19045782 1.6 -0.2026669 1.61 -0.21433643 1.62 -0.2254552 1.64 -0.24599216 1.65 -0.25539529 1.66 -0.26419595 1.68 -0.28012532 1.69 -0.28725432 1.7 -0.29384896 1.71 -0.29992996 1.72 -0.30552002 1.74 -0.3153258 1.75 -0.31958954 1.76 -0.32345872 1.78 -0.33009885 1.8 -0.33539354 1.82 -0.3394691 1.84 -0.3424269 1.85 -0.34351243 1.86 -0.34434773 1.88 -0.34529699 1.9 -0.34532872 1.92 -0.34448796 1.94 -0.34281447 1.95 -0.34167537 1.96 -0.34034152 1.98 -0.33710352 2 -0.33312978 2.05 -0.32018023 2.1 -0.30333106 2.15 -0.28326959 2.2 -0.26074563 2.25 -0.23660893 2.3 -0.21168522 2.35 -0.18677455 2.4 -0.16263735 2.5 -0.11917128 2.6 -0.08445965 2.8 -0.04084457 3 -0.02041309 end dipole 5 1 name "" (<3.4|DMZ|1.4> HERE - removed HIGH R>2.35 MOD) spin 1 1 lambda 0 0 type grid factor 1.198 (1.306, 1.46<- optimised on 22HeStLy, ElWe, and Yamaski; 1.40720715) (0, 1 or i) units angstroms ea0 values 1 1.98553E-06 1.05 1.49845E-06 1.1 0.049237423 1.11 -0.019325025 1.12 -0.08707323 1.13 -0.15163434 1.14 -0.211093079 1.15 -0.264185206 1.16 -0.310461136 1.17 -0.35001221 1.18 -0.382820674 1.19 -0.405626689 1.2 -0.411417921 1.22 -0.437641997 1.23 -0.468107111 1.24 -0.493626338 1.25 -0.515225075 1.26 -0.533655535 1.27 -0.549469137 1.28 -0.563085441 1.29 -0.574841098 1.3 -0.585041633 1.31 -0.593878578 1.32 -0.601566342 1.33 -0.608263548 1.34 -0.614093451 1.35 -0.619156831 1.36 -0.623540748 1.37 -0.627310602 1.38 -0.630520352 1.39 -0.633215414 1.4 -0.635434923 1.41 -0.637213451 1.42 -0.638581533 1.43 -0.639568013 1.44 -0.640199197 1.45 -0.640500073 1.46 -0.640494532 1.47 -0.640205577 1.48 -0.639655514 1.49 -0.638866046 1.5 -0.637858498 1.51 -0.636653673 1.52 -0.635271861 1.53 -0.633733078 1.54 -0.632056882 1.55 -0.630262413 1.56 -0.628368334 1.57 -0.626392968 1.58 -0.624323626 1.59 -0.622237678 1.6 -0.620123182 1.61 -0.617997746 1.62 -0.615880127 1.64 -0.611730475 1.65 -0.609812515 1.66 -0.608121459 1.68 -0.606704689 1.69 -0.606083651 1.7 -0.604824117 1.71 -0.603225847 1.72 -0.60143043 1.74 -0.597453004 1.75 -0.595306696 1.76 -0.593061935 1.78 -0.588273813 1.8 -0.58307028 1.82 -0.577425691 1.84 -0.571312274 1.85 -0.568070468 1.86 -0.564700507 1.88 -0.557554501 1.9 -0.549840312 1.92 -0.541494094 1.94 -0.532464245 1.95 -0.527664541 1.96 -0.522662143 1.98 -0.511999392 2 -0.500364422 2.05 -0.466105802 2.1 -0.422348038 2.15 -0.366693298 2.2 -0.299857716 2.25 -0.228912325 2.3 -0.16342758 2.35 -0.108286457 2.4 -0.063868933 2.5 0.00204525 2.6 0.030996583 2.7 0.043311177 2.8 0.043477184 2.9 0.038416133 3.0 0.032548772 end dipole 11 10 name "" (<2.2|DMZ|1.2>, DIABATISED §) spin 0 0 lambda 1 1 type grid factor 1 (0, 1 or i) units angstroms debye values 1.20 0.05041352 1.21 0.046503693 1.22 0.042755332 1.23 0.03915895 1.24 0.035536351 1.25 0.03196327 1.26 0.028351056 1.27 0.024713468 1.28 0.021027657 1.29 0.017274923 1.30 0.013459142 1.31 0.009599481 1.32 0.005692877 1.33 0.001788343 1.34 -0.002091823 1.35 -0.005935127 1.36 -0.009675523 1.37 -0.013298419 1.38 -0.016793126 1.39 -0.020117601 1.40 -0.023247866 1.41 -0.026211784 1.42 -0.028882753 1.43 -0.031305246 1.44 -0.033463909 1.45 -0.035343383 1.46 -0.036951889 1.47 -0.038283411 1.48 -0.039333364 1.49 -0.040098259 1.50 -0.040575907 1.51 -0.040764778 1.52 -0.040664286 1.53 -0.040221457 1.54 -0.039544644 1.55 -0.038582125 1.56 -0.037337166 1.57 -0.035814494 1.58 -0.034020798 1.59 -0.031965093 1.60 -0.029659183 1.61 -0.027118053 1.62 -0.024360113 1.64 -0.018287277 1.65 -0.015028691 1.66 -0.011665512 1.68 -0.004774011 1.70 0.002073951 1.72 0.008568033 1.74 0.014425087 1.75 0.017045117 1.76 0.019450073 1.78 0.023513663 1.80 0.026699515 1.82 0.029252769 1.84 0.031715486 1.85 0.033115682 1.86 0.034824004 1.88 0.039938394 1.90 0.049102176 1.98 0.083318293 2.00 0.089617523 2.02 0.093111106 2.04 0.093056658 2.05 0.09204041 2.06 0.090540382 2.08 0.08649553 2.10 0.081554067 2.12 0.076125649 2.14 0.070474465 2.15 0.067621761 2.16 0.064772863 2.18 0.059134989 2.20 0.053638004 2.22 0.0483353 2.24 0.043264428 2.25 0.040824956 2.26 0.038453166 2.28 0.033921955 2.30 0.029681979 2.32 0.025743354 2.34 0.022107368 2.35 0.020402816 2.36 0.018773514 2.38 0.015733771 2.40 0.012982854 2.42 0.010506687 2.44 0.008291204 2.45 0.007276802 2.46 0.006321064 2.48 0.004578697 2.50 0.003025496 2.52 0.00168906 2.54 0.000530257 2.56 -0.000468728 2.58 -0.00132182 2.60 -0.002045041 2.62 -0.002650295 2.64 -0.003149457 2.66 -0.003551068 2.68 -0.003865626 2.70 -0.004098009 2.72 -0.004243512 2.74 -0.004339044 2.76 -0.004339762 2.78 -0.004244749 2.80 -0.004061159 2.82 -0.003795202 2.84 -0.003474857 2.86 -0.003161207 2.88 -0.002940718 2.90 -0.002887436 2.92 -0.003029548 2.94 -0.003321227 2.96 -0.00370513 2.98 -0.004124483 3.00 -0.004533123 end dipole 13 10 name "<(3)1Pi|DMZ|d1Pi>" (<3.2|DMZ|1.2>, DIABATISED §) spin 0 0 lambda 1 1 type grid factor 1 (0, 1 or i) units angstroms debye values 1.20 1.227160214 1.21 0.859948026 1.22 0.698599408 1.23 0.603595334 1.24 0.541689856 1.25 0.495162562 1.26 0.458340883 1.27 0.428409576 1.28 0.403717038 1.29 0.382894974 1.30 0.364717744 1.31 0.349161959 1.32 0.335820277 1.33 0.324810916 1.34 0.314997913 1.35 0.306917192 1.36 0.300047265 1.37 0.294267696 1.38 0.289475801 1.39 0.285586653 1.40 0.282552411 1.41 0.280014683 1.42 0.278446569 1.43 0.277542839 1.44 0.277213178 1.45 0.27741058 1.46 0.278075527 1.47 0.279214052 1.48 0.28079636 1.49 0.282796909 1.50 0.285194246 1.51 0.287970755 1.52 0.291112876 1.53 0.294611373 1.54 0.298461128 1.55 0.302661524 1.56 0.307216789 1.57 0.312136086 1.58 0.317434236 1.59 0.323131919 1.60 0.329218392 1.61 0.335811947 1.62 0.342924042 1.64 0.359062663 1.65 0.368453524 1.66 0.379333603 1.68 0.40977833 1.70 0.436194154 1.72 0.457906317 1.74 0.478558091 1.75 0.488616873 1.76 0.498452295 1.78 0.517408214 1.80 0.535106713 1.82 0.551259717 1.84 0.565614465 1.85 0.572047048 1.86 0.577947361 1.88 0.588025561 1.90 0.595541927 1.92 0.600007322 1.94 0.601642151 1.95 0.601783647 1.96 0.602849169 1.98 0.60249841 2.00 0.598580604 2.02 0.593004656 2.04 0.586076492 2.05 0.58209922 2.06 0.5777755 2.08 0.568098334 2.10 0.557102294 2.12 0.544894311 2.14 0.531613669 2.15 0.524619905 2.16 0.517417785 2.18 0.502471583 2.20 0.486940646 2.22 0.470986384 2.24 0.454762996 2.25 0.446596064 2.26 0.438415303 2.28 0.422076472 2.30 0.405865048 2.32 0.389908205 2.34 0.374222042 2.35 0.366507707 2.36 0.358884294 2.38 0.343918093 2.40 0.329332165 2.42 0.315130662 2.44 0.301293626 2.45 0.294532443 2.46 0.287868977 2.48 0.274835887 2.50 0.262194182 2.52 0.249979837 2.54 0.238102699 2.56 0.226588623 2.58 0.215415948 2.60 0.204555977 2.62 0.19397159 2.64 0.183615848 2.66 0.173430664 2.68 0.163340048 2.70 0.153247565 2.72 0.1430259 2.74 0.13249514 2.76 0.121420873 2.78 0.10945802 2.80 0.096106017 2.82 0.080631978 2.84 0.061981718 2.86 0.0387766 2.88 0.009736932 2.90 -0.024768378 2.92 -0.060287052 2.94 -0.08916426 2.96 -0.106915839 2.98 -0.114948811 3.00 -0.116854303 end (dipole-x 10 2 ) ( name "" (<1.3|DMY|1.1> HERE - , %) ) ( spin 0 0 ) ( lambda 1 2 ) ( -i -2i) ( type grid ) ( factor -1 (0, 1 or i) ) ( units angstroms ea0 ) ( values) ( 1 0.490386106 ) ( 1.05 0.439360438 ) ( 1.1 0.388854062 ) ( 1.11 0.379284495 ) ( 1.12 0.370029133 ) ( 1.13 0.36102691 ) ( 1.14 0.352214856 ) ( 1.15 0.343542191 ) ( 1.16 0.334971264 ) ( 1.17 0.326478185 ) ( 1.18 0.318038228 ) ( 1.19 0.30964456 ) ( 1.2 0.301292827 ) ( 1.21 0.292982021 ) ( 1.22 0.284714394 ) ( 1.23 0.276494619 ) ( 1.24 0.268329229 ) ( 1.25 0.260226179 ) ( 1.26 0.252194168 ) ( 1.27 0.24424259 ) ( 1.28 0.236381179 ) ( 1.29 0.228619485 ) ( 1.3 0.220966762 ) ( 1.31 0.213432706 ) ( 1.32 0.206025785 ) ( 1.33 0.198735434 ) ( 1.34 0.191600238 ) ( 1.35 0.184609695 ) ( 1.36 0.177768277 ) ( 1.37 0.171079543 ) ( 1.38 0.164546228 ) ( 1.39 0.158170277 ) ( 1.4 0.151952933 ) ( 1.41 0.145894809 ) ( 1.42 0.139995762 ) ( 1.43 0.134255369 ) ( 1.44 0.128672792 ) ( 1.45 0.123246819 ) ( 1.46 0.117975964 ) ( 1.47 0.112871781 ) ( 1.48 0.107905554 ) ( 1.49 0.103088703 ) ( 1.5 0.098419096 ) ( 1.51 0.093895011 ) ( 1.52 0.089513151 ) ( 1.53 0.085271501 ) ( 1.54 0.081167493 ) ( 1.55 0.077198429 ) ( 1.56 0.073361464 ) ( 1.57 0.06965359 ) ( 1.58 0.066071618 ) ( 1.59 0.062612192 ) ( 1.6 0.05927171 ) ( 1.61 0.056046419 ) ( 1.62 0.052932445 ) ( 1.64 0.04702231 ) ( 1.65 0.044217902 ) ( 1.66 0.041508497 ) ( 1.68 0.036364656 ) ( 1.69 0.033893128 ) ( 1.7 0.031526374 ) ( 1.71 0.029237419 ) ( 1.72 0.027023469 ) ( 1.74 0.022812346 ) ( 1.75 0.020811431 ) ( 1.76 0.018877892 ) ( 1.78 0.015205988 ) ( 1.8 0.011781364 ) ( 1.82 0.008584613 ) ( 1.84 0.005589768 ) ( 1.85 0.00415573 ) ( 1.86 0.002759289 ) ( 1.88 4.1805E-05 ) ( 1.9 -0.002626243 ) ( 1.92 -0.004524368 ) ( 1.94 -0.005329069 ) ( 1.95 -0.005966435 ) ( 1.96 -0.006664099 ) ( 1.98 -0.008100003 ) ( 2 -0.009526064 ) ( 2.05 -0.012786824 ) ( 2.1 -0.014918856 ) ( 2.15 -0.017505947 ) ( 2.2 -0.019589125 ) ( 2.25 -0.021169485 ) ( 2.3 -0.022264117 ) ( 2.35 -0.022895506 ) ( 2.4 -0.023110531 ) ( 2.5 -0.022438085 ) ( 2.6 -0.020538309 ) ( 2.7 -0.017551444 ) ( 2.8 -0.01335937 ) ( 2.9 -0.008415587 ) ( 3 -0.004363263 ) ( end ) dipole-x 10 2 name "" (<1.2|DMY|1.4> HERE - ) spin 0 0 lambda 1 2 -i -2i type grid factor 1 (0, 1 or i) units angstroms ea0 values 1 -0.486923204 1.05 -0.441205156 1.1 -0.39643011 1.11 -0.388056461 1.12 -0.38000097 1.13 -0.37219941 1.14 -0.364588138 1.15 -0.357117032 1.16 -0.349749762 1.17 -0.342464584 1.18 -0.335235838 1.19 -0.328059813 1.2 -0.320933613 1.21 -0.313856591 1.22 -0.306830891 1.23 -0.299860623 1.24 -0.292951302 1.25 -0.286109434 1.26 -0.279341969 1.27 -0.272656158 1.28 -0.266059279 1.29 -0.259558129 1.3 -0.25315906 1.31 -0.246868952 1.32 -0.240673311 1.33 -0.234584011 1.34 -0.228643226 1.35 -0.222823408 1.36 -0.217125349 1.37 -0.211548858 1.38 -0.206092867 1.39 -0.200755497 1.4 -0.195534169 1.41 -0.190425788 1.42 -0.185426371 1.43 -0.180531739 1.44 -0.175737457 1.45 -0.171038794 1.46 -0.166430851 1.47 -0.161918309 1.48 -0.157476728 1.49 -0.153110974 1.5 -0.148816312 1.51 -0.144580756 1.52 -0.140413593 1.53 -0.136304739 1.54 -0.132250342 1.55 -0.128246962 1.56 -0.1242915 1.57 -0.120381212 1.58 -0.116513732 1.59 -0.112687055 1.6 -0.108899642 1.61 -0.105150269 1.62 -0.101437919 1.64 -0.094124626 1.65 -0.090523888 1.66 -0.086961816 1.68 -0.079955955 1.69 -0.076528266 1.7 -0.073137457 1.71 -0.069795887 1.72 -0.066506961 1.74 -0.060102396 1.75 -0.056994689 1.76 -0.05395514 1.78 -0.048095996 1.8 -0.042550056 1.82 -0.03733292 1.84 -0.032449535 1.85 -0.03013745 1.86 -0.027905091 1.88 -0.023706281 1.9 -0.019984343 1.92 -0.01727213 1.94 -0.014322058 1.95 -0.012731478 1.96 -0.011185555 1.98 -0.008260562 2 -0.005555673 2.05 0.000348268 2.1 0.004392191 2.15 0.008550514 2.2 0.01184107 2.25 0.014354062 2.3 0.016174071 2.35 0.017379501 2.4 0.018057408 2.5 0.018076027 2.6 0.016711687 2.7 0.01417914 2.8 0.010471745 2.9 0.006096135 3 0.002575323 end dipole-x 10 3 name "" (<1.3|DMY|2.1> HERE - ) spin 0 0 lambda 1 0 -i 0 type grid factor 1 (0, 1 or i) units angstroms ea0 values 1 -0.485714828223 1.05 -0.441005158944 1.1 -0.410409443810 1.11 -0.403357282542 1.12 -0.396159430039 1.13 -0.388708719122 1.14 -0.380838543108 1.15 -0.372408783450 1.16 -0.363550973097 1.17 -0.354573769905 1.18 -0.345587202563 1.19 -0.336550529605 1.2 -0.327405694058 1.21 -0.318113145872 1.22 -0.308654649050 1.23 -0.299030678778 1.24 -0.289274757367 1.25 -0.279380461454 1.26 -0.269428143821 1.27 -0.259467132649 1.28 -0.249560735604 1.29 -0.239772924314 1.3 -0.230163537107 1.31 -0.220783141090 1.32 -0.211675624564 1.33 -0.202871544205 1.34 -0.194390690559 1.35 -0.186243257256 1.36 -0.178463354892 1.37 -0.170985358682 1.38 -0.163829626016 1.39 -0.156983942903 1.4 -0.150433905239 1.41 -0.144163938323 1.42 -0.138157688067 1.43 -0.132399083059 1.44 -0.126872381801 1.45 -0.121562550461 1.46 -0.116455465152 1.47 -0.111538016425 1.48 -0.106831131106 1.49 -0.102258053326 1.5 -0.097841671696 1.51 -0.093573151998 1.52 -0.089444621211 1.53 -0.085449075802 1.54 -0.081580296594 1.55 -0.077832743133 1.56 -0.074201466378 1.57 -0.070681985937 1.58 -0.067231592278 1.59 -0.063923853928 1.6 -0.060716638784 1.61 -0.057606631902 1.62 -0.054590774270 1.64 -0.048830023011 1.65 -0.046079760076 1.66 -0.043440857312 1.68 -0.038349210515 1.7 -0.033572303088 1.72 -0.029094189357 1.74 -0.024907079447 1.75 -0.022919134948 1.76 -0.020999109697 1.78 -0.016199122751 1.8 -0.012859659206 1.82 -0.009714950635 1.84 -0.006745703864 1.85 -0.005314252778 1.86 -0.003911429668 1.88 -0.001178053399 1.9 0.001251411651 1.92 0.001479389396 1.94 0.001868094440 1.95 0.002473915904 1.96 0.003172364322 1.98 0.004668980690 2 0.006184573503 2.05 0.009782222780 2.1 0.012964359663 2.15 0.015675153160 2.2 0.017893374950 2.25 0.019613686375 2.3 0.020845538028 2.35 0.021612491700 2.4 0.021950669421 2.5 0.021511538763 2.6 0.019883639681 2.8 0.013457266036 3 0.013120631425 end dipole-x 10 6 name "" (<1.2|DMY|2.4> HERE - ) spin 0 0 lambda 1 0 -i 0 type grid factor 1 (-1 for DMY to DMX and then a further -1 to make DMY comp phase consistent) units angstroms ea0 values 1 0.056366862 1.05 0.139806621158 1.1 0.090002485031 1.11 0.084453274584 1.12 0.079850730312 1.13 0.075986707921 1.14 0.072512673183 1.15 0.069696645370 1.16 0.067278451312 1.17 0.065239386700 1.18 0.063532899848 1.19 0.062099676441 1.2 0.060889136137 1.21 0.059860397552 1.22 0.058980916982 1.23 0.058231536116 1.24 0.057593992067 1.25 0.057047390393 1.26 0.056585204363 1.27 0.056194307262 1.28 0.055866032665 1.29 0.055593158949 1.3 0.055369590045 1.31 0.055189976860 1.32 0.055049696997 1.33 0.054944426552 1.34 0.054870113936 1.35 0.054822931186 1.36 0.054801916634 1.37 0.054798398208 1.38 0.054811422015 1.39 0.054837645714 1.4 0.054873779408 1.41 0.054916570901 1.42 0.054963574654 1.43 0.055010879656 1.44 0.055055605967 1.45 0.055094714159 1.46 0.055125077775 1.47 0.055143750181 1.48 0.055153764840 1.49 0.055140240869 1.5 0.055105932997 1.51 0.055047950150 1.52 0.054963523693 1.53 0.054850056116 1.54 0.054705187388 1.55 0.054526870210 1.56 0.054313440175 1.57 0.054063691807 1.58 0.053736022014 1.59 0.053412567618 1.6 0.053052710101 1.61 0.052657787805 1.62 0.052229816446 1.64 0.051286279740 1.65 0.050777870062 1.66 0.050269601253 1.68 0.049178638497 1.7 0.048120063178 1.72 0.047020330103 1.74 0.045959717326 1.75 0.045450171702 1.76 0.044956734769 1.78 0.043106489599 1.8 0.042382869290 1.82 0.041703269548 1.84 0.041098735318 1.85 0.040831787330 1.86 0.040597552004 1.88 0.040298429737 1.9 0.040536639209 1.92 0.040401635425 1.94 0.038843043640 1.95 0.038182370008 1.96 0.037597023374 1.98 0.036530665360 2 0.035532634653 2.05 0.033108725801 2.1 0.030626530100 2.15 0.028029584889 2.2 0.025332603606 2.25 0.022581468290 2.3 0.019831191782 2.35 0.017135326846 2.4 0.014532436231 2.5 0.009686508226 2.6 0.005277052505 2.8 0.003774076819 3 0.002505513765 end dipole-x 11 6 name "" (<2.2|DMY|2.4>) spin 0 0 lambda 1 0 -i 0 type grid factor 1 (-1 DMY phase consistent and -1 for DMY to DMX transform) units angstroms debye values 1.0 0.29886325 1.0040080160320641 0.3108678123658307 1.0080160320641283 0.32280220736430126 1.0120240480961924 0.33459626762805167 1.0160320641282565 0.34617982578972173 1.0200400801603207 0.35748271448195146 1.0240480961923848 0.36843476633738076 1.028056112224449 0.37896581398864937 1.032064128256513 0.3890056900683974 1.0360721442885772 0.3984842272092646 1.0400801603206413 0.407331258043891 1.0440881763527055 0.41547661520491636 1.0480961923847696 0.4228501313249807 1.0521042084168337 0.42938539022246247 1.0561122244488979 0.43509291006036954 1.060120240480962 0.44005528515373094 1.0641282565130261 0.4443578880686263 1.0681362725450902 0.4480860913711354 1.0721442885771544 0.45132526762733793 1.0761523046092185 0.4541607894033135 1.0801603206412826 0.4566780292651419 1.0841683366733468 0.45896235977890265 1.088176352705411 0.46109915351067565 1.092184368737475 0.46317378302654044 1.0961923847695392 0.4652716208925767 1.100200400801603 0.4674780346370479 1.1042084168336674 0.46983175672318184 1.1082164328657313 0.4722108989186739 1.1122244488977955 0.4744649663920199 1.1162324649298596 0.4765504911221446 1.1202404809619237 0.47851671316136096 1.1242484969939879 0.4804056024141608 1.128256513026052 0.48222457220812043 1.1322645290581161 0.4839740077371035 1.1362725450901803 0.48565748898076744 1.1402805611222444 0.48728129139202836 1.1442885771543085 0.4888500994588846 1.1482965931863727 0.4903631596229624 1.1523046092184368 0.49181834209278935 1.156312625250501 0.4932089673237548 1.160320641282565 0.49452461671319364 1.1643286573146292 0.49575723573659125 1.1683366733466933 0.49690656930451776 1.1723446893787575 0.4979740010930923 1.1763527054108216 0.4989626039863619 1.1803607214428857 0.4998768034213596 1.1843687374749499 0.5007209083201033 1.188376753507014 0.5014987549636589 1.1923847695390781 0.5022140503702258 1.1963927855711423 0.5028699036108296 1.2004008016032064 0.5034689572726224 1.2044088176352705 0.5040137225537052 1.2084168336673347 0.5045063569574363 1.2124248496993988 0.504948896180576 1.216432865731463 0.5053425482926237 1.220440881763527 0.5056878933150947 1.2244488977955912 0.5059862432285382 1.2284569138276553 0.5062410676351905 1.2324649298597194 0.5064559150121007 1.2364729458917836 0.506629987936054 1.2404809619238477 0.5067592754196618 1.2444889779559118 0.5068415337576223 1.248496993987976 0.5068796849473501 1.25250501002004 0.5068773697918546 1.2565130260521042 0.5068357921461216 1.2605210420841684 0.5067544000400117 1.2645290581162325 0.5066328920650236 1.2685370741482966 0.5064717546932159 1.2725450901803608 0.506271591448919 1.276553106212425 0.5060327993238412 1.280561122244489 0.5057556303952179 1.2845691382765532 0.5054403564269643 1.288577154308617 0.5050873092071392 1.2925851703406814 0.5046968318236723 1.2965931863727453 0.5042692860827919 1.3006012024048097 0.5038050465507536 1.3046092184368736 0.5033044730117131 1.308617234468938 0.502767886611037 1.3126252505010019 0.5021956060506653 1.3166332665330662 0.5015879946758323 1.3206412825651301 0.5009454455665712 1.3246492985971945 0.5002683608224882 1.3286573146292584 0.49955716373351117 1.3326653306613228 0.4988122741310118 1.3366733466933867 0.49803403332866236 1.3406813627254508 0.4972227322330249 1.344689378757515 0.49637881397651823 1.348697394789579 0.4955030934124553 1.3527054108216432 0.49459638109751286 1.3567134268537073 0.49365881496801667 1.3607214428857715 0.4926901096849002 1.3647294589178356 0.4916902815296595 1.3687374749498997 0.49066007442866777 1.3727454909819639 0.4896003068891312 1.376753507014028 0.48851146696785963 1.3807615230460921 0.48739383992322244 1.3847695390781563 0.48624775183689756 1.3887775551102204 0.48507362924254366 1.3927855711422845 0.4838719088277224 1.3967935871743486 0.4826429865167537 1.4008016032064128 0.4813872338728319 1.404809619238477 0.4801050249576758 1.408817635270541 0.4787967401391724 1.4128256513026052 0.4774627619237946 1.4168336673346693 0.47610348585770446 1.4208416833667334 0.47471931500699677 1.4248496993987976 0.47331063949147706 1.4288577154308617 0.471877821138561 1.4328657314629258 0.4704212201894325 1.43687374749499 0.4689412176662154 1.440881763527054 0.4674382062366721 1.4448897795591182 0.4659125576217222 1.4488977955911824 0.4643645990613933 1.4529058116232465 0.46279466647006756 1.4569138276553106 0.4612032313283659 1.4609218436873748 0.45959083839883513 1.464929859719439 0.45795781617336284 1.468937875751503 0.45630404769712807 1.4729458917835672 0.4546294548655708 1.4769539078156313 0.45293481569114513 1.4809619238476954 0.45122136428844567 1.4849699398797596 0.44948991162027696 1.4889779559118237 0.44774041514536966 1.4929859719438876 0.4459727783494651 1.496993987975952 0.44418732424330476 1.5010020040080159 0.44238459438443845 1.5050100200400802 0.4405650780414578 1.5090180360721441 0.4387291592383085 1.5130260521042085 0.436877213570017 1.5170340681362724 0.4350096479871527 1.5210420841683367 0.433126885335673 1.5250501002004007 0.43122934540466384 1.529058116232465 0.4293174419703203 1.533066132264529 0.42739158941572886 1.5370741482965933 0.425452212682574 1.5410821643286572 0.4234997417575559 1.5450901803607215 0.42153458950370826 1.5490981963927855 0.41955713723037524 1.5531062124248498 0.41756777715471644 1.5571142284569137 0.41556701607205476 1.561122244488978 0.41355541323791534 1.565130260521042 0.4115332901025448 1.5691382765531061 0.40950054196899066 1.5731462925851702 0.4074571314758278 1.5771543086172344 0.40540388677124145 1.5811623246492985 0.4033420349574734 1.5851703406813626 0.40127233699321924 1.5891783567134268 0.3991947380557266 1.593186372745491 0.3971091546795795 1.597194388777555 0.3950159027783142 1.6012024048096192 0.39291547896055745 1.6052104208416833 0.39080831640186364 1.6092184368737474 0.388694739208832 1.6132264529058116 0.3865750600112678 1.6172344689378757 0.3844495848073662 1.6212424849699398 0.3823186169902876 1.625250501002004 0.3801824832267413 1.629258517034068 0.3780415486066532 1.6332665330661322 0.37589618181322737 1.6372745490981964 0.3737467515296683 1.6412825651302605 0.3715936230646309 1.6452905811623246 0.3694369383672017 1.6492985971943888 0.3672764806033376 1.653306613226453 0.3651121267802671 1.657314629258517 0.36294461536980244 1.6613226452905812 0.3607750383062508 1.6653306613226453 0.35860409665359494 1.6693386773547094 0.356431878322158 1.6733466933867733 0.35425841783720463 1.6773547094188377 0.35208374972399886 1.6813627254509016 0.34990791318057296 1.685370741482966 0.3477312147703749 1.6893787575150299 0.3455543681658804 1.6933867735470942 0.34337812121934036 1.6973947895791581 0.34120322178300627 1.7014028056112225 0.3390303973616854 1.7054108216432864 0.33685928921517994 1.7094188376753507 0.3346879280705146 1.7134268537074147 0.3325142143242975 1.717434869739479 0.3303360483731355 1.721442885771543 0.32815141666469855 1.7254509018036073 0.3259626008812712 1.7294589178356712 0.3237780841655381 1.7334669338677355 0.3216068331514711 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(2.9959919839679356 0.039425910127398905 ) (3.0 0.039325234011525365 ) (end ) dipole-x 4 1 name "" (<1.2|DMY|1.4> CHECK) spin 1 1 lambda 1 0 -i 0 factor -1 (0.6892, 0, 1 or i) type grid values 1.1000000000 0.3218689300 1.1163333300 0.3171488200 1.1326666700 0.3121487400 1.1490000000 0.3068725000 1.1653333300 0.3013173800 1.1816666700 0.2954846000 1.1980000000 0.2893737100 1.2143333300 0.2829848600 1.2306666700 0.2763180000 1.2470000000 0.2693731500 1.2633333300 0.2621503000 1.2796666700 0.2546494500 1.2960000000 0.2468706000 1.3123333300 0.2388137600 1.3286666700 0.2304789100 1.3450000000 0.2218661000 1.3613333300 0.2129751600 1.3776666700 0.2038066400 1.3940000000 0.1943589000 1.4103333300 0.1846363700 1.4266666700 0.1746291100 1.4430000000 0.1643510900 1.4593333300 0.1537922700 1.4756666700 0.1422258500 1.4920000000 0.1299137300 1.5083333300 0.1171025300 1.5246666700 0.1040874700 1.5410000000 0.0911720500 1.5573333300 0.0787162900 1.5736666700 0.0672057300 1.5900000000 0.0568690100 1.6063333300 0.0461924100 1.6226666700 0.0354355600 1.6390000000 0.0254651300 1.6553333300 0.0163775000 1.6716666700 0.0082549100 1.6880000000 0.0004925100 1.7043333300 -0.0054273800 1.7206666700 -0.0109030100 1.7370000000 -0.0157367600 1.7533333300 -0.0199313700 1.7696666700 -0.0235634600 1.7860000000 -0.0267066900 1.8023333300 -0.0294330900 1.8186666700 -0.0318203500 1.8350000000 -0.0338668100 1.8513333300 -0.0356485400 1.8676666700 -0.0372037700 1.8840000000 -0.0385654700 1.9003333300 -0.0397618300 1.9166666700 -0.0408160100 1.9330000000 -0.0417483400 1.9493333300 -0.0425762100 1.9656666700 -0.0433155100 1.9820000000 -0.0439812300 1.9983333300 -0.0445865600 2.0146666700 -0.0451457600 2.0310000000 -0.0456743900 2.0473333300 -0.0461883800 2.0636666700 -0.0466973100 2.0800000000 -0.0472262600 2.0963333300 -0.0477832500 2.1126666700 -0.0483794300 2.1290000000 -0.0490340400 2.1453333300 -0.0497888300 2.1616666700 -0.0505394000 2.1780000000 -0.0513159500 2.1943333300 -0.0521180300 2.2106666700 -0.0529389000 2.2270000000 -0.0537667700 2.2433333300 -0.0545915900 2.2596666700 -0.0554017500 2.2760000000 -0.0561874400 2.2923333300 -0.0569338600 2.3086666700 -0.0576328800 2.3250000000 -0.0582754800 2.3413333300 -0.0588572600 2.3576666700 -0.0593559600 2.3740000000 -0.0597405700 2.3903333300 -0.0600069500 2.4066666700 -0.0601679300 2.4230000000 -0.0602332900 2.4393333300 -0.0602086600 2.4556666700 -0.0600962800 2.4720000000 -0.0599016100 2.4883333300 -0.0596292900 2.5046666700 -0.0592791800 2.5210000000 -0.0588581400 2.5373333300 -0.0583737900 2.5536666700 -0.0578259300 2.5700000000 -0.0572210600 2.5863333300 -0.0565678500 2.6026666700 -0.0558662100 2.6190000000 -0.0551226600 2.6353333300 -0.0543477400 2.6516666700 -0.0535416100 2.6680000000 -0.0527087400 2.6843333300 -0.0518584100 2.7006666700 -0.0509908800 2.7170000000 -0.0501060800 2.7333333300 -0.0492044000 2.7496666700 -0.0482985800 2.7660000000 -0.0473947600 2.7823333300 -0.0464929000 2.7986666700 -0.0455929500 2.8150000000 -0.0446951900 2.8313333300 -0.0438007500 2.8476666700 -0.0429097100 2.8640000000 -0.0420213200 2.8803333300 -0.0411318900 2.8966666700 -0.0402409800 2.9130000000 -0.0393555300 2.9293333300 -0.0385444400 2.9456666700 -0.0377990200 2.9620000000 -0.0369423900 2.9783333300 -0.0361027500 2.9946666700 -0.0352823000 3.0110000000 -0.0344805300 3.0273333300 -0.0336970200 3.0436666700 -0.0329313300 3.0600000000 -0.0321830700 3.0763333300 -0.0314518400 3.0926666700 -0.0307372300 3.1090000000 -0.0300388900 3.1253333300 -0.0293564200 3.1416666700 -0.0286894700 3.1580000000 -0.0280376900 3.1743333300 -0.0274007200 3.1906666700 -0.0267782300 3.2070000000 -0.0261699000 3.2233333300 -0.0255753900 3.2396666700 -0.0249943900 3.2560000000 -0.0244266000 3.2723333300 -0.0238717000 3.2886666700 -0.0233294300 3.3050000000 -0.0227994700 3.3213333300 -0.0222815500 3.3376666700 -0.0217754000 3.3540000000 -0.0212807600 3.3703333300 -0.0207973500 3.3866666700 -0.0203249200 3.4030000000 -0.0198632300 3.4193333300 -0.0194120300 3.4356666700 -0.0189710800 3.4520000000 -0.0185401400 3.4683333300 -0.0181190000 3.4846666700 -0.0177074200 3.5010000000 -0.0173051900 3.5173333300 -0.0169121000 3.5336666700 -0.0165279400 3.5500000000 -0.0161525100 3.5663333300 -0.0157856100 3.5826666700 -0.0154270400 3.5990000000 -0.0150766100 3.6153333300 -0.0147341500 3.6316666700 -0.0143994600 3.6480000000 -0.0140723800 3.6643333300 -0.0137527300 3.6806666700 -0.0134403400 3.6970000000 -0.0131350400 3.7133333300 -0.0128366800 3.7296666700 -0.0125451000 3.7460000000 -0.0122601400 3.7623333300 -0.0119816600 3.7786666700 -0.0117094900 3.7950000000 -0.0114435200 3.8113333300 -0.0111835800 3.8276666700 -0.0109295500 3.8440000000 -0.0106812900 3.8603333300 -0.0104386600 3.8766666700 -0.0102015500 3.8930000000 -0.0099698300 3.9093333300 -0.0097433600 3.9256666700 -0.0095220500 3.9420000000 -0.0093057600 3.9583333300 -0.0090943800 3.9746666700 -0.0088878000 3.9910000000 -0.0086859200 4.0073333300 -0.0084886200 4.0236666700 -0.0082958000 4.0400000000 -0.0081073700 4.0563333300 -0.0079232100 4.0726666700 -0.0077432400 4.0890000000 -0.0075673500 4.1053333300 -0.0073954600 4.1216666700 -0.0072274800 4.1380000000 -0.0070633100 4.1543333300 -0.0069028700 4.1706666700 -0.0067460700 4.1870000000 -0.0065928400 4.2033333300 -0.0064430800 4.2196666700 -0.0062967300 4.2360000000 -0.0061537000 4.2523333300 -0.0060139200 4.2686666700 -0.0058773200 4.2850000000 -0.0057438200 4.3013333300 -0.0056133500 4.3176666700 -0.0054858400 4.3340000000 -0.0053612300 4.3503333300 -0.0052394500 4.3666666700 -0.0051204400 4.3830000000 -0.0050041300 4.3993333300 -0.0048904700 4.4156666700 -0.0047793800 4.4320000000 -0.0046708200 4.4483333300 -0.0045647200 4.4646666700 -0.0044610400 4.4810000000 -0.0043597100 4.4973333300 -0.0042606800 4.5136666700 -0.0041639000 4.5300000000 -0.0040693200 4.5463333300 -0.0039768800 4.5626666700 -0.0038865500 4.5790000000 -0.0037982700 4.5953333300 -0.0037119900 4.6116666700 -0.0036276700 4.6280000000 -0.0035452700 4.6443333300 -0.0034647400 4.6606666700 -0.0033860400 4.6770000000 -0.0033091300 4.6933333300 -0.0032339600 4.7096666700 -0.0031605100 4.7260000000 -0.0030887200 4.7423333300 -0.0030185600 4.7586666700 -0.0029499900 4.7750000000 -0.0028829800 4.7913333300 -0.0028175000 4.8076666700 -0.0027535000 4.8240000000 -0.0026909500 4.8403333300 -0.0026298300 4.8566666700 -0.0025700900 4.8730000000 -0.0025117200 4.8893333300 -0.0024546600 4.9056666700 -0.0023989100 4.9220000000 -0.0023444200 4.9383333300 -0.0022911600 4.9546666700 -0.0022391200 4.9710000000 -0.0021882600 4.9873333300 -0.0021385500 5.0036666700 -0.0020899800 5.0200000000 -0.0020425000 5.0363333300 -0.0019961100 5.0526666700 -0.0019507700 5.0690000000 -0.0019064600 5.0853333300 -0.0018631500 5.1016666700 -0.0018208300 5.1180000000 -0.0017794700 5.1343333300 -0.0017390500 5.1506666700 -0.0016995500 5.1670000000 -0.0016609500 5.1833333300 -0.0016232200 5.1996666700 -0.0015863500 5.2160000000 -0.0015503100 5.2323333300 -0.0015151000 5.2486666700 -0.0014806800 5.2650000000 -0.0014470500 5.2813333300 -0.0014141800 5.2976666700 -0.0013820600 5.3140000000 -0.0013506700 5.3303333300 -0.0013199900 5.3466666700 -0.0012900000 5.3630000000 -0.0012607000 5.3793333300 -0.0012320600 5.3956666700 -0.0012040800 5.4120000000 -0.0011767300 5.4283333300 -0.0011500000 5.4446666700 -0.0011238800 5.4610000000 -0.0010983500 5.4773333300 -0.0010734000 5.4936666700 -0.0010490200 5.5100000000 -0.0010251900 5.5263333300 -0.0010019000 5.5426666700 -0.0009791500 5.5590000000 -0.0009569000 5.5753333300 -0.0009351700 5.5916666700 -0.0009139300 5.6080000000 -0.0008931700 5.6243333300 -0.0008728800 5.6406666700 -0.0008530500 5.6570000000 -0.0008336800 5.6733333300 -0.0008147400 5.6896666700 -0.0007962300 5.7060000000 -0.0007781500 5.7223333300 -0.0007604700 5.7386666700 -0.0007432000 5.7550000000 -0.0007263200 5.7713333300 -0.0007098200 5.7876666700 -0.0006936900 5.8040000000 -0.0006779400 5.8203333300 -0.0006625400 5.8366666700 -0.0006474900 5.8530000000 -0.0006327800 5.8693333300 -0.0006184100 5.8856666700 -0.0006043600 5.9020000000 -0.0005906300 5.9183333300 -0.0005772200 5.9346666700 -0.0005641100 5.9510000000 -0.0005512900 5.9673333300 -0.0005387700 5.9836666700 -0.0005265300 6.0000000000 -0.0005145700 end dipole-x 4 8 name "" (<1.2|DMY|2.4> FLAG factor was 0) spin 1 1 lambda 1 2 -i -2i type grid factor -1 (phase flipped) units angstroms debye values 1 0.318248616 1.05 0.13849891 1.1 0.091971493 1.11 0.086943144 1.12 0.082784239 1.13 0.078633992 1.14 0.075821501 1.15 0.073398076 1.16 0.071305957 1.17 0.069504669 1.18 0.06798787 1.19 0.066837094 1.2 0.06636593 1.21 0.0655998 1.22 0.064708094 1.23 0.064068387 1.24 0.063533121 1.25 0.063107208 1.26 0.062784429 1.27 0.062555225 1.28 0.062410495 1.29 0.062340203 1.3 0.062334431 1.31 0.062383588 1.32 0.062478624 1.33 0.062611069 1.34 0.062773042 1.35 0.062956925 1.36 0.06315601 1.37 0.063363632 1.38 0.063573334 1.39 0.063778796 1.4 0.063973756 1.41 0.06415197 1.42 0.064314141 1.43 0.064441175 1.44 0.064533194 1.45 0.064584194 1.46 0.064588253 1.47 0.064539627 1.48 0.064432815 1.49 0.064262536 1.5 0.064024329 1.51 0.063714043 1.52 0.063328297 1.53 0.062864962 1.54 0.062322363 1.55 0.061700102 1.56 0.061000141 1.57 0.060225025 1.58 0.059378291 1.59 0.058474621 1.6 0.057551947 1.61 0.05652771 1.62 0.055460041 1.64 0.053221739 1.65 0.052049064 1.66 0.050812786 1.68 0.048456404 1.7 0.046423948 1.72 0.044621443 1.74 0.042996179 1.75 0.042255966 1.76 0.041563877 1.78 0.040321316 1.8 0.039260673 1.82 0.038364266 1.84 0.037637074 1.85 0.037331132 1.86 0.037062248 1.88 0.036632175 1.9 0.036343028 1.92 0.036195081 1.94 0.036196672 1.95 0.03625973 1.96 0.036370499 1.98 0.036770735 2 0.03752236 2.05 0.039222776 2.1 0.035216605 2.15 0.033758118 2.2 0.032778298 2.25 0.031711936 2.3 0.030358339 2.35 0.028637127 2.4 0.026562467 2.5 0.021884543 2.6 0.017547137 2.8 0.011891733 3 0.00937101 end ( BEGIN ) dipole-x 4 5 name "" (<1.2|DMY|3.4> HERE abrupt change R>2) spin 1 1 lambda 1 0 -i 0 type grid factor -1 (0, 1 or i) units angstroms ea0 values 1.0 0.154347359 1.05 0.056471945 1.1 -0.030976808 1.11 -0.045087689 1.12 -0.055823177 1.13 -0.063420112 1.14 -0.068344012 1.15 -0.071110344 1.16 -0.072321645 1.17 -0.072565186 1.18 -0.072399715 1.19 -0.072736173 1.2 -0.074893951 1.21 -0.074851453 1.22 -0.07464436 1.23 -0.074148756 1.24 -0.073540697 1.25 -0.072901438 1.26 -0.072198869 1.27 -0.071628925 1.28 -0.07111697 1.29 -0.070668965 1.3 -0.070284269 1.31 -0.069959006 1.32 -0.06968747 1.33 -0.069463038 1.34 -0.069278732 1.35 -0.06911473 1.36 -0.06898024 1.37 -0.068868156 1.38 -0.068771519 1.39 -0.068683796 1.4 -0.068598796 1.41 -0.068510642 1.42 -0.068425591 1.43 -0.06831564 1.44 -0.068186424 1.45 -0.068032904 1.46 -0.067850168 1.47 -0.067633434 1.48 -0.067378065 1.49 -0.06707952 1.5 -0.066733401 1.51 -0.066335605 1.52 -0.065882074 1.53 -0.065369028 1.54 -0.064793059 1.55 -0.064153679 1.56 -0.063442647 1.57 -0.06266001 1.58 -0.061803337 1.59 -0.060883288 1.6 -0.059894832 1.61 -0.058800149 1.62 -0.057615263 1.64 -0.054898057 1.65 -0.053246199 1.66 -0.051217299 1.68 -0.047297875 1.7 -0.044075179 1.72 -0.04103093 1.74 -0.038021227 1.75 -0.03653354 1.76 -0.035058732 1.78 -0.032154291 1.8 -0.029320587 1.82 -0.026556846 1.84 -0.023900778 1.85 -0.022607563 1.86 -0.021340527 1.88 -0.018888935 1.9 -0.016555147 1.92 -0.014351727 1.94 -0.01228907 1.95 -0.011316936 1.96 -0.010388753 1.98 -0.008684776 2 -0.007243202 2.05 -0.004893662 2.1 -0.001880675 2.15 -0.000719498 2.2 -0.000981372 2.25 -0.002100253 2.3 -0.003440505 2.35 -0.00451165 2.4 0.005091562 2.5 0.004808077 2.6 0.003372095 2.8 0.000569984 3 0.000476009 end dipole-x 9 1 name "" (<2.2|DMY|1.4> §DIABATISED) spin 1 1 lambda 1 0 -i 0 type grid factor 1 (0, 1 or i) units angstroms debye values 1 -1.238757828 1.05 -1.137779118 1.1 -1.012380394 1.11 -0.985647796 1.12 -0.958389327 1.13 -0.930421373 1.14 -0.901674311 1.15 -0.872202439 1.16 -0.84221997 1.17 -0.812087922 1.18 -0.782034904 1.19 -0.751214698 1.2 -0.721375045 1.21 -0.69721195 1.22 -0.675852332 1.23 -0.655953962 1.24 -0.637120268 1.25 -0.61907838 1.26 -0.601689979 1.27 -0.584900743 1.28 -0.568682947 1.29 -0.553006206 1.3 -0.537851717 1.31 -0.523207882 1.32 -0.509053381 1.33 -0.495380412 1.34 -0.482176396 1.35 -0.469428146 1.36 -0.457121914 1.37 -0.445244539 1.38 -0.433781239 1.39 -0.422716374 1.4 -0.412035628 1.41 -0.401724842 1.42 -0.387598536 1.43 -0.377967648 1.44 -0.368685889 1.45 -0.35974099 1.46 -0.351120701 1.47 -0.342813257 1.48 -0.334807423 1.49 -0.327092433 1.5 -0.319658083 1.51 -0.312494694 1.52 -0.30559309 1.53 -0.298944526 1.54 -0.2925382 1.55 -0.286371158 1.56 -0.280433129 1.57 -0.2747163 1.58 -0.26921255 1.59 -0.26391239 1.6 -0.258808174 1.61 -0.253885437 1.62 -0.249130834 1.63 -0.244529132 1.64 -0.240077179 1.65 -0.235834573 1.66 -0.231928406 1.67 -0.228336481 1.68 -0.22493498 1.69 -0.221655052 1.7 -0.218468173 1.71 -0.215354613 1.72 -0.212312318 1.73 -0.209330894 1.74 -0.206405027 1.75 -0.203525644 1.76 -0.200688405 1.78 -0.195119746 1.8 -0.189607623 1.82 -0.184235859 1.84 -0.178928734 1.85 -0.17629594 1.86 -0.173676378 1.88 -0.168479628 1.92 -0.15832845 1.94 -0.153462053 1.95 -0.151114715 1.96 -0.148843183 1.98 -0.144596286 2 -0.140858844 2.01 -0.139155187 2.02 -0.137631704 2.03 -0.13627404 2.04 -0.134403756 2.05 -0.132868779 2.06 -0.130216059 2.08 -0.12483778 2.1 -0.120493454 2.15 -0.109391485 2.2 -0.097385006 2.25 -0.08549026 2.3 -0.074554941 2.35 -0.064995243 2.4 -0.056901145 2.5 -0.044223433 2.6 -0.033625625 2.8 -0.016077101 3 -0.007133347 3.1 -0.004910146 3.2 -0.003564895 3.3 -0.002732257 3.4 -0.002169693 3.5 -0.001740067 3.6 -0.001382786 3.7 -0.001085472 3.8 -0.000842741 3.9 -0.000648459 4 -0.000495348 4.2 -0.000284093 4.4 -0.000160554 4.6 -8.97E-05 4.8 -6.94E-05 5 -2.93E-05 end dipole-x 12 1 name "" (<3.2|DMY|1.4> DIABATISED) spin 1 1 lambda 1 0 i 0 type grid factor 1 (0, 1 or i) units angstroms debye values 1.000000000000 -0.898603911075 1.050000000000 -0.836632829858 1.100000000000 -0.804475722583 1.110000000000 -0.787735071939 1.120000000000 -0.764222199617 1.130000000000 -0.731380047729 1.140000000000 -0.686363808317 1.150000000000 -0.625942609349 1.160000000000 -0.546547866694 1.170000000000 -0.444354584130 1.180000000000 -0.313639803518 1.190000000000 -0.136744019375 1.200000000000 0.066712445368 1.210000000000 0.198835550923 1.220000000000 0.288343193658 1.230000000000 0.353135170910 1.240000000000 0.402239378613 1.250000000000 0.439848356833 1.260000000000 0.468832798855 1.270000000000 0.491554140214 1.280000000000 0.509305904679 1.290000000000 0.523146420251 1.300000000000 0.533802240218 1.310000000000 0.541807006207 1.320000000000 0.547611711175 1.330000000000 0.551524424537 1.340000000000 0.553804492176 1.350000000000 0.554660067518 1.360000000000 0.554259783614 1.370000000000 0.552752535235 1.380000000000 0.550259166961 1.390000000000 0.546844864297 1.400000000000 0.542602209825 1.410000000000 0.537599469355 1.420000000000 0.545238064681 1.430000000000 0.537851865995 1.440000000000 0.529828420541 1.450000000000 0.521223071030 1.460000000000 0.512075728625 1.470000000000 0.502420980328 1.480000000000 0.492288532422 1.490000000000 0.481704643973 1.500000000000 0.470691327429 1.510000000000 0.459267557307 1.520000000000 0.447449373998 1.530000000000 0.435250271696 1.540000000000 0.422670932245 1.550000000000 0.409740411373 1.560000000000 0.396456091761 1.570000000000 0.382822564635 1.580000000000 0.368842345488 1.590000000000 0.354513989127 1.600000000000 0.339829375940 1.610000000000 0.324760720756 1.620000000000 0.309250134751 1.630000000000 0.293169524502 1.640000000000 0.276288225067 1.650000000000 0.258485568230 1.660000000000 0.240563895684 1.670000000000 0.223611845666 1.680000000000 0.207662845650 1.690000000000 0.192419825348 1.700000000000 0.177693947641 1.710000000000 0.163461846305 1.720000000000 0.149564446385 1.730000000000 0.136055177886 1.740000000000 0.122942158842 1.750000000000 0.110224793386 1.760000000000 0.097917732964 1.780000000000 0.074573963312 1.800000000000 0.052948043688 1.820000000000 0.033152867043 1.840000000000 0.015184765382 1.850000000000 0.006890592688 1.860000000000 -0.000943054131 1.880000000000 -0.015230779990 1.920000000000 -0.038325241415 1.940000000000 -0.047114538368 1.950000000000 -0.050810525091 1.960000000000 -0.054030531189 1.980000000000 -0.058996795656 2.000000000000 -0.061931365151 2.010000000000 -0.062720445529 2.020000000000 -0.063019386109 2.030000000000 -0.063267448722 2.040000000000 -0.063439951870 2.050000000000 -0.063231358728 2.060000000000 -0.065143864800 2.080000000000 -0.068315756986 2.100000000000 -0.068807104084 2.150000000000 -0.068240445926 2.200000000000 -0.067099133960 2.250000000000 -0.064958268067 2.300000000000 -0.061839601246 2.350000000000 -0.057972567639 2.400000000000 -0.053619549128 2.500000000000 -0.044462320112 2.600000000000 -0.035723420540 2.800000000000 -0.021722515597 3.000000000000 -0.012481035901 3.100000000000 -0.009222402142 3.200000000000 -0.006555733024 3.300000000000 -0.004304161005 3.400000000000 0.002357054998 3.500000000000 0.000750599999 3.600000000000 -0.000480083001 3.700000000000 -0.001361000001 3.800000000000 -0.001961216001 3.900000000000 -0.002349495000 4.000000000000 -0.002581736000 4.200000000000 -0.002741155000 4.400000000000 -0.002676230000 4.600000000000 -0.002525506000 4.800000000000 -0.001126771000 5.000000000000 -0.001150140000 end ( dipole-x 9 8 ) ( name "" (<2.3|DMY|1.1>) ) ( spin 1 1 ) ( lambda 1 2 ) ( -i -2i ) ( type grid ) ( factor -1 (0, 1 or i) ) ( units angstroms debye ) ( values) ( 1.0 -0.279007206 ) ( 1.0040080160320641 -0.2968483585789632 ) ( 1.0080160320641283 -0.3145715390532143 ) ( 1.0120240480961924 -0.33205877531804107 ) ( 1.0160320641282565 -0.3491920952687315 ) ( 1.0200400801603207 -0.3658535268005733 ) ( 1.0240480961923848 -0.3819250978088546 ) ( 1.028056112224449 -0.39728883618886296 ) ( 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0.1640642402298754 ) ( 2.9839679358717435 0.1641221251662777 ) ( 2.9879759519038074 0.16417171240811712 ) ( 2.9919839679358713 0.16421303468791643 ) ( 2.9959919839679356 0.16424612473819877 ) ( 3.0 0.1642710152914869 ) ( end ) dipole-x 9 5 name "" (<2.2|DMY|3.4> §DIABATISED, HAS A FACTOR OF -1 TO MAKE IT DMX) spin 1 1 lambda 1 0 -i 0 type grid factor -1 (0, 1 or i) units angstroms debye values 1.1 0.804422176 1.11 0.684025552 1.12 0.563596896 1.13 0.448451458 1.14 0.342565262 1.15 0.248541106 1.16 0.167686433 1.17 0.100454722 1.18 0.047639725 1.19 0.01390522 1.2 -0.00530168 1.21 -0.035940169 1.22 -0.068652292 1.23 -0.098858484 1.24 -0.125509778 1.25 -0.148581761 1.26 -0.168374521 1.27 -0.185254752 1.28 -0.19965922 1.29 -0.211921398 1.3 -0.222358374 1.31 -0.2312361 1.32 -0.238793174 1.33 -0.245216704 1.34 -0.250666811 1.35 -0.255276618 1.36 -0.259160809 1.37 -0.262414652 1.38 -0.265118223 1.39 -0.26734197 1.4 -0.269143686 1.41 -0.270573954 1.42 -0.268514039 1.43 -0.269526111 1.44 -0.270274852 1.45 -0.2707875 1.46 -0.271087726 1.47 -0.271196157 1.48 -0.271130693 1.49 -0.270906807 1.5 -0.270537655 1.51 -0.270034331 1.52 -0.269405982 1.53 -0.268659896 1.54 -0.267801486 1.55 -0.266835162 1.56 -0.265763212 1.57 -0.264586439 1.58 -0.263304405 1.59 -0.261924503 1.6 -0.260422557 1.61 -0.258807555 1.62 -0.257069699 1.64 -0.25319356 1.65 -0.251083514 1.66 -0.248960199 1.68 -0.244688577 1.69 -0.242462507 1.7 -0.240160568 1.71 -0.237784841 1.72 -0.235341347 1.74 -0.230272721 1.75 -0.227661319 1.76 -0.225005962 1.78 -0.219585974 1.8 -0.214065773 1.82 -0.208463593 1.84 -0.20282175 1.85 -0.199995744 1.86 -0.197171021 1.88 -0.191538387 1.9 -0.185948034 1.92 -0.180423343 1.94 -0.174979128 1.95 -0.172292261 1.96 -0.169630385 1.98 -0.164381837 2 -0.159225184 2.01 -0.156672055 2.02 -0.15416231 2.03 -0.151910413 2.04 -0.14931855 2.05 -0.146938464 2.06 -0.144947344 2.08 -0.1409844 2.1 -0.136820163 2.15 -0.126475329 2.2 -0.115744117 2.25 -0.104333482 2.3 -0.092754351 2.35 -0.081801833 2.4 -0.072030033 2.45 -0.063562744 2.5 -0.056288036 2.55 -0.049943288 2.6 -0.044288146 2.65 -0.039245139 2.7 -0.034823299 2.75 -0.031039227 2.8 -0.027775068 2.85 -0.024910027 2.9 -0.022334371 2.95 -0.019950625 3 -0.017698669 end dipole 12 4 name "" (<3.2|DMZ|1.2>, DIABATISED § ) spin 1 1 lambda 1 1 type grid factor 1 (0, 1 or i) units angstroms debye values 1.20 -0.026621272 1.21 -0.054143609 1.22 -0.070863574 1.23 -0.079946557 1.24 -0.082932123 1.25 -0.082997052 1.26 -0.080490191 1.27 -0.075986817 1.28 -0.070530314 1.29 -0.064474119 1.30 -0.057835785 1.31 -0.050843631 1.32 -0.043577892 1.33 -0.036085312 1.34 -0.028391855 1.35 -0.020509782 1.36 -0.012442939 1.37 -0.004118388 1.38 0.004461141 1.39 0.013263562 1.40 0.022349046 1.41 0.03163728 1.42 0.041187585 1.43 0.05103099 1.44 0.061172441 1.45 0.07162262 1.46 0.082397264 1.47 0.093511504 1.48 0.104979591 1.49 0.116814534 1.50 0.129028345 1.51 0.141631445 1.52 0.15463241 1.53 0.168038117 1.54 0.181853088 1.55 0.196079356 1.56 0.210716645 1.57 0.225759208 1.58 0.24117012 1.59 0.256996441 1.60 0.273190662 1.61 0.289729373 1.62 0.306581435 1.64 0.341078797 1.65 0.358626964 1.66 0.376298802 1.68 0.411745002 1.70 0.446689576 1.72 0.480777352 1.74 0.52645335 1.75 0.540763538 1.76 0.554537655 1.78 0.580393324 1.80 0.603972454 1.82 0.624966244 1.84 0.643417701 1.85 0.651687013 1.86 0.65932279 1.88 0.672723316 1.90 0.683698533 1.92 0.692350782 1.94 0.698795894 1.95 0.701224316 1.96 0.703136935 1.98 0.705423368 2.00 0.705566507 2.02 0.703241361 2.04 0.698350207 2.05 0.695286836 2.06 0.694311436 2.08 0.691444146 2.10 0.685311366 2.12 0.67756073 2.14 0.668709534 2.15 0.663909401 2.16 0.658862821 2.18 0.648032396 2.20 0.636225459 2.22 0.623434296 2.24 0.609787174 2.25 0.602652059 2.26 0.595324511 2.28 0.580213426 2.30 0.564412133 2.32 0.548118599 2.34 0.531452582 2.35 0.522756315 2.36 0.514168755 2.38 0.496849315 2.40 0.479748604 2.42 0.462791647 2.44 0.445928775 2.45 0.437576659 2.46 0.429304294 2.48 0.413009814 2.50 0.397098579 2.52 0.381618911 2.54 0.366606563 2.56 0.352086269 2.58 0.338080736 2.60 0.324582736 2.62 0.311601659 2.64 0.299134603 2.66 0.287175601 2.68 0.27573063 2.70 0.264756524 2.72 0.254254721 2.74 0.244211826 2.76 0.23461215 2.78 0.225439766 2.80 0.21667726 2.82 0.208308074 2.84 0.200315886 2.86 0.192946673 2.88 0.185591011 2.90 0.178539068 2.92 0.171780409 2.94 0.165304027 2.96 0.159098708 2.98 0.153153246 3.00 0.147456474 end (dipole 9 4 ) (name "" (<2.2|DMZ|1.2>, DIABATISED § )) (spin 1 1 ) (lambda 1 1) (type grid) (factor 1 (0, 1 or i)) (units angstroms debye) (values) (1.20 0.01096801 ) (1.21 0.005063935 ) (1.22 -0.000923282 ) (1.23 0.010342667) (1.24 0.006033068) (1.25 0.001644007) (1.26 -0.002744939) (1.27 -0.007085235) (1.28 -0.011371912) (1.29 -0.015612988) (1.30 -0.019742723) (1.31 -0.023845627) (1.32 -0.027856733) (1.33 -0.031755006) (1.34 -0.035517389) (1.35 -0.039119709) (1.36 -0.042518293) (1.37 -0.0457235) (1.38 -0.048678409) (1.39 -0.051390445) (1.40 -0.053822163) (1.41 -0.055954656) (1.42 -0.057770711) (1.43 -0.059256011) (1.44 -0.060398364) (1.45 -0.061188376) (1.46 -0.06161922) (1.47 -0.061705114) (1.48 -0.061408408) (1.49 -0.060756443) (1.50 -0.059735329) (1.51 -0.058360933) (1.52 -0.056642806) (1.53 -0.054593588) (1.54 -0.052229297) (1.55 -0.049568095) (1.56 -0.046632338) (1.57 -0.043447309) (1.58 -0.040041018) (1.59 -0.03644464) (1.60 -0.032691885) (1.61 -0.028818319) (1.62 -0.024861515) (1.64 -0.016851657) (1.65 -0.012875675) (1.66 -0.008968784) (1.68 -0.001500415) (1.70 0.00529852) (1.72 0.011256765) (1.74 0.016246614) (1.75 0.01835808) (1.76 0.020217515) (1.78 0.023149692) (1.80 0.025092078) (1.82 0.026131878) (1.84 0.026350359) (1.85 0.026204334) (1.86 0.025915638) (1.88 0.025027759) (1.90 0.023971469) (1.92 0.02313814) (1.94 0.023057991) (1.95 0.023508034) (1.96 0.024409901) (1.98 0.027898649) (2.00 0.033511015) (2.02 0.037386881) (2.04 0.030729445) (2.05 0.034996536) (2.06 0.038292412) (2.08 0.048063873) (2.10 0.059150135) (2.12 0.066603599) (2.14 0.070568203) (2.15 0.071588329) (2.16 0.072141343) (2.18 0.072258507) (2.20 0.071569737) (2.22 0.070495055) (2.24 0.069292496) (2.25 0.068692348) (2.26 0.068109207) (2.28 0.067021067) (2.30 0.06605678) (2.32 0.065216166) (2.34 0.064480592) (2.35 0.064143239) (2.36 0.063820804) (2.38 0.063203314) (2.40 0.062595476) (2.42 0.06196804) (2.44 0.061292639) (2.45 0.060927682) (2.46 0.06053943) (2.48 0.059677987) (2.50 0.058680864) (2.52 0.057510628) (2.54 0.056192621) (2.56 0.054712348) (2.58 0.053083722) (2.60 0.051329371) (2.62 0.049477135) (2.64 0.047556655) (2.66 0.045594896) (2.68 0.043619933) (2.70 0.041652548) (2.72 0.039669081) (2.74 0.03776824) (2.76 0.035917459) (2.78 0.034123881) (2.80 0.032386323) (2.82 0.030720002) (2.84 0.029118733) (2.86 0.027582394) (2.88 0.026075259) (2.90 0.024665708) (2.92 0.023318752) (2.94 0.022039208) (2.96 0.020818426) (2.98 0.019655293) (3.00 0.018548445) (end) ( dipole-x 4 8 ) ( name "" (<1.3|DMY|1.1> Curve somewhat smooth beyond R>2... but non important curve so cut where it is smoot ( spin 1 1 ) ( lambda 1 2 ) ( -i -2i ) ( type grid ) ( factor -1 (0, 1 or i) ) ( units angstroms ea0 ) ( values) ( 1 -0.084763372 ) ( 1.05 -0.040314082 ) ( 1.1 -0.029349294 ) ( 1.11 -0.028161066 ) ( 1.12 -0.027160334 ) ( 1.13 -0.02631696 ) ( 1.14 -0.025607054 ) ( 1.15 -0.025011544 ) ( 1.16 -0.024514516 ) ( 1.17 -0.024103115 ) ( 1.18 -0.023767341 ) ( 1.19 -0.02349813 ) ( 1.2 -0.023287722 ) ( 1.21 -0.023129314 ) ( 1.22 -0.023016656 ) ( 1.23 -0.02294208 ) ( 1.24 -0.022832439 ) ( 1.25 -0.022803519 ) ( 1.26 -0.022802688 ) ( 1.27 -0.022826968 ) ( 1.28 -0.022873545 ) ( 1.29 -0.022939849 ) ( 1.3 -0.023023464 ) ( 1.31 -0.023122092 ) ( 1.32 -0.023233464 ) ( 1.33 -0.023355529 ) ( 1.34 -0.023486112 ) ( 1.35 -0.023623089 ) ( 1.36 -0.023764342 ) ( 1.37 -0.023598758 ) ( 1.38 -0.023733365 ) ( 1.39 -0.023866496 ) ( 1.4 -0.023995938 ) ( 1.41 -0.024119426 ) ( 1.42 -0.0242347 ) ( 1.43 -0.024339455 ) ( 1.44 -0.02443139 ) ( 1.45 -0.024508173 ) ( 1.46 -0.02456752 ) ( 1.47 -0.024607168 ) ( 1.48 -0.024624961 ) ( 1.49 -0.02461886 ) ( 1.5 -0.024587001 ) ( 1.51 -0.024527139 ) ( 1.52 -0.024439243 ) ( 1.53 -0.02432161 ) ( 1.54 -0.024173674 ) ( 1.55 -0.023995323 ) ( 1.56 -0.023786973 ) ( 1.57 -0.023549585 ) ( 1.58 -0.023284706 ) ( 1.59 -0.022994474 ) ( 1.6 -0.022681514 ) ( 1.61 -0.02234922 ) ( 1.62 -0.022000713 ) ( 1.64 -0.021278569 ) ( 1.65 -0.020905571 ) ( 1.66 -0.020533952 ) ( 1.68 -0.019801416 ) ( 1.69 -0.019448261 ) ( 1.7 -0.019107236 ) ( 1.71 -0.018780055 ) ( 1.72 -0.018468063 ) ( 1.74 -0.017893091 ) ( 1.75 -0.017631037 ) ( 1.76 -0.017386061 ) ( 1.78 -0.016946511 ) ( 1.8 -0.016572012 ) ( 1.82 -0.016262144 ) ( 1.84 -0.016006703 ) ( 1.85 -0.015898267 ) ( 1.86 -0.01580452 ) ( 1.88 -0.015656089 ) ( 1.9 -0.015559401 ) ( 1.92 -0.015515947 ) ( 1.94 -0.015531274 ) ( 1.95 -0.015564883 ) ( 1.96 -0.015619748 ) ( 1.98 -0.015816048 ) ( 2 -0.016195925 ) ( 2.05 -0.015792326 ) ( 2.1 -0.014474591 ) ( 2.15 -0.013854767 ) ( 2.2 -0.013321584 ) ( 2.25 -0.012701236 ) ( 2.3 -0.011922003 ) ( 2.35 -0.010964216 ) ( 2.4 -0.009866136 ) ( 2.5 -0.007495656 ) ( 2.6 -0.005313189 ) ( 2.8 -0.002293456 ) ( 3 -0.000603025 ) ( end ) dipole-x 4 7 name "" (<1.3|DMY|2.1> HERE discontinuity R>2, maybe cut it off SWAP) spin 1 1 lambda 1 0 -i 0 type grid factor 1 (0, 1 or i) units angstroms ea0 values 1 -0.027303985157 1.05 -0.016263259412 1.1 -0.012357345 1.11 -0.011831768 1.12 -0.01134607 1.13 -0.010891312 1.14 -0.010460247 1.15 -0.010046775 1.16 -0.009645797 1.17 -0.009253183 1.18 -0.008865152 1.19 -0.008478689 1.2 -0.008091446 1.21 -0.00770171 1.22 -0.007308681 1.23 -0.006912226 1.24 -0.006640834 1.25 -0.006279145 1.26 -0.005913362 1.27 -0.00554293 1.28 -0.005167644 1.29 -0.004787596 1.3 -0.004403164 1.31 -0.004014981 1.32 -0.003623856 1.33 -0.003230919 1.34 -0.002837368 1.35 -0.002444616 1.36 -0.002054235 1.37 -0.00208722 1.38 -0.001746219 1.39 -0.001412298 1.4 -0.00108721 1.41 -0.000772854 1.42 -0.000471232 1.43 -0.000184467 1.44 8.53071E-05 1.45 0.000335841 1.46 0.000564893 1.47 0.000770218 1.48 0.000949651 1.49 0.00110112 1.5 0.001222712 1.51 0.001310959 1.52 0.001367907 1.53 0.001390714 1.54 0.001378683 1.55 0.00133155 1.56 0.001249528 1.57 0.00113336 1.58 0.000984318 1.59 0.000804213 1.6 0.000595345 1.61 0.000360474 1.62 0.00010276 1.64 -0.000466722 1.65 -0.000772078 1.66 -0.00109049 1.68 -0.001732692 1.69 -0.002054805 1.7 -0.002374483 1.71 -0.002689966 1.72 -0.002999827 1.74 -0.003598918 1.75 -0.003887121 1.76 -0.004167501 1.78 -0.004705122 1.8 -0.005213918 1.82 -0.005700995 1.84 -0.006160089 1.85 -0.006379113 1.86 -0.006595254 1.88 -0.007011943 1.9 -0.007406703 1.92 -0.007775024 1.94 -0.008106755 1.95 -0.008252827 1.96 -0.008380195 1.98 -0.008546956 2 -0.008494272 2.05 -0.008936094 2.1 -0.010422408 2.15 -0.011117907 2.2 -0.011417066 2.25 -0.011381065 2.3 -0.011030736 2.35 -0.010397739 2.4 -0.0095574 2.5 -0.007567981 2.6 -0.005647586 2.8 -0.002934174 3 -0.00142369 end dipole-x 9 8 name "" (<2.3|DMX|2.4> §DIABATISED) spin 1 1 lambda 1 2 -i -2i type grid factor 1 (0, 1 or i) units angstroms debye values 1.1 0.503234992 1.11 0.509324436 1.12 0.514693319 1.13 0.519388328 1.14 0.523321814 1.15 0.526510879 1.16 0.528948978 1.17 0.530675288 1.18 0.53180044 1.19 0.532471264 1.2 0.532727547 1.21 0.532754831 1.22 0.532653933 1.23 0.532391543 1.24 0.53195 1.25 0.531315191 1.26 0.530482041 1.27 0.529447108 1.28 0.528212052 1.29 0.526782389 1.3 0.525165113 1.31 0.523366616 1.32 0.521396658 1.33 0.519260865 1.34 0.516965486 1.35 0.514516269 1.36 0.511918441 1.37 0.509176871 1.38 0.506296324 1.39 0.503280624 1.4 0.500134521 1.41 0.496862203 1.42 0.493513172 1.43 0.490006796 1.44 0.486384962 1.45 0.482651119 1.46 0.478809305 1.47 0.474863589 1.48 0.470818255 1.49 0.466677564 1.5 0.462445925 1.51 0.458127839 1.52 0.453727914 1.53 0.449250914 1.54 0.444701549 1.55 0.440084768 1.56 0.435405515 1.57 0.430669027 1.58 0.425880684 1.59 0.421046268 1.6 0.416174538 1.61 0.411270032 1.62 0.406346441 1.64 0.396530108 1.65 0.391688386 1.66 0.386827348 1.68 0.376738682 1.69 0.371540932 1.7 0.366272773 1.71 0.360943554 1.72 0.355565122 1.74 0.34467061 1.75 0.339160184 1.76 0.333610563 1.78 0.322402189 1.8 0.311057191 1.82 0.299595535 1.84 0.288068292 1.85 0.282273704 1.86 0.276467326 1.88 0.264836658 1.9 0.253215601 1.92 0.241655333 1.94 0.23022131 1.95 0.224577108 1.96 0.218997785 1.98 0.208090347 2 0.197613158 2.01 0.192526119 2.02 0.187614654 2.03 0.183010281 2.04 0.177910412 2.05 0.173222746 2.06 0.168091967 2.08 0.157976811 2.1 0.148746091 2.15 0.127201992 2.2 0.107352893 2.25 0.089625984 2.3 0.074333298 2.35 0.061554209 2.4 0.051189455 2.45 0.042989489 2.5 0.036584252 2.55 0.031507552 2.6 0.027291635 2.65 0.023620584 2.7 0.020376361 2.75 0.017540594 2.8 0.015104633 2.85 0.013043377 2.9 0.011311815 2.95 0.009874638 3 0.008679842 end dipole-x 9 7 name "" (<2.2|DMY|2.1> §DIABATISED) spin 1 1 lambda 1 0 -i 0 type grid factor 1 (0, 1 or i) units angstroms debye values 1.05 0.476164391 1.1 0.508654716 1.11 0.513261489 1.12 0.51744829 1.13 0.521184492 1.14 0.524575947 1.15 0.52757849 1.16 0.530176336 1.17 0.532299602 1.18 0.533779799 1.19 0.534397051 1.2 0.534393883 1.21 0.534342117 1.22 0.534149191 1.23 0.533742331 1.24 0.53311321 1.25 0.532254773 1.26 0.531186106 1.27 0.52991936 1.28 0.528461099 1.29 0.52682176 1.3 0.525009368 1.31 0.523026899 1.32 0.520888857 1.33 0.518597104 1.34 0.516157019 1.35 0.513573626 1.36 0.510851638 1.37 0.507995674 1.38 0.505010106 1.39 0.501899348 1.4 0.498667257 1.41 0.495318439 1.42 0.491519024 1.43 0.487980139 1.44 0.484336872 1.45 0.480593661 1.46 0.476754123 1.47 0.472822216 1.48 0.468801956 1.49 0.464697691 1.5 0.460513601 1.51 0.456254184 1.52 0.451923995 1.53 0.447527738 1.54 0.443070273 1.55 0.438556596 1.56 0.433991892 1.57 0.429381539 1.58 0.424731126 1.59 0.420047286 1.6 0.41533731 1.61 0.410621014 1.62 0.405893038 1.64 0.396543452 1.65 0.391990264 1.66 0.387436747 1.68 0.37790335 1.69 0.37295751 1.7 0.367933107 1.71 0.362845703 1.72 0.357704097 1.74 0.347278155 1.75 0.342000249 1.76 0.336682618 1.78 0.325940772 1.8 0.315067403 1.82 0.304087041 1.84 0.293023694 1.85 0.287468893 1.86 0.281903072 1.88 0.270751935 1.9 0.259596443 1.92 0.248460035 1.94 0.237359306 1.95 0.231823317 1.96 0.22629428 1.98 0.215233123 2 0.204088454 2.01 0.198425319 2.02 0.19272679 2.03 0.187222048 2.04 0.181188516 2.05 0.175342965 2.06 0.169977291 2.08 0.159450842 2.1 0.148671852 2.15 0.122797631 2.2 0.099465739 2.25 0.079243329 2.3 0.060907543 2.35 0.044927084 2.4 0.031104101 2.45 0.019261386 2.5 0.009338177 2.55 0.001417186 2.6 -0.004352107 2.65 -0.007998155 2.7 -0.009884522 2.75 -0.010524212 2.8 -0.010393768 2.85 -0.00983477 2.9 -0.009057661 2.95 -0.008188959 3 -0.007298421 end INTENSITY absorption unbound THRESH_BOUND 0.05 thresh_bound_rmax 3.55 thresh_intes 1e-60 temperature 10000 linelist SO_intensity_Jmin-0_Jmax-200_B-X_dipscale_1p2_10000K_1em60_unbound J, 0, 200 freq-window 0, 83333.33333333 ( lambda >= 120 nm down to ionization) energy low -0.01, 4.37878000000000E+04, upper -0.01, 83333.33333333 END ( energy low 0., 4.37878000000000E+04, upper 4.00000000000E+04, 83333.33333333) ( thresh_line 1e-30) ( THRESH_DIPOLE 1e-15 (TRUNCATE THE FLATTENING OF SPECTRUM)) FITTING off JLIST 0 - 200 ( J values) itmax 0 (Number of its for the refining procedure, itmax = 0 means no refine, only one straight through calculation) fit_factor 1e6 ( weight which is applied to the exp. energies ) lock 1000 ( automatic assignment within lock cm-1 ) (linear-search 4 (MARQUARDT algorithm step divider, similar to refin)) fit_scale 0.05 (linear_search 10) output SO_intensity_Jmin-0_Jmax-200_B-X_dipscale_1p2_10000K_1em60_unbound (fit_scale 0.001, THRESH_OBS-CALC 100) THRESH_OBS-CALC 1000 robust 0.001 ( fit_scale if not zero robust is on and this value iss the target accuracy ) energies (J parity NN energy e-state v ilambda isigma omega weight) 0 e 1 0.000000000 1 0 0 0 0 1000000 0 e 2 1137.956025 1 1 0 0 0 5.0779 0 e 200 10478.34483 3 0 0 0 0 8 0 e 201 11532.60173 3 1 0 0 0 3.9668 0 e 202 12572.43697 3 2 0 0 0 3.9668 0 e 301 37939.8886 4 0 1 -1 0 0.1021 0 e 301 38359.65193 4 1 1 -1 0 52.6021 0 e 302 38769.53341 4 2 1 -1 0 52.6 0 e 303 39175.5183 4 3 1 -1 0 52.6021 0 e 304 39578.2936 4 4 1 -1 0 0.00001 0 e 305 39977.4516 4 5 1 -1 0 0.00001 0 e 306 40371.3428 4 6 1 -1 0 0.00001 0 e 307 40757.7757 4 7 1 -1 0 0.00001 0 e 308 41134.6528 4 8 1 -1 0 0.00001 0 e 309 41509.0818 4 9 1 -1 0 0.00001 0 e 310 41862.3313 4 10 1 -1 0 0.00001 0 e 311 42202.4269 4 11 1 -1 0 0.00001 0 e 312 42523.1649 4 12 1 -1 0 0.00001 0 e 313 42815.1031 4 13 1 -1 0 0.00001 0 f 301 37940.7744 4 0 1 -1 0 0.1 0 f 301 38360.83034 4 1 1 -1 0 52 0 f 302 38770.69002 4 2 1 -1 0 52 0 f 303 39176.68021 4 3 1 -1 0 52 0 f 304 39579.4576 4 4 1 -1 0 0.00001 0 f 305 39978.5452 4 5 1 -1 0 0.00001 0 f 306 40372.3418 4 6 1 -1 0 0.00001 0 f 307 40758.7126 4 7 1 -1 0 0.00001 0 f 308 41135.4692 4 8 1 -1 0 0.00001 0 f 309 41509.6578 4 9 1 -1 0 0.00001 0 f 310 41863.2263 4 10 1 -1 0 0.00001 0 f 311 42202.7996 4 11 1 -1 0 0.00001 0 f 312 42522.3254 4 12 1 -1 0 0.00001 0 f 313 42815.5859 4 13 1 -1 0 0.00001 1 e 1 1.000745988 1 0 0 0 0 1009.295 1 e 2 10.98711651 1 0 0 1 1 964.4 1 e 1 1138.955023 1 1 0 0 0 149.7982 1 e 1 1148.995741 1 1 0 1 1 154.9955 1 e 2 2264.204602 1 2 0 0 0 5.5231 1 e 2 2274.302153 1 2 0 1 1 5.097 1 e 3 3376.818599 1 3 0 0 0 0 1 e 3 3386.973373 1 3 0 1 1 0 1 e 200 10479.74375 3 0 0 0 0 18 1 e 201 11533.9879 3 1 0 0 0 9.9169 1 e 202 12573.81038 3 2 0 0 0 7.9335 1 e 301 38360.81306 4 1 1 -1 0 55.2041 1 e 301 38514.2678 4 1 1 0 1 55.2041 1 e 302 38770.66257 4 2 1 -1 0 55.2 1 e 302 38922.1405 4 2 1 0 1 55.2 1 e 303 39176.61902 4 3 1 -1 0 55.2041 1 e 303 39326.17271 4 3 1 0 1 5.2041 1 e 304 39579.3747 4 4 1 -1 0 0.00001 1 e 304 39726.8654 4 4 1 0 1 2 1 e 305 39978.5098 4 5 1 -1 0 0.00001 1 e 305 40124.084 4 5 1 0 1 2 1 e 306 40372.3792 4 6 1 -1 0 0.00001 1 e 306 40515.1407 4 6 1 0 1 2 1 e 307 40758.79 4 7 1 -1 0 0.00001 1 e 307 40900.8585 4 7 1 0 1 2 1 e 308 41135.6062 4 8 1 -1 0 0.00001 1 e 308 41277.6094 4 8 1 0 1 2 1 e 309 41510.038 4 9 1 -1 0 0.00001 1 e 309 41642.6367 4 9 1 0 1 2 1 e 310 41863.2579 4 10 1 -1 0 0.00001 1 e 310 41995.0954 4 10 1 0 1 2 1 e 311 42203.3308 4 11 1 -1 0 0.00001 1 e 311 42329.1244 4 11 1 0 1 2 1 e 312 42524.0401 4 12 1 -1 0 0.00001 1 e 312 42640.5341 4 12 1 0 1 2 1 e 313 42815.9034 4 13 1 -1 0 0.00001 1 e 313 42923.8735 4 13 1 0 1 2 1 f 1 10.55202496 1 0 0 1 1 842.8759 1 f 2 1148.570373 1 1 0 1 1 142.2909 1 f 3 2273.884503 1 2 0 1 1 5.5231 1 f 4 3386.566911 1 3 0 1 1 0 1 f 301 38361.991 4 1 1 -1 0 3.9031 1 f 301 38514.26827 4 1 1 0 1 3.9031 1 f 302 38771.81912 4 2 1 -1 0 3.9 1 f 302 38922.14056 4 2 1 0 1 3.9 1 f 303 39177.78087 4 3 1 -1 0 3.9031 1 f 303 39326.17277 4 3 1 0 1 3.9031 1 f 304 39580.5387 4 4 1 -1 0 0.00001 1 f 304 39726.8654 4 4 1 0 1 2 1 f 305 39979.6034 4 5 1 -1 0 0.00001 1 f 305 40124.084 4 5 1 0 1 2 1 f 306 40373.3782 4 6 1 -1 0 0.00001 1 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303 39504.42471 4 3 1 1 2 6.5052 6 f 0 39.26824434 1 0 0 1 1 995.7845 6 f 1 1177.057171 1 1 0 1 1 244.4521 6 f 2 2302.144538 1 2 0 1 1 7.3666 6 f 3 3414.596457 1 3 0 1 1 0 6 f 100 5898.292378 2 0 2 0 2 22 6 f 101 6999.457102 2 1 2 0 2 13.9398 6 f 102 8086.990537 2 2 2 0 2 5.9502 6 f 300 38121.16947 4 0 1 0 1 1.6478 6 f 301 38385.20047 4 1 1 -1 0 9.1072 6 f 301 38537.65678 4 1 1 0 1 7.8062 6 f 301 38697.66309 4 1 1 1 2 5.2041 6 f 302 38794.39109 4 2 1 -1 0 5.2 6 f 302 38944.86406 4 2 1 0 1 5.2 6 f 302 39102.8469 4 2 1 1 2 5.2 6 f 303 39199.78829 4 3 1 -1 0 5.2041 6 f 303 39348.32389 4 3 1 0 1 5.2041 6 f 303 39504.42471 4 3 1 1 2 5.2041 7 e 0 33.04986151 1 0 0 0 0 1128.685 7 e 0 56.46824785 1 0 0 1 1 1128.842 7 e 1 1170.785808 1 1 0 0 0 218.5701 7 e 1 1194.075748 1 1 0 1 1 219.12 7 e 2 2295.816965 1 2 0 0 0 9.2082 7 e 2 2318.980946 1 2 0 1 1 7.3666 7 e 3 3408.215996 1 3 0 0 0 0 7 e 3 3431.254446 1 3 0 1 1 0 7 e 100 5908.235628 2 0 2 0 2 22 7 e 101 7009.315719 2 1 2 0 2 15.9312 7 e 102 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e 303 39215.12636 4 3 1 -1 0 6.5052 8 e 303 39364.9275 4 3 1 0 1 6.5052 8 e 303 39521.12412 4 3 1 1 2 6.5052 8 f 0 60.80303308 1 0 0 1 1 956.3004 8 f 1 1198.419894 1 1 0 1 1 245.1175 8 f 2 2323.334059 1 2 0 1 1 9.2082 8 f 3 3435.617963 1 3 0 1 1 5.3975 8 f 100 5919.598809 2 0 2 0 2 24 8 f 101 7020.582169 2 1 2 0 2 13.9398 8 f 102 8107.933918 2 2 2 0 2 9.9169 8 f 103 9181.691026 2 3 2 0 2 5.9265 8 f 300 38139.36875 4 0 1 0 1 1.6478 8 f 301 38402.59555 4 1 1 -1 0 9.1072 8 f 301 38555.18675 4 1 1 0 1 7.8062 8 f 301 38715.30161 4 1 1 1 2 5.2041 8 f 302 38811.30772 4 2 1 -1 0 5.2 8 f 302 38961.89391 4 2 1 0 1 5.2 8 f 302 39119.97663 4 2 1 1 2 5.2 8 f 303 39216.28635 4 3 1 -1 0 5.2041 8 f 303 39364.92942 4 3 1 0 1 5.2041 8 f 303 39521.12412 4 3 1 1 2 5.2041 9 e 0 54.75175091 1 0 0 0 0 1097.568 9 e 0 83.57495588 1 0 0 1 1 1088.731 9 e 1 1192.319488 1 1 0 0 0 216.533 9 e 1 1220.960621 1 1 0 1 1 217.4025 9 e 2 2317.185113 1 2 0 0 0 11.0535 9 e 2 2345.645506 1 2 0 1 1 9.2082 9 e 3 3429.415723 1 3 0 0 0 5.3975 9 e 100 5932.381645 2 0 2 0 2 20 9 e 101 7033.256187 2 1 2 0 2 15.9312 9 e 103 9194.147536 2 3 2 0 2 3.951 9 e 200 10541.28693 3 0 0 0 0 30 9 e 201 11594.97021 3 1 0 0 0 19.8464 9 e 202 12634.23034 3 2 0 0 0 7.9335 9 e 203 13659.35415 3 3 0 0 0 0 9 e 204 14668.74926 3 4 0 0 0 0 9 e 300 38150.38307 4 0 1 0 1 1.6478 9 e 301 38411.87181 4 1 1 -1 0 10.4082 9 e 301 38565.68043 4 1 1 0 1 11.7093 9 e 301 38725.88079 4 1 1 1 2 6.5052 9 e 302 38820.29869 4 2 1 -1 0 6.51 9 e 302 38972.10427 4 2 1 0 1 6.51 9 e 302 39130.24921 4 2 1 1 2 6.51 9 e 303 39225.02259 4 3 1 -1 0 6.5052 9 e 303 39374.88713 4 3 1 0 1 6.5052 9 e 303 39531.14044 4 3 1 1 2 6.5052 9 f 0 73.72294991 1 0 0 1 1 947.8993 9 f 1 1211.236553 1 1 0 1 1 237.937 9 f 2 2336.048459 1 2 0 1 1 15.2902 9 f 100 5932.381658 2 0 2 0 2 22 9 f 101 7033.256197 2 1 2 0 2 15.9312 9 f 103 9194.147544 2 3 2 0 2 3.951 9 f 300 38150.33335 4 0 1 0 1 1.6478 9 f 301 38413.02946 4 1 1 -1 0 10.4082 9 f 301 38565.69777 4 1 1 0 1 7.8062 9 f 301 38725.88082 4 1 1 1 2 5.2041 9 f 302 38821.45282 4 2 1 -1 0 5.2 9 f 302 38972.10676 4 2 1 0 1 5.2 9 f 302 39130.24922 4 2 1 1 2 5.2 9 f 303 39226.18211 4 3 1 -1 0 5.2041 9 f 303 39374.88953 4 3 1 0 1 5.2041 9 f 303 39531.14045 4 3 1 1 2 5.2041 10 e 0 67.73143072 1 0 0 0 0 1056.2 10 e 0 99.3037489 1 0 0 1 1 880.814 10 e 1 1205.197389 1 1 0 0 0 209.2568 10 e 1 1236.561785 1 1 0 1 1 212.9308 10 e 2 2329.962339 1 2 0 0 0 12.7418 10 e 2 2361.120054 1 2 0 1 1 14.8669 10 e 100 5946.583922 2 0 2 0 2 22 10 e 101 7047.33755 2 1 2 0 2 15.9312 10 e 102 8134.459316 2 2 2 0 2 3.9668 10 e 103 9207.987753 2 3 2 0 2 0 10 e 200 10555.27137 3 0 0 0 0 28 10 e 201 11608.82749 3 1 0 0 0 21.8449 10 e 202 12647.96087 3 2 0 0 0 11.9003 10 e 203 13672.84745 3 3 0 0 0 0 10 e 204 14682.24367 3 4 0 0 0 0 10 e 300 38162.43058 4 0 1 0 1 2.4717 10 e 301 38423.46909 4 1 1 -1 0 10.4082 10 e 301 38577.35538 4 1 1 0 1 11.7093 10 e 301 38737.63201 4 1 1 1 2 6.5052 10 e 302 38831.56739 4 2 1 -1 0 6.51 10 e 302 38983.44703 4 2 1 0 1 6.51 10 e 302 39141.65872 4 2 1 1 2 6.51 10 e 303 39236.01568 4 3 1 -1 0 6.5052 10 e 303 39385.95055 4 3 1 0 1 6.5052 10 e 303 39542.26677 4 3 1 1 2 6.5052 10 f 0 88.07753044 1 0 0 1 1 865.7751 10 f 1 1225.476428 1 1 0 1 1 246.2354 10 f 2 2350.174947 1 2 0 1 1 11.0535 10 f 100 5946.583935 2 0 2 0 2 20 10 f 101 7047.33756 2 1 2 0 2 15.9312 10 f 102 8134.459326 2 2 2 0 2 3.9668 10 f 103 9207.987763 2 3 2 0 2 0 10 f 300 38162.35143 4 0 1 0 1 0 10 f 301 38424.62302 4 1 1 -1 0 10.4082 10 f 301 38577.37852 4 1 1 0 1 7.8062 10 f 301 38737.63204 4 1 1 1 2 5.2041 10 f 302 38832.72097 4 2 1 -1 0 5.2 10 f 302 38983.45005 4 2 1 0 1 5.2 10 f 302 39141.65872 4 2 1 1 2 5.2 10 f 303 39237.17467 4 3 1 -1 0 5.2041 10 f 303 39385.95347 4 3 1 0 1 5.2041 10 f 303 39542.26677 4 3 1 1 2 5.2041 11 e 0 82.13501975 1 0 0 0 0 936.4355 11 e 0 116.4774096 1 0 0 1 1 836.464 11 e 1 1219.487487 1 1 0 0 0 219.9737 11 e 1 1253.596574 1 1 0 1 1 224.0353 11 e 2 2344.136634 1 2 0 0 0 11.0535 11 e 2 2378.015624 1 2 0 1 1 12.8957 11 e 3 3489.798887 1 3 0 1 1 0 11 e 100 5962.205346 2 0 2 0 2 18 11 e 101 7062.825967 2 1 2 0 2 11.9484 11 e 102 8149.814789 2 2 2 0 2 5.9502 11 e 103 9223.210316 2 3 2 0 2 3.951 11 e 200 10570.65312 3 0 0 0 0 24 11 e 201 11624.06893 3 1 0 0 0 23.8308 11 e 202 12663.06188 3 2 0 0 0 5.9502 11 e 203 13687.80788 3 3 0 0 0 0 11 e 204 14697.06331 3 4 0 0 0 0 11 e 300 38175.74327 4 0 1 0 1 2.4717 11 e 301 38436.21932 4 1 1 -1 0 11.7093 11 e 301 38590.19294 4 1 1 0 1 11.7093 11 e 301 38750.55417 4 1 1 1 2 6.5052 11 e 302 38843.95801 4 2 1 -1 0 6.51 11 e 302 38995.91895 4 2 1 0 1 6.51 11 e 302 39154.20387 4 2 1 1 2 6.51 11 e 303 39248.10477 4 3 1 -1 0 6.5052 11 e 303 39398.11687 4 3 1 0 1 6.5052 11 e 303 39554.50217 4 3 1 1 2 6.5052 11 f 0 103.8665148 1 0 0 1 1 766.0156 11 f 1 1241.139248 1 1 0 1 1 229.0116 11 f 2 2365.712329 1 2 0 1 1 12.4147 11 f 100 5962.205359 2 0 2 0 2 16 11 f 101 7062.825977 2 1 2 0 2 11.9484 11 f 102 8149.814799 2 2 2 0 2 5.9502 11 f 103 9223.210326 2 3 2 0 2 3.951 11 f 300 38175.79621 4 0 1 0 1 1.6478 11 f 301 38437.36317 4 1 1 -1 0 10.4082 11 f 301 38590.21875 4 1 1 0 1 7.8062 11 f 301 38750.55423 4 1 1 1 2 5.2041 11 f 302 38845.111 4 2 1 -1 0 5.2 11 f 302 38995.92258 4 2 1 0 1 5.2 11 f 302 39154.20388 4 2 1 1 2 5.2 11 f 303 39249.26319 4 3 1 -1 0 5.2041 11 f 303 39398.12037 4 3 1 0 1 5.2041 11 f 303 39554.50218 4 3 1 1 2 5.2041 12 e 0 97.96461584 1 0 0 0 0 869.7046 12 e 0 135.0931927 1 0 0 1 1 830.908 12 e 1 1235.191966 1 1 0 0 0 207.7741 12 e 1 1272.062216 1 1 0 1 1 212.1507 12 e 2 2359.7186 1 2 0 0 0 14.8661 12 e 2 2396.330087 1 2 0 1 1 11.0625 12 e 100 5979.245609 2 0 2 0 2 18 12 e 101 7079.721129 2 1 2 0 2 9.957 12 e 102 8166.563974 2 2 2 0 2 0 12 e 200 10587.43216 3 0 0 0 0 20 12 e 201 11640.69404 3 1 0 0 0 17.8731 12 e 202 12679.53321 3 2 0 0 0 10.5462 12 e 203 13703.88957 3 3 0 0 0 0 12 e 204 14713.14318 3 4 0 0 0 0 12 e 300 38190.45455 4 0 1 0 1 1.6478 12 e 301 38450.12504 4 1 1 -1 0 13.0103 12 e 301 38604.19107 4 1 1 0 1 11.7093 12 e 301 38764.64609 4 1 1 1 2 6.5052 12 e 302 38857.46936 4 2 1 -1 0 6.51 12 e 302 39009.51879 4 2 1 0 1 6.51 12 e 302 39167.88339 4 2 1 1 2 6.51 12 e 303 39261.28894 4 3 1 -1 0 6.5052 12 e 303 39411.38511 4 3 1 0 1 6.5052 12 e 303 39567.84565 4 3 1 1 2 6.5052 12 f 0 121.089612 1 0 0 1 1 736.8358 12 f 1 1258.224716 1 1 0 1 1 242.8202 12 f 2 2382.659726 1 2 0 1 1 12.8957 12 f 3 3494.461861 1 3 0 1 1 0 12 f 100 5979.245622 2 0 2 0 2 18 12 f 101 7079.721139 2 1 2 0 2 9.957 12 f 102 8166.563984 2 2 2 0 2 0 12 f 300 38190.4939 4 0 1 0 1 1.6478 12 f 301 38451.26592 4 1 1 -1 0 10.4082 12 f 301 38604.22702 4 1 1 0 1 7.8062 12 f 301 38764.64615 4 1 1 1 2 5.2041 12 f 302 38858.62169 4 2 1 -1 0 5.2 12 f 302 39009.52306 4 2 1 0 1 5.2 12 f 302 39167.88339 4 2 1 1 2 5.2 12 f 303 39262.44671 4 3 1 -1 0 5.2041 12 f 303 39411.38923 4 3 1 0 1 5.2041 12 f 303 39567.84565 4 3 1 1 2 5.2041 13 e 0 115.2216927 1 0 0 0 0 837.224 13 e 0 155.149026 1 0 0 1 1 829.4622 13 e 1 1252.312313 1 1 0 0 0 208.5581 13 e 1 1291.956519 1 1 0 1 1 217.3251 13 e 2 2376.701095 1 2 0 0 0 9.2188 13 e 2 2416.063241 1 2 0 1 1 12.9063 13 e 3 3488.456091 1 3 0 0 0 0 13 e 100 5997.704375 2 0 2 0 2 20 13 e 101 7098.022698 2 1 2 0 2 9.957 13 e 102 8184.709699 2 2 2 0 2 5.9502 13 e 103 9257.801974 2 3 2 0 2 3.951 13 e 200 10605.60728 3 0 0 0 0 21.9952 13 e 201 11658.70405 3 1 0 0 0 19.8885 13 e 202 12697.37627 3 2 0 0 0 7.9186 13 e 203 13721.59516 3 3 0 0 0 0 13 e 204 14730.82358 3 4 0 0 0 0 13 e 300 38205.8689 4 0 1 0 1 1.6478 13 e 301 38465.18458 4 1 1 -1 0 13.0103 13 e 301 38619.35166 4 1 1 0 1 11.7093 13 e 301 38779.90645 4 1 1 1 2 6.5052 13 e 302 38872.10015 4 2 1 -1 0 6.51 13 e 302 39024.24525 4 2 1 0 1 6.51 13 e 302 39182.6959 4 2 1 1 2 6.51 13 e 303 39275.56712 4 3 1 -1 0 6.5052 13 e 303 39425.75419 4 3 1 0 1 6.5052 13 e 303 39582.29608 4 3 1 1 2 6.5052 13 f 0 139.7465007 1 0 0 1 1 732.1578 13 f 1 1276.732502 1 1 0 1 1 233.6112 13 f 2 2401.018561 1 2 0 1 1 17.5331 13 f 100 5997.704388 2 0 2 0 2 18 13 f 101 7098.022708 2 1 2 0 2 9.957 13 f 102 8184.709709 2 2 2 0 2 5.9502 13 f 103 9257.801984 2 3 2 0 2 3.951 13 f 300 38206.24536 4 0 1 0 1 1.6478 13 f 301 38466.31822 4 1 1 -1 0 10.4082 13 f 301 38619.39377 4 1 1 0 1 7.8062 13 f 301 38779.90654 4 1 1 1 2 5.2041 13 f 302 38873.25178 4 2 1 -1 0 5.2 13 f 302 39024.25023 4 2 1 0 1 5.2 13 f 302 39182.69591 4 2 1 1 2 5.2 13 f 303 39276.72423 4 3 1 -1 0 5.2041 13 f 303 39425.759 4 3 1 0 1 5.2041 13 f 303 39582.29609 4 3 1 1 2 5.2041 14 e 0 133.9072382 1 0 0 0 0 819.7205 14 e 0 176.643167 1 0 0 1 1 812.6616 14 e 1 1270.849538 1 1 0 0 0 212.1232 14 e 1 1313.277812 1 1 0 1 1 214.7379 14 e 2 2395.090491 1 2 0 0 0 14.9936 14 e 2 2437.212063 1 2 0 1 1 9.2188 14 e 100 6017.581278 2 0 2 0 2 22 14 e 101 7117.730308 2 1 2 0 2 13.9398 14 e 102 8204.248096 2 2 2 0 2 5.9502 14 e 103 9277.171199 2 3 2 0 2 3.951 14 e 200 10625.17895 3 0 0 0 0 23.9948 14 e 201 11678.09712 3 1 0 0 0 19.8885 14 e 202 12716.59249 3 2 0 0 0 9.8982 14 e 203 13740.60845 3 3 0 0 0 0 14 e 204 14749.50817 3 4 0 0 0 0 14 e 300 38222.99086 4 0 1 0 1 2.4717 14 e 301 38481.39377 4 1 1 -1 0 11.7093 14 e 301 38635.67286 4 1 1 0 1 11.7093 14 e 301 38796.33386 4 1 1 1 2 6.5052 14 e 302 38887.84914 4 2 1 -1 0 6.51 14 e 302 39040.09704 4 2 1 0 1 6.51 14 e 302 39198.64009 4 2 1 1 2 6.51 14 e 303 39290.93823 4 3 1 -1 0 6.5052 14 e 303 39441.22297 4 3 1 0 1 6.5052 14 e 303 39597.85228 4 3 1 1 2 6.5052 14 f 0 159.8368312 1 0 0 1 1 731.0874 14 f 1 1296.662224 1 1 0 1 1 246.5896 14 f 2 2420.788076 1 2 0 1 1 22.5426 14 f 100 6017.581291 2 0 2 0 2 20 14 f 101 7117.730318 2 1 2 0 2 13.9398 14 f 102 8204.248106 2 2 2 0 2 5.9502 14 f 103 9277.171209 2 3 2 0 2 3.951 14 f 300 38223.06724 4 0 1 0 1 0 14 f 301 38482.52338 4 1 1 -1 0 10.4082 14 f 301 38635.71992 4 1 1 0 1 7.8062 14 f 301 38796.33397 4 1 1 1 2 5.2041 14 f 302 38889.00002 4 2 1 -1 0 5.2 14 f 302 39040.10277 4 2 1 0 1 5.2 14 f 302 39198.64009 4 2 1 1 2 5.2 14 f 303 39292.0946 4 3 1 -1 0 5.2041 14 f 303 39441.2285 4 3 1 0 1 5.2041 14 f 303 39597.85229 4 3 1 1 2 5.2041 15 e 0 154.0218637 1 0 0 0 0 812.2176 15 e 0 199.5742907 1 0 0 1 1 821.6461 15 e 1 1290.804247 1 1 0 0 0 222.4706 15 e 1 1336.024684 1 1 0 1 1 219.9123 15 e 2 2414.885698 1 2 0 0 0 17.4926 15 e 2 2459.775353 1 2 0 1 1 14.9936 15 e 100 6038.875926 2 0 2 0 2 24 15 e 101 7138.843566 2 1 2 0 2 17.9226 15 e 102 8225.180049 2 2 2 0 2 3.9668 15 e 103 9297.924473 2 3 2 0 2 0 15 e 200 10646.14647 3 0 0 0 0 23.9948 15 e 201 11698.87328 3 1 0 0 0 21.8774 15 e 202 12737.17594 3 2 0 0 0 7.9186 15 e 203 13761.17653 3 3 0 0 0 0 15 e 204 14769.56049 3 4 0 0 0 0 15 e 300 38241.33456 4 0 1 0 1 1.6478 15 e 301 38498.75143 4 1 1 -1 0 9.1072 15 e 301 38653.14915 4 1 1 0 1 6.5052 15 e 301 38813.92679 4 1 1 1 2 6.5052 15 e 302 38904.71509 4 2 1 -1 0 6.51 15 e 302 39057.07288 4 2 1 0 1 6.51 15 e 302 39215.71461 4 2 1 1 2 6.51 15 e 303 39307.40105 4 3 1 -1 0 6.5052 15 e 303 39457.79018 4 3 1 0 1 6.5052 15 e 303 39614.51295 4 3 1 1 2 6.5052 15 f 0 181.3602067 1 0 0 1 1 730.3521 15 f 1 1318.013528 1 1 0 1 1 246.5896 15 f 2 2441.967695 1 2 0 1 1 15.0284 15 f 100 6038.875939 2 0 2 0 2 22 15 f 101 7138.843576 2 1 2 0 2 17.9226 15 f 102 8225.180059 2 2 2 0 2 3.9668 15 f 103 9297.924483 2 3 2 0 2 0 15 f 300 38241.17186 4 0 1 0 1 0 15 f 301 38499.8777 4 1 1 -1 0 10.4082 15 f 301 38653.2038 4 1 1 0 1 5.2041 15 f 301 38813.92694 4 1 1 1 2 5.2041 15 f 302 38905.86517 4 2 1 -1 0 5.2 15 f 302 39057.07941 4 2 1 0 1 5.2 15 f 302 39215.71462 4 2 1 1 2 5.2 15 f 303 39308.55665 4 3 1 -1 0 5.2041 15 f 303 39457.79649 4 3 1 0 1 5.2041 15 f 303 39614.51297 4 3 1 1 2 5.2041 16 e 0 175.5659598 1 0 0 0 0 827.9422 16 e 0 223.9411747 1 0 0 1 1 824.7942 16 e 1 1312.176864 1 1 0 0 0 225.0575 16 e 1 1360.195963 1 1 0 1 1 221.7855 16 e 2 2436.087284 1 2 0 0 0 14.9936 16 e 2 2483.751336 1 2 0 1 1 7.375 16 e 100 6061.587897 2 0 2 0 2 22 16 e 101 7161.362051 2 1 2 0 2 11.9484 16 e 102 8247.505135 2 2 2 0 2 5.9502 16 e 103 9320.056208 2 3 2 0 2 3.951 16 e 200 10668.50942 3 0 0 0 0 23.9948 16 e 201 11721.03209 3 1 0 0 0 17.8997 16 e 202 12759.1309 3 2 0 0 0 9.8982 16 e 203 13782.84013 3 3 0 0 0 0 16 e 204 14790.96139 3 4 0 0 0 0 16 e 300 38260.702 4 0 1 0 1 1.6478 16 e 301 38517.2637 4 1 1 -1 0 13.0094 16 e 301 38671.79021 4 1 1 0 1 10.4076 16 e 301 38832.68362 4 1 1 1 2 6.5047 16 e 302 38922.6968 4 2 1 -1 0 6.5 16 e 302 39075.17155 4 2 1 0 1 6.5 16 e 302 39233.9182 4 2 1 1 2 6.5 16 e 303 39324.9543 4 3 1 -1 0 6.5047 16 e 303 39475.4545 4 3 1 0 1 6.5047 16 e 303 39632.27672 4 3 1 1 2 6.5047 16 f 0 204.3162417 1 0 0 1 1 742.9444 16 f 1 1340.786007 1 1 0 1 1 254.3766 16 f 2 2464.557077 1 2 0 1 1 20.0379 16 f 100 6061.58791 2 0 2 0 2 22 16 f 101 7161.362061 2 1 2 0 2 11.9484 16 f 102 8247.505145 2 2 2 0 2 5.9502 16 f 103 9320.056218 2 3 2 0 2 3.951 16 f 300 38260.50596 4 0 1 0 1 0 16 f 301 38518.37872 4 1 1 -1 0 10.4076 16 f 301 38671.84675 4 1 1 0 1 6.5047 16 f 301 38832.6838 4 1 1 1 2 5.2038 16 f 302 38923.84602 4 2 1 -1 0 5.2 16 f 302 39075.17893 4 2 1 0 1 5.2 16 f 302 39233.91822 4 2 1 1 2 5.2 16 f 303 39326.10908 4 3 1 -1 0 5.2038 16 f 303 39475.46163 4 3 1 0 1 5.2038 16 f 303 39632.27674 4 3 1 1 2 5.2038 17 e 0 198.5397098 1 0 0 0 0 831.0903 17 e 0 249.7427697 1 0 0 1 1 818.498 17 e 1 1334.967586 1 1 0 0 0 219.8838 17 e 1 1385.790595 1 1 0 1 1 221.5198 17 e 2 2458.695458 1 2 0 0 0 19.9915 17 e 2 2509.140151 1 2 0 1 1 9.2188 17 e 3 3619.858736 1 3 0 1 1 0 17 e 100 6085.716726 2 0 2 0 2 20 17 e 101 7185.285312 2 1 2 0 2 9.957 17 e 102 8271.222903 2 2 2 0 2 0 17 e 103 9343.568535 2 3 2 0 2 3.951 17 e 200 10692.26716 3 0 0 0 0 19.987 17 e 201 11744.57329 3 1 0 0 0 17.9149 17 e 202 12782.45474 3 2 0 0 0 11.8754 17 e 203 13805.93809 3 3 0 0 0 0 17 e 204 14814.20864 3 4 0 0 0 0 17 e 300 38281.08676 4 0 1 0 1 2.4717 17 e 301 38536.91976 4 1 1 -1 0 11.7085 17 e 301 38691.57968 4 1 1 0 1 11.7085 17 e 301 38852.60261 4 1 1 1 2 6.5047 17 e 302 38941.79314 4 2 1 -1 0 6.5 17 e 302 39094.39188 4 2 1 0 1 6.5 17 e 302 39253.24967 4 2 1 1 2 6.5 17 e 303 39343.59662 4 3 1 -1 0 6.5047 17 e 303 39494.21449 4 3 1 0 1 6.5047 17 e 303 39651.14211 4 3 1 1 2 6.5047 17 f 0 228.7044907 1 0 0 1 1 736.6482 17 f 1 1364.979309 1 1 0 1 1 256.6507 17 f 2 2488.556153 1 2 0 1 1 7.3787 17 f 100 6085.716739 2 0 2 0 2 20 17 f 101 7185.285322 2 1 2 0 2 9.957 17 f 102 8271.222913 2 2 2 0 2 0 17 f 103 9343.568545 2 3 2 0 2 3.951 17 f 300 38281.15971 4 0 1 0 1 0 17 f 301 38538.02933 4 1 1 -1 0 10.4076 17 f 301 38691.64811 4 1 1 0 1 7.8057 17 f 301 38852.60285 4 1 1 1 2 5.2038 17 f 302 38942.94146 4 2 1 -1 0 5.2 17 f 302 39094.40017 4 2 1 0 1 5.2 17 f 302 39253.24969 4 2 1 1 2 5.2 17 f 303 39344.75052 4 3 1 -1 0 5.2038 17 f 303 39494.2225 4 3 1 0 1 5.2038 17 f 303 39651.14213 4 3 1 1 2 5.2038 18 e 0 222.9431408 1 0 0 0 0 831.0903 18 e 0 276.9781167 1 0 0 1 1 815.35 18 e 1 1359.176547 1 1 0 0 0 221.7705 18 e 1 1412.807615 1 1 0 1 1 227.2093 18 e 2 2482.708836 1 2 0 0 0 5.0963 18 e 2 2535.938636 1 2 0 1 1 11.068 18 e 100 6111.261969 2 0 2 0 2 20 18 e 101 7210.612871 2 1 2 0 2 9.957 18 e 102 8296.333562 2 2 2 0 2 0 18 e 103 9368.459626 2 3 2 0 2 0 18 e 200 10717.41966 3 0 0 0 0 17.9883 18 e 201 11769.49577 3 1 0 0 0 17.9035 18 e 202 12807.14535 3 2 0 0 0 9.8961 18 e 203 13830.4194 3 3 0 0 0 0 18 e 204 14838.14516 3 4 0 0 0 0 18 e 300 38302.64971 4 0 1 0 1 0 18 e 301 38557.72322 4 1 1 -1 0 9.1066 18 e 301 38712.52242 4 1 1 0 1 10.4076 18 e 301 38873.68193 4 1 1 1 2 6.5047 18 e 302 38962.00307 4 2 1 -1 0 6.5 18 e 302 39114.73283 4 2 1 0 1 6.5 18 e 302 39273.70792 4 2 1 1 2 6.5 18 e 303 39363.32653 4 3 1 -1 0 6.5047 18 e 303 39514.06864 4 3 1 0 1 6.5047 18 e 303 39671.10756 4 3 1 1 2 6.5047 18 f 0 254.5244907 1 0 0 1 1 720.9079 18 f 1 1390.592892 1 1 0 1 1 246.2829 18 f 2 2513.962596 1 2 0 1 1 9.2203 18 f 3 3624.702567 1 3 0 1 1 0 18 f 100 6111.261982 2 0 2 0 2 20 18 f 101 7210.612881 2 1 2 0 2 9.957 18 f 102 8296.333572 2 2 2 0 2 0 18 f 103 9368.459636 2 3 2 0 2 0 18 f 300 38302.94314 4 0 1 0 1 0 18 f 301 38558.82538 4 1 1 -1 0 10.4076 18 f 301 38712.59929 4 1 1 0 1 7.8057 18 f 301 38873.68222 4 1 1 1 2 5.2038 18 f 302 38963.15044 4 2 1 -1 0 5.2 18 f 302 39114.74206 4 2 1 0 1 5.2 18 f 302 39273.70794 4 2 1 1 2 5.2 18 f 303 39364.47951 4 3 1 -1 0 5.2038 18 f 303 39514.07755 4 3 1 0 1 5.2038 18 f 303 39671.10758 4 3 1 1 2 5.2038 19 e 0 248.7761668 1 0 0 0 0 831.0903 19 e 0 305.6463257 1 0 0 1 1 815.35 19 e 1 1384.803553 1 1 0 0 0 210.9713 19 e 1 1441.24591 1 1 0 1 1 216.9001 19 e 2 2508.130282 1 2 0 0 0 6.795 19 e 2 2564.147725 1 2 0 1 1 14.7573 19 e 3 3618.829735 1 3 0 0 0 0 19 e 3 3674.421209 1 3 0 1 1 0 19 e 100 6138.223106 2 0 2 0 2 20 19 e 101 7237.344222 2 1 2 0 2 11.9484 19 e 102 8322.83523 2 2 2 0 2 5.9502 19 e 103 9394.731669 2 3 2 0 2 3.951 19 e 200 10743.96594 3 0 0 0 0 17.9883 19 e 201 11795.79947 3 1 0 0 0 15.9244 19 e 202 12833.20798 3 2 0 0 0 10.5492 19 e 203 13856.27132 3 3 0 0 0 0 19 e 204 14863.51944 3 4 0 0 0 0 19 e 300 38325.65314 4 0 1 0 1 0 19 e 301 38579.67103 4 1 1 -1 0 9.1066 19 e 301 38734.61879 4 1 1 0 1 11.7085 19 e 301 38895.91962 4 1 1 1 2 6.5047 19 e 302 38983.3257 4 2 1 -1 0 6.5 19 e 302 39136.19348 4 2 1 0 1 6.5 19 e 302 39295.292 4 2 1 1 2 6.5 19 e 303 39384.14248 4 3 1 -1 0 6.5047 19 e 303 39535.01532 4 3 1 0 1 6.5047 19 e 303 39692.17139 4 3 1 1 2 6.5047 19 f 0 281.7757537 1 0 0 1 1 717.7598 19 f 1 1417.626244 1 1 0 1 1 251.2667 19 f 2 2540.777867 1 2 0 1 1 9.2233 19 f 100 6138.223119 2 0 2 0 2 18 19 f 101 7237.344232 2 1 2 0 2 11.9484 19 f 102 8322.83524 2 2 2 0 2 5.9502 19 f 103 9394.731679 2 3 2 0 2 3.951 19 f 300 38325.86617 4 0 1 0 1 0 19 f 301 38580.76398 4 1 1 -1 0 10.4076 19 f 301 38734.70215 4 1 1 0 1 7.8057 19 f 301 38895.91997 4 1 1 1 2 5.2038 19 f 302 38984.47206 4 2 1 -1 0 5.2 19 f 302 39136.20371 4 2 1 0 1 5.2 19 f 302 39295.29203 4 2 1 1 2 5.2 19 f 303 39385.2945 4 3 1 -1 0 5.2038 19 f 303 39535.0252 4 3 1 0 1 5.2038 19 f 303 39692.17141 4 3 1 1 2 5.2038 20 e 0 276.0386048 1 0 0 0 0 821.6461 20 e 0 335.7465486 1 0 0 1 1 812.2019 20 e 1 1411.848427 1 1 0 0 0 219.1901 20 e 1 1471.10482 1 1 0 1 1 216.9001 20 e 2 2534.960135 1 2 0 0 0 11.068 20 e 2 2593.765909 1 2 0 1 1 12.9127 20 e 100 6166.5996 2 0 2 0 2 24 20 e 101 7265.47883 2 1 2 0 2 13.9398 20 e 102 8350.728059 2 2 2 0 2 5.9502 20 e 103 9422.382776 2 3 2 0 2 3.951 20 e 200 10771.90559 3 0 0 0 0 21.9857 20 e 201 11823.4839 3 1 0 0 0 17.9149 20 e 202 12860.63697 3 2 0 0 0 8.791 20 e 203 13883.44459 3 3 0 0 0 0 20 e 204 14890.43662 3 4 0 0 0 0 20 e 300 38349.87617 4 0 1 0 1 0 20 e 301 38602.75829 4 1 1 -1 0 9.1066 20 e 301 38757.86209 4 1 1 0 1 11.7085 20 e 301 38919.31362 4 1 1 1 2 6.5047 20 e 302 39005.76029 4 2 1 -1 0 6.5 20 e 302 39158.7731 4 2 1 0 1 6.5 20 e 302 39318.00116 4 2 1 1 2 6.5 20 e 303 39406.04286 4 3 1 -1 0 6.5047 20 e 303 39557.05286 4 3 1 0 1 6.5047 20 e 303 39714.33188 4 3 1 1 2 6.5047 20 f 0 310.4577627 1 0 0 1 1 724.0559 20 f 1 1446.07875 1 1 0 1 1 247.5562 20 f 2 2569.003077 1 2 0 1 1 12.9127 20 f 3 3679.299442 1 3 0 1 1 3.6809 20 f 100 6166.599613 2 0 2 0 2 22 20 f 101 7265.47884 2 1 2 0 2 13.9398 20 f 102 8350.728069 2 2 2 0 2 5.9502 20 f 103 9422.382786 2 3 2 0 2 3.951 20 f 300 38350.1586 4 0 1 0 1 0 20 f 301 38603.84297 4 1 1 -1 0 7.8057 20 f 301 38757.95503 4 1 1 0 1 7.8057 20 f 301 38919.31405 4 1 1 1 2 5.2038 20 f 302 39006.90561 4 2 1 -1 0 5.2 20 f 302 39158.78437 4 2 1 0 1 5.2 20 f 302 39318.00119 4 2 1 1 2 5.2 20 f 303 39407.19386 4 3 1 -1 0 5.2038 20 f 303 39557.06375 4 3 1 0 1 5.2038 20 f 303 39714.3319 4 3 1 1 2 5.2038 21 e 0 304.7301878 1 0 0 0 0 818.498 21 e 0 367.2779656 1 0 0 1 1 802.7577 21 e 1 1440.31085 1 1 0 0 0 226.4876 21 e 1 1502.383455 1 1 0 1 1 220.2757 21 e 2 2563.193412 1 2 0 0 0 9.2233 21 e 2 2624.791454 1 2 0 1 1 9.2233 21 e 3 3673.447354 1 3 0 0 0 3.6809 21 e 100 6196.390892 2 0 2 0 2 20 21 e 101 7295.016133 2 1 2 0 2 9.957 21 e 102 8380.011483 2 2 2 0 2 3.9668 21 e 103 9451.412359 2 3 2 0 2 5.9265 21 e 200 10801.23803 3 0 0 0 0 19.987 21 e 201 11852.54835 3 1 0 0 0 19.9055 21 e 202 12889.43304 3 2 0 0 0 12.3074 21 e 203 13911.97228 3 3 0 0 0 0 21 e 204 14918.69538 3 4 0 0 0 0 21 e 300 38375.1786 4 0 1 0 1 0 21 e 301 38626.98776 4 1 1 -1 0 7.8057 21 e 301 38782.25147 4 1 1 0 1 11.7085 21 e 301 38943.86176 4 1 1 1 2 6.5047 21 e 302 39029.30629 4 2 1 -1 0 6.5 21 e 302 39182.47114 4 2 1 0 1 6.5 21 e 302 39341.83483 4 2 1 1 2 6.5 21 e 303 39429.02593 4 3 1 -1 0 6.5047 21 e 303 39580.17946 4 3 1 0 1 6.5047 21 e 303 39737.58716 4 3 1 1 2 6.5047 21 f 0 340.5699757 1 0 0 1 1 724.0559 21 f 1 1475.950037 1 1 0 1 1 237.0219 21 f 2 2598.634042 1 2 0 1 1 12.9127 21 f 3 3708.690668 1 3 0 1 1 0 21 f 100 6196.390904 2 0 2 0 2 22 21 f 101 7295.016143 2 1 2 0 2 9.957 21 f 102 8380.011493 2 2 2 0 2 3.9668 21 f 103 9451.412369 2 3 2 0 2 5.9265 21 f 300 38375.44019 4 0 1 0 1 0 21 f 301 38628.06014 4 1 1 -1 0 5.2038 21 f 301 38782.35574 4 1 1 0 1 7.8057 21 f 301 38943.86228 4 1 1 1 2 5.2038 21 f 302 39030.45051 4 2 1 -1 0 5.2 21 f 302 39182.4835 4 2 1 0 1 5.2 21 f 302 39341.83486 4 2 1 1 2 5.2 21 f 303 39430.17587 4 3 1 -1 0 5.2038 21 f 303 39580.1914 4 3 1 0 1 5.2038 21 f 303 39737.58719 4 3 1 1 2 5.2038 22 e 0 334.8505778 1 0 0 0 0 812.2019 22 e 0 400.2397726 1 0 0 1 1 805.9057 22 e 1 1470.190617 1 1 0 0 0 213.3197 22 e 1 1535.08102 1 1 0 1 1 219.1901 22 e 2 2592.833854 1 2 0 0 0 9.2233 22 e 2 2657.225857 1 2 0 1 1 5.0963 22 e 3 3702.847704 1 3 0 0 0 0 22 e 100 6227.596394 2 0 2 0 2 18 22 e 101 7325.95554 2 1 2 0 2 9.957 22 e 102 8410.684909 2 2 2 0 2 3.9668 22 e 103 9481.819872 2 3 2 0 2 0 22 e 200 10831.96264 3 0 0 0 0 21.9857 22 e 201 11882.99219 3 1 0 0 0 23.8866 22 e 202 12919.59587 3 2 0 0 0 12.3074 22 e 203 13941.85376 3 3 0 0 0 0 22 e 204 14948.29512 3 4 0 0 0 0 22 e 301 38652.35521 4 1 1 -1 0 7.8057 22 e 301 38807.7898 4 1 1 0 1 11.7085 22 e 301 38969.56178 4 1 1 1 2 6.5047 22 e 302 39053.96342 4 2 1 -1 0 6.5 22 e 302 39207.28732 4 2 1 0 1 6.5 22 e 302 39366.79273 4 2 1 1 2 6.5 22 e 303 39453.08989 4 3 1 -1 0 6.5047 22 e 303 39604.39325 4 3 1 0 1 6.5047 22 e 303 39761.93531 4 3 1 1 2 6.5047 22 f 0 372.1118217 1 0 0 1 1 717.7598 22 f 1 1507.239436 1 1 0 1 1 245.0619 22 f 2 2629.67071 1 2 0 1 1 9.2233 22 f 100 6227.596406 2 0 2 0 2 16 22 f 101 7325.95555 2 1 2 0 2 9.957 22 f 102 8410.684919 2 2 2 0 2 3.9668 22 f 103 9481.819882 2 3 2 0 2 0 22 f 300 38401.88058 4 0 1 0 1 0 22 f 301 38653.41779 4 1 1 -1 0 5.2038 22 f 301 38807.89877 4 1 1 0 1 7.8057 22 f 301 38969.5624 4 1 1 1 2 5.2038 22 f 302 39055.1065 4 2 1 -1 0 5.2 22 f 302 39207.30082 4 2 1 0 1 5.2 22 f 302 39366.79277 4 2 1 1 2 5.2 22 f 303 39454.23874 4 3 1 -1 0 5.2038 22 f 303 39604.40628 4 3 1 0 1 5.2038 22 f 303 39761.93535 4 3 1 1 2 5.2038 23 e 0 366.3993768 1 0 0 0 0 809.0538 23 e 0 434.6311727 1 0 0 1 1 815.35 23 e 1 1501.487278 1 1 0 0 0 212.394 23 e 1 1569.196783 1 1 0 1 1 221.8632 23 e 2 2623.878008 1 2 0 0 0 8.4938 23 e 2 2691.066995 1 2 0 1 1 9.2233 23 e 100 6260.215485 2 0 2 0 2 16 23 e 101 7358.296432 2 1 2 0 2 5.9742 23 e 103 9513.604009 2 3 2 0 2 0 23 e 200 10864.07968 3 0 0 0 0 17.9883 23 e 201 11914.81478 3 1 0 0 0 19.9055 23 e 202 12951.12488 3 2 0 0 0 8.791 23 e 203 13973.14816 3 3 0 0 0 0 23 e 204 14979.37382 3 4 0 0 0 0 23 e 301 38678.85782 4 1 1 -1 0 7.8057 23 e 301 38834.46769 4 1 1 0 1 10.4076 23 e 301 38996.41128 4 1 1 1 2 6.5047 23 e 302 39079.73162 4 2 1 -1 0 6.5 23 e 302 39233.22164 4 2 1 0 1 6.5 23 e 302 39392.87485 4 2 1 1 2 6.5 23 e 303 39478.23286 4 3 1 -1 0 6.5047 23 e 303 39629.69227 4 3 1 0 1 6.5047 23 e 303 39787.37431 4 3 1 1 2 6.5047 23 f 0 405.0827027 1 0 0 1 1 720.9079 23 f 1 1539.946407 1 1 0 1 1 248.5937 23 f 2 2662.113794 1 2 0 1 1 9.2233 23 f 100 6260.215497 2 0 2 0 2 20 23 f 101 7358.296442 2 1 2 0 2 5.9742 23 f 103 9513.604019 2 3 2 0 2 0 23 f 300 38429.76938 4 0 1 0 1 0 23 f 301 38679.91078 4 1 1 -1 0 5.2038 23 f 301 38834.59113 4 1 1 0 1 7.8057 23 f 301 38996.41202 4 1 1 1 2 5.2038 23 f 302 39080.87351 4 2 1 -1 0 5.2 23 f 302 39233.23632 4 2 1 0 1 5.2 23 f 302 39392.8749 4 2 1 1 2 5.2 23 f 303 39479.38056 4 3 1 -1 0 5.2038 23 f 303 39629.70643 4 3 1 0 1 5.2038 23 f 303 39787.37435 4 3 1 1 2 5.2038 24 e 0 399.3761318 1 0 0 0 0 812.2019 24 e 0 470.4513697 1 0 0 1 1 793.3135 24 e 1 1534.200454 1 1 0 0 0 227.2093 24 e 1 1604.729914 1 1 0 1 1 223.3651 24 e 2 2656.332237 1 2 0 0 0 7.3378 24 e 2 2726.31305 1 2 0 1 1 7.3787 24 e 100 6294.24752 2 0 2 0 2 20 24 e 101 7392.038162 2 1 2 0 2 7.9656 24 e 200 10897.58626 3 0 0 0 0 17.9883 24 e 201 11948.0154 3 1 0 0 0 13.9338 24 e 202 12984.02065 3 2 0 0 0 6.6013 24 e 203 14005.77381 3 3 0 0 0 0 24 e 204 15011.88075 3 4 0 0 0 0 24 e 301 38706.49466 4 1 1 -1 0 7.8057 24 e 301 38862.28691 4 1 1 0 1 10.4076 24 e 301 39024.40779 4 1 1 1 2 6.5047 24 e 302 39106.61119 4 2 1 -1 0 6.5 24 e 302 39260.27442 4 2 1 0 1 6.5 24 e 302 39420.08154 4 2 1 1 2 6.5 24 e 303 39504.45285 4 3 1 -1 0 6.5047 24 e 303 39656.07445 4 3 1 0 1 6.5047 24 e 303 39813.90204 4 3 1 1 2 6.5047 24 f 0 439.4819937 1 0 0 1 1 717.7598 24 f 1 1574.070348 1 1 0 1 1 253.9398 24 f 2 2695.963491 1 2 0 1 1 9.2233 24 f 100 6294.247533 2 0 2 0 2 18 24 f 101 7392.038172 2 1 2 0 2 7.9656 24 f 300 38458.58613 4 0 1 0 1 0 24 f 301 38707.53681 4 1 1 -1 0 5.2038 24 f 301 38862.41984 4 1 1 0 1 7.8057 24 f 301 39024.40866 4 1 1 1 2 5.2038 24 f 302 39107.75184 4 2 1 -1 0 5.2 24 f 302 39260.29034 4 2 1 0 1 5.2 24 f 302 39420.08159 4 2 1 1 2 5.2 24 f 303 39505.59937 4 3 1 -1 0 5.2038 24 f 303 39656.08979 4 3 1 0 1 5.2038 24 f 303 39813.90209 4 3 1 1 2 5.2038 25 e 0 433.7803389 1 0 0 0 0 812.2019 25 e 0 507.6995637 1 0 0 1 1 783.8693 25 e 1 1568.329536 1 1 0 0 0 232.5554 25 e 1 1641.679634 1 1 0 1 1 216.3648 25 e 2 2690.182876 1 2 0 0 0 6.795 25 e 2 2762.968785 1 2 0 1 1 5.0963 25 e 3 3871.627771 1 3 0 1 1 0 25 e 100 6329.691826 2 0 2 0 2 16 25 e 101 7427.180054 2 1 2 0 2 7.9656 25 e 200 10932.48341 3 0 0 0 0 19.987 25 e 201 11982.59422 3 1 0 0 0 11.9255 25 e 202 13018.2797 3 2 0 0 0 11.8237 25 e 203 14039.64541 3 3 0 0 0 0 25 e 204 15045.51224 3 4 0 0 0 0 25 e 301 38735.26 4 1 1 -1 0 6.5047 25 e 301 38891.24345 4 1 1 0 1 10.4076 25 e 301 39053.5487 4 1 1 1 2 6.5047 25 e 302 39134.60275 4 2 1 -1 0 6.5 25 e 302 39288.44636 4 2 1 0 1 6.5 25 e 302 39448.41352 4 2 1 1 2 6.5 25 e 303 39531.74779 4 3 1 -1 0 6.5047 25 e 303 39683.53766 4 3 1 0 1 6.5047 25 e 303 39841.51628 4 3 1 1 2 6.5047 25 f 0 475.3090437 1 0 0 1 1 714.6117 25 f 1 1609.610663 1 1 0 1 1 243.122 25 f 2 2731.220795 1 2 0 1 1 7.3726 25 f 100 6329.691839 2 0 2 0 2 18 25 f 101 7427.180064 2 1 2 0 2 7.9656 25 f 301 38736.29347 4 1 1 -1 0 5.2038 25 f 301 38891.38883 4 1 1 0 1 7.8057 25 f 301 39053.54971 4 1 1 1 2 5.2038 25 f 302 39135.74212 4 2 1 -1 0 5.2 25 f 302 39288.46355 4 2 1 0 1 5.2 25 f 302 39448.41358 4 2 1 1 2 5.2 25 f 303 39532.89309 4 3 1 -1 0 5.2038 25 f 303 39683.55422 4 3 1 0 1 5.2038 25 f 303 39841.51634 4 3 1 1 2 5.2038 26 e 0 469.6114519 1 0 0 0 0 799.6096 26 e 0 546.3749231 1 0 0 1 1 721.6676 26 e 1 1603.874106 1 1 0 0 0 211.7514 26 e 1 1680.045127 1 1 0 1 1 207.5229 26 e 2 2725.442692 1 2 0 0 0 7.3726 26 e 2 2801.022871 1 2 0 1 1 12.1022 26 e 100 6366.547701 2 0 2 0 2 12 26 e 101 7463.721405 2 1 2 0 2 7.9656 26 e 200 10968.76914 3 0 0 0 0 15.9896 26 e 201 12018.5484 3 1 0 0 0 13.9338 26 e 202 13053.90056 3 2 0 0 0 10.5492 26 e 203 14075.02246 3 3 0 0 0 0 26 e 204 15081.96755 3 4 0 0 0 0 26 e 301 38765.15593 4 1 1 -1 0 6.5047 26 e 301 38921.33666 4 1 1 0 1 9.1066 26 e 301 39083.83131 4 1 1 1 2 6.5047 26 e 302 39163.70733 4 2 1 -1 0 6.5 26 e 302 39317.73856 4 2 1 0 1 6.5 26 e 302 39477.87194 4 2 1 1 2 6.5 26 e 303 39560.11555 4 3 1 -1 0 6.5047 26 e 303 39712.07966 4 3 1 0 1 6.5047 26 e 303 39870.21475 4 3 1 1 2 6.5047 26 f 0 512.5631727 1 0 0 1 1 708.3156 26 f 1 1646.566574 1 1 0 1 1 246.1895 26 f 2 2767.877548 1 2 0 1 1 9.2233 26 f 3 3876.562892 1 3 0 1 1 0 26 f 100 6366.547714 2 0 2 0 2 16 26 f 101 7463.721415 2 1 2 0 2 7.9656 26 f 301 38766.17823 4 1 1 -1 0 5.2038 26 f 301 38921.49183 4 1 1 0 1 7.8057 26 f 301 39083.83245 4 1 1 1 2 5.2038 26 f 302 39164.84534 4 2 1 -1 0 5.2 26 f 302 39317.75704 4 2 1 0 1 5.2 26 f 302 39477.87198 4 2 1 1 2 5.2 26 f 303 39561.25956 4 3 1 -1 0 5.2038 26 f 303 39712.09745 4 3 1 0 1 5.2038 26 f 303 39870.21479 4 3 1 1 2 5.2038 27 e 0 506.8688809 1 0 0 0 0 796.4615 27 e 0 586.4766671 1 0 0 1 1 727.418 27 e 1 1640.833523 1 1 0 0 0 212.8514 27 e 1 1719.825379 1 1 0 1 1 214.2317 27 e 2 2762.104039 1 2 0 0 0 9.2082 27 e 2 2840.480464 1 2 0 1 1 5.0943 27 e 3 3870.749494 1 3 0 0 0 0 27 e 100 6404.814415 2 0 2 0 2 14 27 e 101 7501.661484 2 1 2 0 2 9.957 27 e 200 11006.44456 3 0 0 0 0 17.9883 27 e 201 12055.87995 3 1 0 0 0 15.9007 27 e 202 13090.887 3 2 0 0 0 7.8971 27 e 203 14111.61574 3 3 0 0 0 0 27 e 301 38796.17768 4 1 1 -1 0 6.5047 27 e 301 38952.55927 4 1 1 0 1 7.8057 27 e 301 39115.25275 4 1 1 1 2 6.5047 27 e 302 39193.92637 4 2 1 -1 0 6.5 27 e 302 39348.15255 4 2 1 0 1 6.5 27 e 302 39508.4584 4 2 1 1 2 6.5 27 e 303 39589.55383 4 3 1 -1 0 6.5047 27 e 303 39741.69809 4 3 1 0 1 6.5047 27 e 303 39899.99499 4 3 1 1 2 6.5047 27 f 0 551.2435491 1 0 0 1 1 641.1629 27 f 1 1684.937376 1 1 0 1 1 237.0012 27 f 2 2805.939592 1 2 0 1 1 14.7119 27 f 100 6404.814428 2 0 2 0 2 16 27 f 101 7501.661494 2 1 2 0 2 9.957 27 f 301 38797.18853 4 1 1 -1 0 5.2038 27 f 301 38952.72626 4 1 1 0 1 6.5047 27 f 301 39115.25413 4 1 1 1 2 5.2038 27 f 302 39195.06306 4 2 1 -1 0 5.2 27 f 302 39348.17246 4 2 1 0 1 5.2 27 f 302 39508.45851 4 2 1 1 2 5.2 27 f 303 39590.69658 4 3 1 -1 0 5.2038 27 f 303 39741.71723 4 3 1 0 1 5.2038 27 f 303 39899.99509 4 3 1 1 2 5.2038 28 e 0 545.551853 1 0 0 0 0 705.1175 28 e 0 628.0039321 1 0 0 1 1 718.7925 28 e 1 1679.207191 1 1 0 0 0 221.4121 28 e 1 1761.019691 1 1 0 1 1 210.1072 28 e 2 2800.169594 1 2 0 0 0 12.3084 28 e 2 2881.344357 1 2 0 1 1 5.5087 28 e 100 6444.491209 2 0 2 0 2 14 28 e 101 7540.99953 2 1 2 0 2 5.9742 28 e 200 11045.50802 3 0 0 0 0 9.9935 28 e 201 12094.58447 3 1 0 0 0 11.9078 28 e 202 13129.23188 3 2 0 0 0 8.7811 28 e 203 14149.56221 3 3 0 0 0 0 28 e 204 15154.51404 3 4 0 0 0 0 28 e 301 38828.32263 4 1 1 -1 0 6.5047 28 e 301 38984.91304 4 1 1 0 1 7.8057 28 e 301 39147.81022 4 1 1 1 2 6.5047 28 e 302 39225.26194 4 2 1 -1 0 6.5 28 e 302 39379.69052 4 2 1 0 1 6.5 28 e 302 39540.17517 4 2 1 1 2 6.5 28 e 303 39620.06041 4 3 1 -1 0 6.5047 28 e 303 39772.39063 4 3 1 0 1 6.5047 28 e 303 39930.85463 4 3 1 1 2 6.5047 28 f 0 591.3496901 1 0 0 1 1 644.038 28 f 1 1724.722208 1 1 0 1 1 238.38 28 f 2 2845.40082 1 2 0 1 1 5.0943 28 f 100 6444.491222 2 0 2 0 2 14 28 f 101 7540.99954 2 1 2 0 2 5.9742 28 f 301 38829.32156 4 1 1 -1 0 5.2034 28 f 301 38985.09228 4 1 1 0 1 6.5043 28 f 301 39147.81173 4 1 1 1 2 5.2034 28 f 302 39226.39713 4 2 1 -1 0 5.2 28 f 302 39379.71179 4 2 1 0 1 5.2 28 f 302 39540.17523 4 2 1 1 2 5.2 28 f 303 39621.20176 4 3 1 -1 0 5.2034 28 f 303 39772.41104 4 3 1 0 1 5.2034 28 f 303 39930.85467 4 3 1 1 2 5.2034 29 e 0 585.659986 1 0 0 0 0 713.6129 29 e 0 670.9558671 1 0 0 1 1 713.0421 29 e 1 1718.993946 1 1 0 0 0 206.5798 29 e 1 1803.627153 1 1 0 1 1 196.9141 29 e 2 2839.635204 1 2 0 0 0 6.7915 29 e 2 2923.605019 1 2 0 1 1 5.0943 29 e 100 6485.577297 2 0 2 0 2 12 29 e 101 7581.734756 2 1 2 0 2 7.9656 29 e 200 11085.9579 3 0 0 0 0 9.9805 29 e 201 12134.66378 3 1 0 0 0 11.923 29 e 202 13168.94136 3 2 0 0 0 4.9493 29 e 203 14188.74719 3 3 0 0 0 0 29 e 204 15193.52959 3 4 0 0 0 0 29 e 301 38861.58791 4 1 1 -1 0 6.5043 29 e 301 39018.39386 4 1 1 0 1 6.5043 29 e 301 39181.50061 4 1 1 1 2 6.5043 29 e 302 39257.71645 4 2 1 -1 0 6.5 29 e 302 39412.35506 4 2 1 0 1 6.5 29 e 302 39573.02494 4 2 1 1 2 6.5 29 e 303 39651.6328 4 3 1 -1 0 6.5043 29 e 303 39804.15472 4 3 1 0 1 6.5043 29 e 303 39962.79102 4 3 1 1 2 6.5043 29 f 0 632.8807091 1 0 0 1 1 644.038 29 f 1 1765.920379 1 1 0 1 1 239.2588 29 f 2 2886.269066 1 2 0 1 1 5.0943 29 f 100 6485.57731 2 0 2 0 2 14 29 f 101 7581.734766 2 1 2 0 2 7.9656 29 f 301 38862.57465 4 1 1 -1 0 5.2034 29 f 301 39018.58491 4 1 1 0 1 6.5043 29 f 301 39181.50236 4 1 1 1 2 5.2034 29 f 302 39258.8502 4 2 1 -1 0 5.2 29 f 302 39412.37781 4 2 1 0 1 5.2 29 f 302 39573.02503 4 2 1 1 2 5.2 29 f 303 39652.7728 4 3 1 -1 0 5.2034 29 f 303 39804.17652 4 3 1 0 1 5.2034 29 f 303 39962.7911 4 3 1 1 2 5.2034 30 e 0 627.192435 1 0 0 0 0 705.1175 30 e 0 715.3316011 1 0 0 1 1 707.2918 30 e 1 1760.193632 1 1 0 0 0 207.8238 30 e 1 1847.646935 1 1 0 1 1 203.7522 30 e 2 2880.502234 1 2 0 0 0 5.0937 30 e 2 2967.271443 1 2 0 1 1 3.3962 30 e 100 6528.071848 2 0 2 0 2 10 30 e 101 7623.866344 2 1 2 0 2 7.9656 30 e 200 11127.79462 3 0 0 0 0 11.9767 30 e 201 12176.11712 3 1 0 0 0 11.8482 30 e 202 13210.01234 3 2 0 0 0 5.2583 30 e 203 14229.46395 3 3 0 0 0 0 30 e 204 15233.8658 3 4 0 0 0 0 30 e 301 38895.97061 4 1 1 -1 0 6.5043 30 e 301 39052.99872 4 1 1 0 1 6.5043 30 e 301 39216.32082 4 1 1 1 2 6.5043 30 e 302 39291.29307 4 2 1 -1 0 6.5 30 e 302 39446.14947 4 2 1 0 1 6.5 30 e 302 39607.01114 4 2 1 1 2 6.5 30 e 303 39684.26856 4 3 1 -1 0 6.5043 30 e 303 39836.9878 4 3 1 0 1 6.5043 30 e 303 39995.80153 4 3 1 1 2 6.5043 30 f 0 675.8358191 1 0 0 1 1 641.1629 30 f 1 1808.531159 1 1 0 1 1 225.7294 30 f 2 2928.536391 1 2 0 1 1 9.1827 30 f 100 6528.071861 2 0 2 0 2 12 30 f 101 7623.866354 2 1 2 0 2 7.9656 30 f 301 38896.94482 4 1 1 -1 0 5.2034 30 f 301 39053.20262 4 1 1 0 1 6.5043 30 f 301 39216.32282 4 1 1 1 2 5.2034 30 f 302 39292.42529 4 2 1 -1 0 5.2 30 f 302 39446.17373 4 2 1 0 1 5.2 30 f 302 39607.01125 4 2 1 1 2 5.2 30 f 303 39685.40714 4 3 1 -1 0 5.2034 30 f 303 39837.01102 4 3 1 0 1 5.2034 30 f 303 39995.80163 4 3 1 1 2 5.2034 31 e 0 670.148463 1 0 0 0 0 705.1175 31 e 0 761.1302391 1 0 0 1 1 701.5414 31 e 1 1802.805464 1 1 0 0 0 204.4552 31 e 1 1893.078159 1 1 0 1 1 201.0098 31 e 2 2922.771432 1 2 0 0 0 5.0937 31 e 100 6571.974051 2 0 2 0 2 10 31 e 101 7667.393451 2 1 2 0 2 3.9828 31 e 200 11171.01655 3 0 0 0 0 11.9767 31 e 201 12218.94152 3 1 0 0 0 11.8237 31 e 202 13252.43523 3 2 0 0 0 3.5021 31 e 204 15275.61223 3 4 0 0 0 0 31 e 301 38931.46771 4 1 1 -1 0 0 31 e 301 39088.72413 4 1 1 0 1 0 31 e 301 39252.26761 4 1 1 1 2 0 31 e 302 39325.99551 4 2 1 -1 0 0.00001 31 e 302 39481.07767 4 2 1 0 1 0.00001 31 e 302 39642.13785 4 2 1 1 2 0.00001 31 e 303 39717.96508 4 3 1 -1 0 0 31 e 303 39870.88719 4 3 1 0 1 0 31 e 303 40029.8834 4 3 1 1 2 0 31 f 0 720.2142061 1 0 0 1 1 632.5374 31 f 1 1852.553743 1 1 0 1 1 232.1984 31 f 2 2972.199856 1 2 0 1 1 7.3367 31 f 3 4079.233447 1 3 0 1 1 0 31 f 100 6571.974064 2 0 2 0 2 12 31 f 101 7667.393461 2 1 2 0 2 3.9828 31 f 301 38932.42905 4 1 1 -1 0 0 31 f 301 39088.94031 4 1 1 0 1 0 31 f 301 39252.26986 4 1 1 1 2 0 31 f 302 39327.12616 4 2 1 -1 0 0.00001 31 f 302 39481.10349 4 2 1 0 1 0.00001 31 f 302 39642.13798 4 2 1 1 2 0.00001 31 f 303 39719.10221 4 3 1 -1 0 0 31 f 303 39870.91184 4 3 1 0 1 0 31 f 303 40029.88352 4 3 1 1 2 0 32 e 0 714.5273 1 0 0 0 0 702.2857 32 e 0 808.3508641 1 0 0 1 1 704.4166 32 e 1 1846.828647 1 1 0 0 0 203.869 32 e 1 1939.919925 1 1 0 1 1 198.4929 32 e 2 2966.439851 1 2 0 0 0 3.3958 32 e 3 4073.43085 1 3 0 0 0 0 32 e 100 6617.283019 2 0 2 0 2 8 32 e 101 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760.32813 1 0 0 0 0 696.6221 33 e 0 856.9925411 1 0 0 1 1 695.7911 33 e 1 1892.2624 1 1 0 0 0 201.0911 33 e 1 1988.171299 1 1 0 1 1 191.4685 33 e 2 3011.50815 1 2 0 0 0 3.3958 33 e 100 6663.997853 2 0 2 0 2 10 33 e 200 11261.61222 3 0 0 0 0 7.981 33 e 201 12308.70851 3 1 0 0 0 7.8857 33 e 202 13337.86099 3 2 0 0 0 0 33 e 301 39005.79248 4 1 1 -1 0 0 33 e 301 39163.5235 4 1 1 0 1 0 33 e 301 39327.52736 4 1 1 1 2 0 33 e 302 39398.79637 4 2 1 -1 0 0.00001 33 e 302 39554.3549 4 2 1 0 1 0.00001 33 e 302 39715.833 4 2 1 1 2 0.00001 33 e 303 39788.52961 4 3 1 -1 0 0 33 e 303 39941.87369 4 3 1 0 1 0 33 e 303 40101.24969 4 3 1 1 2 0 33 f 0 813.2374161 1 0 0 1 1 623.9119 33 f 1 1944.830988 1 1 0 1 1 221.599 33 f 100 6663.997866 2 0 2 0 2 8 33 f 301 39006.72711 4 1 1 -1 0 0 33 f 301 39163.76589 4 1 1 0 1 0 33 f 301 39327.53023 4 1 1 1 2 0 33 f 302 39399.92373 4 2 1 -1 0 0.00001 33 f 302 39554.38401 4 2 1 0 1 0.00001 33 f 302 39715.83318 4 2 1 1 2 0.00001 33 f 303 39789.66375 4 3 1 -1 0 0 33 f 303 39941.90133 4 3 1 0 1 0 33 f 303 40101.24985 4 3 1 1 2 0 34 e 0 807.550139 1 0 0 0 0 693.7903 34 e 0 907.0542294 1 0 0 1 1 649.8257 34 e 1 1939.105859 1 1 0 0 0 191.4607 34 e 1 2037.831306 1 1 0 1 1 191.6256 34 e 100 6712.117626 2 0 2 0 2 6 34 e 200 11308.98385 3 0 0 0 0 7.9844 34 e 201 12355.64611 3 1 0 0 0 7.8695 34 e 202 13389.9924 3 2 0 0 0 0 34 e 301 39044.61359 4 1 1 -1 0 0 34 e 301 39202.59068 4 1 1 0 1 0 34 e 301 39366.83332 4 1 1 1 2 0 34 e 302 39436.906 4 2 1 -1 0 0.00001 34 e 302 39592.71571 4 2 1 0 1 0.00001 34 e 302 39754.41366 4 2 1 1 2 0.00001 34 e 303 39825.39202 4 3 1 -1 0 0 34 e 303 39978.955 4 3 1 0 1 0 34 e 303 40138.52815 4 3 1 1 2 0 34 f 0 861.8804631 1 0 0 1 1 626.787 34 f 1 1993.083859 1 1 0 1 1 207.3812 34 f 100 6712.117639 2 0 2 0 2 8 34 f 301 39045.53438 4 1 1 -1 0 0 34 f 301 39202.84641 4 1 1 0 1 0 34 f 301 39366.83651 4 1 1 1 2 0 34 f 302 39438.03161 4 2 1 -1 0 0.00001 34 f 302 39592.74651 4 2 1 0 1 0.00001 34 f 302 39754.41385 4 2 1 1 2 0.00001 34 f 303 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39794.15961 4 2 1 1 2 0.00001 35 f 303 39864.43498 4 3 1 -1 0 0 35 f 303 40017.12175 4 3 1 0 1 0 35 f 303 40176.8662 4 3 1 1 2 0 36 e 0 906.25417 1 0 0 0 0 688.1267 36 e 0 1011.434098 1 0 0 1 1 652.522 36 e 1 2037.018298 1 1 0 0 0 189.3603 36 e 1 2141.373218 1 1 0 1 1 190.5787 36 e 100 6812.568137 2 0 2 0 2 6 36 e 200 11407.87182 3 0 0 0 0 7.9844 36 e 201 12453.62715 3 1 0 0 0 7.8471 36 e 202 13481.13347 3 2 0 0 0 0 36 e 301 39125.55612 4 1 1 -1 0 0 36 e 301 39284.04223 4 1 1 0 1 0 36 e 301 39448.77905 4 1 1 1 2 0 36 e 302 39516.57814 4 2 1 -1 0 0.00001 36 e 302 39672.91784 4 2 1 0 1 0.00001 36 e 302 39835.07871 4 2 1 1 2 0.00001 36 e 303 39902.26248 4 3 1 -1 0 0 36 e 303 40056.2786 4 3 1 0 1 0 36 e 303 40216.26007 4 3 1 1 2 0 36 f 0 963.4248281 1 0 0 1 1 629.6622 36 f 1 2093.81347 1 1 0 1 1 203.9354 36 f 100 6812.56815 2 0 2 0 2 4 36 f 301 39126.44836 4 1 1 -1 0 0 36 f 301 39284.32449 4 1 1 0 1 0 36 f 301 39448.78301 4 1 1 1 2 0 36 f 302 39517.70015 4 2 1 -1 0 0.00001 36 f 302 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41 f 301 39507.19968 4 1 1 0 1 0 41 f 301 39672.9134 4 1 1 1 2 0 41 f 302 39737.45097 4 2 1 -1 0 0.00001 41 f 302 39894.22975 4 2 1 0 1 0.00001 41 f 302 40057.65691 4 2 1 1 2 0.00001 41 f 303 40113.76214 4 3 1 -1 0 0 41 f 303 40267.91527 4 3 1 0 1 0 41 f 303 40428.95491 4 3 1 1 2 0 42 e 0 1236.378162 1 0 0 0 0 614.0743 42 e 0 1358.548767 1 0 0 1 1 617.5143 42 e 1 2364.491493 1 1 0 0 0 193.1507 42 e 1 2485.698875 1 1 0 1 1 189.3458 42 e 2 3479.927243 1 2 0 0 0 0 42 e 100 7147.533002 2 0 2 0 2 4 42 e 200 11737.60572 3 0 0 0 0 3.9651 42 e 201 12780.32632 3 1 0 0 0 2 42 e 301 39394.51899 4 1 1 -1 0 0 42 e 301 39554.65807 4 1 1 0 1 0 42 e 301 39721.00161 4 1 1 1 2 0 42 e 302 39783.91526 4 2 1 -1 0 0.00001 42 e 302 39942.09836 4 2 1 0 1 0.00001 42 e 302 40105.86162 4 2 1 1 2 0.00001 42 e 303 40157.81065 4 3 1 -1 0 0 42 e 303 40313.30103 4 3 1 0 1 0 42 e 303 40474.61329 4 3 1 1 2 0 42 f 0 1302.052143 1 0 0 1 1 545.6323 42 f 1 2429.721196 1 1 0 1 1 215.6037 42 f 100 7147.533015 2 0 2 0 2 4 42 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301 39443.89947 4 1 1 -1 0 0 43 f 301 39603.93465 4 1 1 0 1 0 43 f 301 39770.18298 4 1 1 1 2 0 43 f 302 39833.8414 4 2 1 -1 0 0.00001 43 f 302 39991.31624 4 2 1 0 1 0.00001 43 f 302 40155.33475 4 2 1 1 2 0.00001 43 f 303 40205.12036 4 3 1 -1 0 0 43 f 303 40359.79886 4 3 1 0 1 0 43 f 303 40521.30353 4 3 1 1 2 0 44 e 0 1357.72926 1 0 0 0 0 614.0743 44 e 0 1485.548845 1 0 0 1 1 612.4319 44 e 1 2484.86744 1 1 0 0 0 186.3272 44 e 1 2611.677705 1 1 0 1 1 179.2992 44 e 100 7270.362774 2 0 2 0 2 4 44 e 200 11858.50945 3 0 0 0 0 3.9651 44 e 201 12900.10941 3 1 0 0 0 2 44 e 301 39492.77851 4 1 1 -1 0 0 44 e 301 39653.50693 4 1 1 0 1 0 44 e 301 39820.42406 4 1 1 1 2 0 44 e 302 39882.81336 4 2 1 -1 0 0.00001 44 e 302 40041.71113 4 2 1 0 1 0.00001 44 e 302 40206.09371 4 2 1 1 2 0.00001 44 e 303 40251.21461 4 3 1 -1 0 0 44 e 303 40407.2317 4 3 1 0 1 0 44 e 303 40569.02023 4 3 1 1 2 0 44 f 0 1426.230703 1 0 0 1 1 545.6323 44 f 1 2552.901366 1 1 0 1 1 206.4621 44 f 100 7270.362787 2 0 2 0 2 4 44 f 301 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5 e 409 46647.95204 5 9 0 1 1 11.38726997 6 f 409 46650.34734 5 9 0 1 1 9.112739432 8 e 409 46653.40644 5 9 0 0 0 11.3982463 6 e 409 46654.23668 5 9 0 1 1 11.39092429 7 f 409 46656.68252 5 9 0 1 1 9.115664198 9 e 409 46660.67381 5 9 0 0 0 11.40249263 7 e 409 46661.44586 5 9 0 1 1 11.39458222 8 f 409 46663.92223 5 9 0 1 1 9.118560651 10 e 409 46668.8407 5 9 0 0 0 11.40671586 8 e 409 46669.57272 5 9 0 1 1 11.3982463 9 f 409 46672.06627 5 9 0 1 1 9.121941366 11 e 409 46677.90844 5 9 0 0 0 11.41100967 9 e 409 46678.61314 5 9 0 1 1 11.40249263 10 f 409 46681.11442 5 9 0 1 1 9.125372686 12 e 409 46687.87784 5 9 0 0 0 11.41432391 10 e 409 46688.56445 5 9 0 1 1 11.40671586 11 f 409 46691.06642 5 9 0 1 1 9.12801987 13 e 409 46698.74938 5 9 0 0 0 11.41863145 11 e 409 46699.4248 5 9 0 1 1 11.41100967 12 f 409 46701.92199 5 9 0 1 1 9.131458164 14 e 409 46710.52327 5 9 0 0 0 11.42193645 12 e 409 46711.19284 5 9 0 1 1 11.41432391 13 f 409 46713.68084 5 9 0 1 1 9.134098048 15 e 409 46723.1996 5 9 0 0 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409 46857.07559 5 9 0 0 0 11.45648217 21 e 409 46857.81276 5 9 0 1 1 11.44778277 22 f 409 46860.09622 5 9 0 1 1 9.161709501 24 e 409 46877.86301 5 9 0 0 0 11.46080628 22 e 409 46878.61476 5 9 0 1 1 11.45214112 23 f 409 46880.86586 5 9 0 1 1 9.165203713 25 e 409 46899.54955 5 9 0 0 0 11.46518886 23 e 409 46900.31667 5 9 0 1 1 11.45648217 24 f 409 46902.53387 5 9 0 1 1 9.168641036 26 e 409 46922.13462 5 9 0 0 0 11.46957843 24 e 409 46922.91781 5 9 0 1 1 11.46080628 25 f 409 46925.09961 5 9 0 1 1 9.172147975 27 e 409 46945.6176 5 9 0 0 0 11.47397738 25 e 409 46946.41756 5 9 0 1 1 11.46518886 26 f 409 46948.56247 5 9 0 1 1 9.172223437 28 e 409 46969.99785 5 9 0 0 0 11.47844415 26 e 409 46970.81518 5 9 0 1 1 11.46957843 27 f 409 46972.92179 5 9 0 1 1 9.175783169 29 e 409 46995.27476 5 9 0 0 0 11.48287415 27 e 409 46996.10997 5 9 0 1 1 11.47397738 28 f 409 46998.17685 5 9 0 1 1 9.179302401 30 e 409 47021.44761 5 9 0 0 0 11.48731461 28 e 409 47022.30117 5 9 0 1 1 11.47844415 29 f 409 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0 1 1 11.50514999 37 f 409 47265.65896 5 9 0 1 1 9.204119988 39 e 409 47297.1971 5 9 0 0 0 11.50061942 37 e 409 47298.23156 5 9 0 1 1 11.50061942 38 f 409 47299.8293 5 9 0 1 1 9.200495534 40 e 409 47332.28651 5 9 0 0 0 11.49610755 38 e 409 47333.34246 5 9 0 1 1 11.50514999 39 f 409 47334.88637 5 9 0 1 1 9.196886036 41 e 409 47368.2627 5 9 0 0 0 11.49160507 39 e 409 47369.34037 5 9 0 1 1 11.50061942 40 f 409 47370.82921 5 9 0 1 1 9.193284056 42 e 409 47405.12464 5 9 0 0 0 11.48853536 40 e 409 47406.22425 5 9 0 1 1 11.49610755 41 f 409 47407.65681 5 9 0 1 1 9.19082829 43 e 409 47442.87132 5 9 0 0 0 11.48548776 41 e 409 47443.99312 5 9 0 1 1 11.49160507 42 f 409 47445.36815 5 9 0 1 1 9.188390205 44 e 409 47481.50168 5 9 0 0 0 11.48100006 42 e 409 47482.64587 5 9 0 1 1 11.48853536 43 f 409 47483.96216 5 9 0 1 1 9.184800047 45 e 409 47521.01464 5 9 0 0 0 11.47652163 43 e 409 47522.18146 5 9 0 1 1 11.48548776 44 f 409 47523.43777 5 9 0 1 1 9.181217304 46 e 409 47561.40911 5 9 0 0 0 11.47272163 44 e 409 47562.59875 5 9 0 1 1 11.48100006 45 f 409 47563.79388 5 9 0 1 1 9.178177306 47 e 409 47602.68397 5 9 0 0 0 11.46893013 45 e 409 47603.89661 5 9 0 1 1 11.47652163 46 f 409 47605.02936 5 9 0 1 1 9.175144108 48 e 409 47644.83807 5 9 0 0 0 11.46514207 46 e 409 47646.0739 5 9 0 1 1 11.47272163 47 f 409 47647.14308 5 9 0 1 1 9.172113652 49 e 409 47687.87023 5 9 0 0 0 11.46139487 47 e 409 47689.12945 5 9 0 1 1 11.46893013 48 f 409 47690.13384 5 9 0 1 1 9.169115898 50 e 409 47731.77931 5 9 0 0 0 6.874157408 48 e 409 47733.06205 5 9 0 1 1 11.46514207 49 f 409 47734.00046 5 9 0 1 1 9.165543211 51 e 409 47776.56401 5 9 0 0 0 4.580988601 49 e 409 47777.87047 5 9 0 1 1 11.46139487 50 f 409 47778.74171 5 9 0 1 1 6.871482902 50 e 409 47823.55351 5 9 0 1 1 6.874157408 51 f 409 47824.3564 5 9 0 1 1 2.289533086 51 e 409 47870.10981 5 9 0 1 1 4.580988601 0 e 410 47163.12949 5 10 0 0 0 4.547637794 1 e 410 47163.75131 5 10 0 0 0 9.098171528 2 e 410 47165.04989 5 10 0 0 0 11.37633122 3 e 410 47167.10046 5 10 0 0 0 11.37997598 1 f 410 47169.09527 5 10 0 1 1 6.823628897 1 e 410 47169.37121 5 10 0 1 1 9.098171528 4 e 410 47169.96157 5 10 0 0 0 11.38362183 2 f 410 47170.88468 5 10 0 1 1 9.101070553 2 e 410 47171.65756 5 10 0 1 1 11.37633122 3 f 410 47173.56873 5 10 0 1 1 9.103974195 5 e 410 47173.66836 5 10 0 0 0 11.38726997 3 e 410 47174.98434 5 10 0 1 1 11.37997598 4 f 410 47177.14738 5 10 0 1 1 9.106893787 6 e 410 47178.24046 5 10 0 0 0 11.39092429 4 e 410 47179.29304 5 10 0 1 1 11.38362183 5 f 410 47181.62059 5 10 0 1 1 9.109815547 7 e 410 47183.68905 5 10 0 0 0 11.39458222 5 e 410 47184.5485 5 10 0 1 1 11.38726997 6 f 410 47186.98828 5 10 0 1 1 9.112739432 8 e 410 47190.02075 5 10 0 0 0 11.3982463 6 e 410 47190.73104 5 10 0 1 1 11.39092429 7 f 410 47193.25036 5 10 0 1 1 9.115664198 9 e 410 47197.23971 5 10 0 0 0 11.40249263 7 e 410 47197.82954 5 10 0 1 1 11.39458222 8 f 410 47200.40674 5 10 0 1 1 9.118560651 10 e 410 47205.34867 5 10 0 0 0 11.40671586 8 e 410 47205.83736 5 10 0 1 1 11.3982463 9 f 410 47208.4573 5 10 0 1 1 9.121941366 11 e 410 47214.34956 5 10 0 0 0 11.41100967 9 e 410 47214.75037 5 10 0 1 1 11.40249263 10 f 410 47217.40191 5 10 0 1 1 9.125372686 12 e 410 47224.24378 5 10 0 0 0 11.41432391 10 e 410 47224.56587 5 10 0 1 1 11.40671586 11 f 410 47227.24042 5 10 0 1 1 9.12801987 13 e 410 47235.03245 5 10 0 0 0 11.41863145 11 e 410 47235.28202 5 10 0 1 1 11.41100967 12 f 410 47237.97267 5 10 0 1 1 9.131458164 14 e 410 47246.71654 5 10 0 0 0 11.42193645 12 e 410 47246.89752 5 10 0 1 1 11.41432391 13 f 410 47249.59849 5 10 0 1 1 9.134098048 15 e 410 47259.2969 5 10 0 0 0 11.4242166 13 e 410 47259.41141 5 10 0 1 1 11.41863145 14 f 410 47262.1177 5 10 0 1 1 9.135898529 16 e 410 47272.77443 5 10 0 0 0 11.428563 14 e 410 47272.82297 5 10 0 1 1 11.42193645 15 f 410 47275.53011 5 10 0 1 1 9.139371543 15 e 410 47287.13165 5 10 0 1 1 11.4242166 17 e 410 47287.15005 5 10 0 0 0 11.43291804 16 f 410 47289.8355 5 10 0 1 1 9.142850061 16 e 410 47302.33705 5 10 0 1 1 11.428563 18 e 410 47302.42478 5 10 0 0 0 11.43486438 17 f 410 47305.03367 5 10 0 1 1 9.146286012 17 e 410 47318.43887 5 10 0 1 1 11.43291804 19 e 410 47318.59985 5 10 0 0 0 11.43916108 18 f 410 47321.12439 5 10 0 1 1 9.149777557 18 e 410 47335.43682 5 10 0 1 1 11.43486438 20 e 410 47335.67673 5 10 0 0 0 11.44348069 19 f 410 47338.10735 5 10 0 1 1 9.151326541 19 e 410 47353.33076 5 10 0 1 1 11.43916108 21 e 410 47353.65734 5 10 0 0 0 11.44778277 20 f 410 47355.98235 5 10 0 1 1 9.154781691 20 e 410 47372.12055 5 10 0 1 1 11.44348069 22 e 410 47372.54409 5 10 0 0 0 11.45214112 21 f 410 47374.74908 5 10 0 1 1 9.158222291 21 e 410 47391.80621 5 10 0 1 1 11.44778277 23 e 410 47392.34016 5 10 0 0 0 11.45648217 22 f 410 47394.40731 5 10 0 1 1 9.161709501 22 e 410 47412.38779 5 10 0 1 1 11.45214112 24 e 410 47413.04978 5 10 0 0 0 11.46080628 23 f 410 47414.95678 5 10 0 1 1 9.165203713 23 e 410 47433.86545 5 10 0 1 1 11.45648217 25 e 410 47434.67868 5 10 0 0 0 11.46518886 24 f 410 47436.39721 5 10 0 1 1 9.168641036 24 e 410 47456.23947 5 10 0 1 1 11.46080628 26 e 410 47457.23474 5 10 0 0 0 11.46957843 25 f 410 47458.72832 5 10 0 1 1 9.172147975 25 e 410 47479.51025 5 10 0 1 1 11.46518886 27 e 410 47480.72914 5 10 0 0 0 11.47397738 26 f 410 47481.94984 5 10 0 1 1 9.172223437 26 e 410 47503.67832 5 10 0 1 1 11.46957843 28 e 410 47505.17797 5 10 0 0 0 11.47844415 27 f 410 47506.06149 5 10 0 1 1 9.175783169 27 e 410 47528.74446 5 10 0 1 1 11.47397738 29 e 410 47530.60518 5 10 0 0 0 11.48287415 28 f 410 47531.06302 5 10 0 1 1 9.179302401 28 e 410 47554.70967 5 10 0 1 1 11.47844415 29 f 410 47556.95423 5 10 0 1 1 9.18284327 30 e 410 47557.04705 5 10 0 0 0 11.48731461 29 e 410 47581.57537 5 10 0 1 1 11.48287415 30 f 410 47583.73505 5 10 0 1 1 9.186370153 31 e 410 47584.56005 5 10 0 0 0 11.49176206 30 e 410 47609.3434 5 10 0 1 1 11.48731461 31 f 410 47611.40547 5 10 0 1 1 9.189904877 32 e 410 47613.2331 5 10 0 0 0 11.49621664 31 e 410 47638.01624 5 10 0 1 1 11.49176206 32 f 410 47639.96565 5 10 0 1 1 9.193447218 33 e 410 47643.20465 5 10 0 0 0 11.50067869 32 e 410 47667.59715 5 10 0 1 1 11.49621664 33 f 410 47669.41609 5 10 0 1 1 9.196973757 34 e 410 47674.6748 5 10 0 0 0 11.50514999 35 e 410 47682.68946 5 10 0 0 0 11.50067899 33 e 410 47698.0905 5 10 0 1 1 11.50067869 34 f 410 47699.75782 5 10 0 1 1 9.200543194 36 e 410 47717.00593 5 10 0 0 0 11.50514999 34 e 410 47729.50221 5 10 0 1 1 11.50514999 35 f 410 47730.99309 5 10 0 1 1 9.204119988 37 e 410 47751.35639 5 10 0 0 0 11.50061942 35 e 410 47761.84039 5 10 0 1 1 11.50067899 36 f 410 47763.12648 5 10 0 1 1 9.200543194 38 e 410 47785.9303 5 10 0 0 0 11.50514999 36 e 410 47795.11626 5 10 0 1 1 11.50514999 37 f 410 47796.16844 5 10 0 1 1 9.204119988 39 e 410 47820.93125 5 10 0 0 0 11.50061942 37 e 410 47829.34561 5 10 0 1 1 11.50061942 38 f 410 47830.14468 5 10 0 1 1 9.200495534 40 e 410 47856.51253 5 10 0 0 0 11.49610755 38 e 410 47864.55108 5 10 0 1 1 11.50514999 39 f 410 47865.1027 5 10 0 1 1 9.196886036 41 e 410 47892.77605 5 10 0 0 0 11.49160507 40 f 410 47899.62865 5 10 0 1 1 9.193284056 39 e 410 47900.76557 5 10 0 1 1 11.50061942 42 e 410 47929.78738 5 10 0 0 0 11.48853536 41 f 410 47936.28572 5 10 0 1 1 9.19082829 40 e 410 47938.03747 5 10 0 1 1 11.49610755 43 e 410 47967.58939 5 10 0 0 0 11.48548776 42 f 410 47973.83476 5 10 0 1 1 9.188390205 41 e 410 47976.43834 5 10 0 1 1 11.49160507 44 e 410 48006.21097 5 10 0 0 0 11.48100006 43 f 410 48012.2006 5 10 0 1 1 9.184800047 42 e 410 48016.0719 5 10 0 1 1 11.48853536 45 e 410 48045.67272 5 10 0 0 0 11.47652163 44 f 410 48051.41939 5 10 0 1 1 9.181217304 43 e 410 48057.07951 5 10 0 1 1 11.48548776 46 e 410 48085.99046 5 10 0 0 0 11.47272163 45 f 410 48091.50661 5 10 0 1 1 9.178177306 44 e 410 48099.62584 5 10 0 1 1 11.48100006 45 e 410 48115.17466 5 10 0 1 1 11.47652163 47 e 410 48127.17765 5 10 0 0 0 11.46893013 46 f 410 48132.46928 5 10 0 1 1 9.175144108 46 e 410 48159.44893 5 10 0 1 1 11.47272163 48 e 410 48169.24736 5 10 0 0 0 11.46514207 47 f 410 48174.31116 5 10 0 1 1 9.172113652 47 e 410 48203.99466 5 10 0 1 1 11.46893013 49 e 410 48212.21431 5 10 0 0 0 11.46139487 48 f 410 48217.03477 5 10 0 1 1 9.169115898 48 e 410 48248.93728 5 10 0 1 1 11.46514207 50 e 410 48256.09749 5 10 0 0 0 6.874157408 49 f 410 48260.64219 5 10 0 1 1 9.165543211 49 e 410 48294.40212 5 10 0 1 1 11.46139487 51 e 410 48300.9243 5 10 0 0 0 4.580988601 50 f 410 48305.13563 5 10 0 1 1 6.871482902 50 e 410 48340.48852 5 10 0 1 1 6.874157408 51 f 410 48350.5178 5 10 0 1 1 2.289533086 51 e 410 48387.26779 5 10 0 1 1 4.580988601 1 e 411 47692.9005 5 11 0 1 1 4.549085764 0 e 411 47693.72055 5 11 0 0 0 2.273818825 1 f 411 47693.74221 5 11 0 1 1 6.823628897 2 e 411 47693.82048 5 11 0 1 1 5.688165608 1 e 411 47695.46839 5 11 0 0 0 4.549085764 2 f 411 47695.51263 5 11 0 1 1 9.101070553 3 e 411 47695.64185 5 11 0 1 1 5.689987989 2 e 411 47698.13186 5 11 0 0 0 5.688165608 3 f 411 47698.16811 5 11 0 1 1 9.103974195 4 e 411 47698.36452 5 11 0 1 1 5.691810916 3 e 411 47701.68664 5 11 0 0 0 5.689987989 4 f 411 47701.70859 5 11 0 1 1 9.106893787 5 e 411 47701.98992 5 11 0 1 1 5.693634717 5 f 411 47706.13391 5 11 0 1 1 9.109815547 4 e 411 47706.13424 5 11 0 0 0 5.691810916 6 e 411 47706.52044 5 11 0 1 1 5.695462145 6 f 411 47711.44388 5 11 0 1 1 9.112739432 5 e 411 47711.47514 5 11 0 0 0 5.693634717 7 e 411 47711.9594 5 11 0 1 1 5.697291112 7 f 411 47717.63829 5 11 0 1 1 9.115664198 6 e 411 47717.70961 5 11 0 0 0 5.695462145 8 e 411 47718.31122 5 11 0 1 1 5.699123149 8 f 411 47724.71688 5 11 0 1 1 9.118560651 7 e 411 47724.83791 5 11 0 0 0 5.697291112 9 e 411 47725.58177 5 11 0 1 1 5.701246315 9 f 411 47732.67937 5 11 0 1 1 9.121941366 8 e 411 47732.86043 5 11 0 0 0 5.699123149 10 e 411 47733.7789 5 11 0 1 1 5.703357929 10 f 411 47741.52546 5 11 0 1 1 9.125372686 9 e 411 47741.77772 5 11 0 0 0 5.701246315 11 e 411 47742.91315 5 11 0 1 1 5.705504835 11 f 411 47751.2548 5 11 0 1 1 9.12801987 10 e 411 47751.59056 5 11 0 0 0 5.703357929 12 e 411 47752.99885 5 11 0 1 1 5.707161954 12 f 411 47761.86706 5 11 0 1 1 9.131458164 11 e 411 47762.29996 5 11 0 0 0 5.705504835 13 e 411 47764.05555 5 11 0 1 1 5.709315727 13 f 411 47773.36187 5 11 0 1 1 9.134098048 12 e 411 47773.90738 5 11 0 0 0 5.707161954 14 e 411 47776.10998 5 11 0 1 1 5.710968227 14 f 411 47785.73891 5 11 0 1 1 9.135898529 13 e 411 47786.41469 5 11 0 0 0 5.709315727 15 e 411 47789.19833 5 11 0 1 1 5.7121083 15 f 411 47798.99791 5 11 0 1 1 9.139371543 14 e 411 47799.82439 5 11 0 0 0 5.710968227 16 e 411 47803.36828 5 11 0 1 1 5.714281288 16 f 411 47813.13874 5 11 0 1 1 9.142850061 15 e 411 47814.13978 5 11 0 0 0 5.7121083 17 e 411 47818.67895 5 11 0 1 1 5.71645902 17 f 411 47828.1615 5 11 0 1 1 9.146286012 16 e 411 47829.36522 5 11 0 0 0 5.714281288 18 e 411 47835.19554 5 11 0 1 1 5.717432189 18 f 411 47844.06691 5 11 0 1 1 9.149777557 17 e 411 47845.5065 5 11 0 0 0 5.71645902 20 e 411 47848.58227 5 11 0 0 0 5.721740343 19 e 411 47852.97546 5 11 0 1 1 5.71958054 19 f 411 47860.85696 5 11 0 1 1 9.151326541 18 e 411 47862.57129 5 11 0 0 0 5.717432189 21 e 411 47867.72645 5 11 0 0 0 5.723891296 20 e 411 47872.04861 5 11 0 1 1 5.721740343 20 f 411 47878.53734 5 11 0 1 1 9.154781691 19 e 411 47880.56988 5 11 0 0 0 5.71958054 22 e 411 47887.45688 5 11 0 0 0 5.726070562 21 e 411 47892.40307 5 11 0 1 1 5.723891296 21 f 411 47897.12506 5 11 0 1 1 9.158222291 23 e 411 47907.8175 5 11 0 0 0 5.728241085 22 e 411 47913.98634 5 11 0 1 1 5.726070562 22 f 411 47916.66596 5 11 0 1 1 9.161709501 24 e 411 47928.85627 5 11 0 0 0 5.73040314 23 f 411 47936.31536 5 11 0 1 1 9.165203713 23 e 411 47936.71844 5 11 0 1 1 5.728241085 25 e 411 47950.61608 5 11 0 0 0 5.732594432 24 f 411 47957.60391 5 11 0 1 1 9.168641036 24 e 411 47960.50574 5 11 0 1 1 5.73040314 26 e 411 47973.13168 5 11 0 0 0 5.734789002 25 f 411 47979.69342 5 11 0 1 1 9.172147975 25 e 411 47985.24976 5 11 0 1 1 5.732594432 27 e 411 47996.42972 5 11 0 0 0 5.736988415 26 f 411 48002.62434 5 11 0 1 1 9.172223437 26 e 411 48010.85338 5 11 0 1 1 5.734789002 28 e 411 48020.53041 5 11 0 0 0 5.739222075 27 f 411 48026.41422 5 11 0 1 1 9.175783169 27 e 411 48037.22852 5 11 0 1 1 5.736988415 29 e 411 48045.44866 5 11 0 0 0 5.741437075 28 f 411 48051.06878 5 11 0 1 1 9.179302401 28 e 411 48064.30706 5 11 0 1 1 5.739222075 30 e 411 48071.1958 5 11 0 0 0 5.743657304 29 f 411 48076.58994 5 11 0 1 1 9.18284327 29 e 411 48092.04953 5 11 0 1 1 5.741437075 31 e 411 48097.78039 5 11 0 0 0 5.74588103 30 f 411 48102.97828 5 11 0 1 1 9.186370153 30 e 411 48120.44673 5 11 0 1 1 5.743657304 32 e 411 48125.2092 5 11 0 0 0 5.748108322 31 f 411 48130.23372 5 11 0 1 1 9.189904877 31 e 411 48149.51197 5 11 0 1 1 5.74588103 33 e 411 48153.48773 5 11 0 0 0 5.75033922 32 f 411 48158.3559 5 11 0 1 1 9.193447218 32 e 411 48179.27028 5 11 0 1 1 5.748108322 34 e 411 48182.62094 5 11 0 0 0 5.752574993 33 f 411 48187.3444 5 11 0 1 1 9.196973757 33 e 411 48209.74949 5 11 0 1 1 5.75033922 35 e 411 48212.61358 5 11 0 0 0 5.750339497 34 f 411 48217.19874 5 11 0 1 1 9.200543194 34 e 411 48240.97522 5 11 0 1 1 5.752574993 36 e 411 48243.47094 5 11 0 0 0 5.752574993 35 f 411 48247.91861 5 11 0 1 1 9.204119988 35 e 411 48272.96887 5 11 0 1 1 5.750339497 37 e 411 48275.19946 5 11 0 0 0 5.750309709 36 f 411 48279.5038 5 11 0 1 1 9.200543194 36 e 411 48305.74744 5 11 0 1 1 5.752574993 38 e 411 48307.80796 5 11 0 0 0 5.752574993 37 f 411 48311.95438 5 11 0 1 1 9.204119988 37 e 411 48339.32404 5 11 0 1 1 5.750309709 39 e 411 48341.30947 5 11 0 0 0 5.750309709 38 f 411 48345.27081 5 11 0 1 1 9.200495534 38 e 411 48373.70857 5 11 0 1 1 5.752574993 40 e 411 48375.72464 5 11 0 0 0 5.748050003 39 f 411 48379.45413 5 11 0 1 1 9.196886036 39 e 411 48408.90845 5 11 0 1 1 5.750309709 41 e 411 48411.08824 5 11 0 0 0 5.745802535 40 f 411 48414.50621 5 11 0 1 1 9.193284056 40 e 411 48444.92918 5 11 0 1 1 5.748050003 42 e 411 48447.46283 5 11 0 0 0 5.74354531 41 f 411 48450.43012 5 11 0 1 1 9.19082829 41 e 411 48481.77479 5 11 0 1 1 5.745802535 43 e 411 48484.96809 5 11 0 0 0 5.742743878 42 f 411 48487.23085 5 11 0 1 1 9.188390205 42 e 411 48519.44825 5 11 0 1 1 5.74354531 44 e 411 48523.84499 5 11 0 0 0 5.74049273 43 f 411 48524.91629 5 11 0 1 1 9.184800047 43 e 411 48557.95172 5 11 0 1 1 5.742743878 44 f 411 48563.4991 5 11 0 1 1 9.181217304 45 e 411 48564.5634 5 11 0 0 0 5.738260815 46 e 411 48587.48379 5 11 0 0 0 5.736018818 44 e 411 48597.28686 5 11 0 1 1 5.74049273 45 f 411 48602.9999 5 11 0 1 1 9.178177306 47 e 411 48630.39799 5 11 0 0 0 5.734121875 45 e 411 48637.455 5 11 0 1 1 5.738260815 46 f 411 48643.45332 5 11 0 1 1 9.175144108 48 e 411 48672.93373 5 11 0 0 0 5.732408464 46 e 411 48678.45739 5 11 0 1 1 5.736018818 47 f 411 48684.91976 5 11 0 1 1 9.172113652 49 e 411 48715.63626 5 11 0 0 0 5.730697437 47 e 411 48720.2955 5 11 0 1 1 5.734121875 48 f 411 48727.50889 5 11 0 1 1 9.169115898 50 e 411 48758.81388 5 11 0 0 0 3.437078704 48 e 411 48762.97141 5 11 0 1 1 5.732408464 49 f 411 48771.42517 5 11 0 1 1 9.165543211 51 e 411 48802.6204 5 11 0 0 0 2.290494301 49 e 411 48806.48851 5 11 0 1 1 5.730697437 50 f 411 48817.03427 5 11 0 1 1 6.871482902 51 f 411 48841.82285 5 11 0 1 1 2.289533086 50 e 411 48850.85274 5 11 0 1 1 3.437078704 51 e 411 48896.07501 5 11 0 1 1 2.290494301 0 e 412 48194.69728 5 12 0 0 0 2.273818825 1 e 412 48195.41857 5 12 0 0 0 4.549085764 2 e 412 48196.87018 5 12 0 0 0 5.688165608 3 e 412 48199.07014 5 12 0 0 0 5.689987989 4 e 412 48202.04243 5 12 0 0 0 5.691810916 1 f 412 48203.65089 5 12 0 1 1 6.823628897 1 e 412 48203.81143 5 12 0 1 1 4.549085764 2 f 412 48205.397 5 12 0 1 1 9.101070553 5 e 412 48205.81109 5 12 0 0 0 5.693634717 2 e 412 48205.86984 5 12 0 1 1 5.688165608 3 f 412 48208.016 5 12 0 1 1 9.103974195 3 e 412 48208.93446 5 12 0 1 1 5.689987989 6 e 412 48210.39617 5 12 0 0 0 5.695462145 4 f 412 48211.5078 5 12 0 1 1 9.106893787 4 e 412 48212.98091 5 12 0 1 1 5.691810916 7 e 412 48215.81256 5 12 0 0 0 5.697291112 5 f 412 48215.8722 5 12 0 1 1 9.109815547 5 e 412 48217.98451 5 12 0 1 1 5.693634717 6 f 412 48221.10896 5 12 0 1 1 9.112739432 8 e 412 48222.07073 5 12 0 0 0 5.699123149 6 e 412 48223.92443 5 12 0 1 1 5.695462145 7 f 412 48227.21783 5 12 0 1 1 9.115664198 9 e 412 48229.17784 5 12 0 0 0 5.701246315 7 e 412 48230.78476 5 12 0 1 1 5.697291112 8 f 412 48234.19847 5 12 0 1 1 9.118560651 10 e 412 48237.13878 5 12 0 0 0 5.703357929 8 e 412 48238.55391 5 12 0 1 1 5.699123149 9 f 412 48242.05054 5 12 0 1 1 9.121941366 11 e 412 48245.9569 5 12 0 0 0 5.705504835 9 e 412 48247.22336 5 12 0 1 1 5.701246315 10 f 412 48250.77361 5 12 0 1 1 9.125372686 12 e 412 48255.63453 5 12 0 0 0 5.707161954 10 e 412 48256.78673 5 12 0 1 1 5.703357929 11 f 412 48260.36725 5 12 0 1 1 9.12801987 13 e 412 48266.17329 5 12 0 0 0 5.709315727 11 e 412 48267.23897 5 12 0 1 1 5.705504835 12 f 412 48270.83098 5 12 0 1 1 9.131458164 14 e 412 48277.57436 5 12 0 0 0 5.710968227 12 e 412 48278.576 5 12 0 1 1 5.707161954 13 f 412 48282.16427 5 12 0 1 1 9.134098048 15 e 412 48289.83857 5 12 0 0 0 5.7121083 13 e 412 48290.79426 5 12 0 1 1 5.709315727 14 f 412 48294.36658 5 12 0 1 1 9.135898529 16 e 412 48302.96658 5 12 0 0 0 5.714281288 14 e 412 48303.89063 5 12 0 1 1 5.710968227 15 f 412 48307.43733 5 12 0 1 1 9.139371543 17 e 412 48316.95892 5 12 0 0 0 5.71645902 15 e 412 48317.86222 5 12 0 1 1 5.7121083 16 f 412 48321.37596 5 12 0 1 1 9.142850061 18 e 412 48331.81606 5 12 0 0 0 5.717432189 16 e 412 48332.70635 5 12 0 1 1 5.714281288 17 f 412 48336.18185 5 12 0 1 1 9.146286012 19 e 412 48347.53852 5 12 0 0 0 5.71958054 17 e 412 48348.42048 5 12 0 1 1 5.71645902 18 f 412 48351.85441 5 12 0 1 1 9.149777557 20 e 412 48364.1269 5 12 0 0 0 5.721740343 18 e 412 48365.00218 5 12 0 1 1 5.717432189 19 f 412 48368.39301 5 12 0 1 1 9.151326541 21 e 412 48381.582 5 12 0 0 0 5.723891296 19 e 412 48382.44914 5 12 0 1 1 5.71958054 20 f 412 48385.79713 5 12 0 1 1 9.154781691 22 e 412 48399.90497 5 12 0 0 0 5.726070562 20 e 412 48400.75911 5 12 0 1 1 5.721740343 21 f 412 48404.06621 5 12 0 1 1 9.158222291 23 e 412 48419.09741 5 12 0 0 0 5.728241085 21 e 412 48419.92996 5 12 0 1 1 5.723891296 22 f 412 48423.19989 5 12 0 1 1 9.161709501 24 e 412 48439.1617 5 12 0 0 0 5.73040314 22 e 412 48439.95962 5 12 0 1 1 5.726070562 23 f 412 48443.19788 5 12 0 1 1 9.165203713 25 e 412 48460.1014 5 12 0 0 0 5.732594432 23 e 412 48460.84608 5 12 0 1 1 5.728241085 24 f 412 48464.06009 5 12 0 1 1 9.168641036 26 e 412 48481.92184 5 12 0 0 0 5.734789002 24 e 412 48482.58741 5 12 0 1 1 5.73040314 25 f 412 48485.78667 5 12 0 1 1 9.172147975 27 e 412 48504.6311 5 12 0 0 0 5.736988415 25 e 412 48505.18172 5 12 0 1 1 5.732594432 26 f 412 48508.37817 5 12 0 1 1 9.172223437 28 e 412 48528.24195 5 12 0 0 0 5.739222075 26 e 412 48528.62721 5 12 0 1 1 5.734789002 27 f 412 48531.83569 5 12 0 1 1 9.175783169 29 e 412 48552.77442 5 12 0 0 0 5.741437075 27 e 412 48552.92206 5 12 0 1 1 5.736988415 28 f 412 48556.16109 5 12 0 1 1 9.179302401 28 e 412 48578.06467 5 12 0 1 1 5.739222075 30 e 412 48578.26119 5 12 0 0 0 5.743657304 29 f 412 48581.35751 5 12 0 1 1 9.18284327 29 e 412 48604.05332 5 12 0 1 1 5.741437075 31 e 412 48604.7569 5 12 0 0 0 5.74588103 30 f 412 48607.42992 5 12 0 1 1 9.186370153 30 e 412 48630.88649 5 12 0 1 1 5.743657304 32 e 412 48632.35892 5 12 0 0 0 5.748108322 31 f 412 48634.38605 5 12 0 1 1 9.189904877 31 e 412 48658.56268 5 12 0 1 1 5.74588103 33 e 412 48661.28027 5 12 0 0 0 5.75033922 32 f 412 48662.23816 5 12 0 1 1 9.193447218 34 e 412 48677.67942 5 12 0 0 0 5.752574993 32 e 412 48687.08055 5 12 0 1 1 5.748108322 33 f 412 48691.00595 5 12 0 1 1 9.196973757 35 e 412 48709.45548 5 12 0 0 0 5.750339497 33 e 412 48716.43888 5 12 0 1 1 5.75033922 34 f 412 48720.72196 5 12 0 1 1 9.200543194 36 e 412 48740.79052 5 12 0 0 0 5.752574993 34 e 412 48746.63677 5 12 0 1 1 5.752574993 35 f 412 48751.44186 5 12 0 1 1 9.204119988 37 e 412 48772.48958 5 12 0 0 0 5.750309709 35 e 412 48777.67354 5 12 0 1 1 5.750339497 36 f 412 48783.26417 5 12 0 1 1 9.200543194 38 e 412 48804.79873 5 12 0 0 0 5.752574993 36 e 412 48809.54905 5 12 0 1 1 5.752574993 37 f 412 48816.36754 5 12 0 1 1 9.204119988 39 e 412 48837.81039 5 12 0 0 0 5.750309709 37 e 412 48842.26366 5 12 0 1 1 5.750309709 38 f 412 48851.06274 5 12 0 1 1 9.200495534 39 f 412 48867.12837 5 12 0 1 1 9.196886036 40 e 412 48871.57051 5 12 0 0 0 5.748050003 38 e 412 48875.8183 5 12 0 1 1 5.752574993 40 f 412 48904.12416 5 12 0 1 1 9.193284056 41 e 412 48906.10487 5 12 0 0 0 5.745802535 39 e 412 48910.21378 5 12 0 1 1 5.750309709 41 f 412 48940.98918 5 12 0 1 1 9.19082829 42 e 412 48941.42868 5 12 0 0 0 5.74354531 40 e 412 48945.44715 5 12 0 1 1 5.748050003 43 e 412 48977.55107 5 12 0 0 0 5.742743878 42 f 412 48978.06467 5 12 0 1 1 9.188390205 41 e 412 48981.49508 5 12 0 1 1 5.745802535 44 e 412 49014.47751 5 12 0 0 0 5.74049273 43 f 412 49015.59259 5 12 0 1 1 9.184800047 42 e 412 49018.22383 5 12 0 1 1 5.74354531 45 e 412 49052.21111 5 12 0 0 0 5.738260815 44 f 412 49053.71397 5 12 0 1 1 9.181217304 43 e 412 49054.2508 5 12 0 1 1 5.742743878 46 e 412 49090.75351 5 12 0 0 0 5.736018818 44 e 412 49091.05756 5 12 0 1 1 5.74049273 45 f 412 49092.50873 5 12 0 1 1 9.178177306 47 e 412 49130.10532 5 12 0 0 0 5.734121875 45 e 412 49130.58913 5 12 0 1 1 5.738260815 46 f 412 49132.02289 5 12 0 1 1 9.175144108 48 e 412 49170.26657 5 12 0 0 0 5.732408464 46 e 412 49170.94679 5 12 0 1 1 5.736018818 47 f 412 49172.2836 5 12 0 1 1 9.172113652 49 e 412 49211.23692 5 12 0 0 0 5.730697437 47 e 412 49212.02005 5 12 0 1 1 5.734121875 48 f 412 49213.30722 5 12 0 1 1 9.169115898 50 e 412 49253.01593 5 12 0 0 0 3.437078704 48 e 412 49253.81771 5 12 0 1 1 5.732408464 49 f 412 49255.10367 5 12 0 1 1 9.165543211 51 e 412 49295.60301 5 12 0 0 0 2.290494301 49 e 412 49296.35905 5 12 0 1 1 5.730697437 50 f 412 49297.67899 5 12 0 1 1 6.871482902 50 e 412 49339.65812 5 12 0 1 1 3.437078704 51 f 412 49341.03679 5 12 0 1 1 2.289533086 51 e 412 49383.72323 5 12 0 1 1 2.290494301 0 e 413 48694.16975 5 13 0 0 0 2.273818825 1 e 413 48694.90273 5 13 0 0 0 4.549085764 2 e 413 48696.36674 5 13 0 0 0 5.688165608 3 e 413 48698.56581 5 13 0 0 0 5.689987989 4 e 413 48701.51732 5 13 0 0 0 5.691810916 1 f 413 48701.656 5 13 0 1 1 3.411814323 1 e 413 48701.78634 5 13 0 1 1 4.549085764 2 f 413 48703.38836 5 13 0 1 1 9.101070553 2 e 413 48703.78135 5 13 0 1 1 5.688165608 5 e 413 48705.24858 5 13 0 0 0 5.693634717 3 f 413 48705.98691 5 13 0 1 1 9.103974195 3 e 413 48706.77117 5 13 0 1 1 5.689987989 4 f 413 48709.45214 5 13 0 1 1 9.106893787 6 e 413 48709.78735 5 13 0 0 0 5.695462145 4 e 413 48710.73907 5 13 0 1 1 5.691810916 5 f 413 48713.78451 5 13 0 1 1 9.109815547 7 e 413 48715.15581 5 13 0 0 0 5.697291112 5 e 413 48715.65853 5 13 0 1 1 5.693634717 6 f 413 48718.9846 5 13 0 1 1 9.112739432 8 e 413 48721.3701 5 13 0 0 0 5.699123149 6 e 413 48721.50297 5 13 0 1 1 5.695462145 7 f 413 48725.05322 5 13 0 1 1 9.115664198 7 e 413 48728.25176 5 13 0 1 1 5.697291112 9 e 413 48728.44214 5 13 0 0 0 5.701246315 8 f 413 48731.99137 5 13 0 1 1 9.118560651 8 e 413 48735.89086 5 13 0 1 1 5.699123149 10 e 413 48736.38159 5 13 0 0 0 5.703357929 9 f 413 48739.80034 5 13 0 1 1 9.121941366 9 e 413 48744.41121 5 13 0 1 1 5.701246315 11 e 413 48745.19744 5 13 0 0 0 5.705504835 10 f 413 48748.48159 5 13 0 1 1 4.562686343 10 e 413 48753.80704 5 13 0 1 1 5.703357929 12 e 413 48754.89938 5 13 0 0 0 5.707161954 11 f 413 48758.0377 5 13 0 1 1 9.12801987 11 e 413 48764.0746 5 13 0 1 1 5.705504835 13 e 413 48765.49909 5 13 0 0 0 5.709315727 12 f 413 48768.47063 5 13 0 1 1 4.565729082 12 e 413 48775.2115 5 13 0 1 1 5.707161954 14 e 413 48777.01177 5 13 0 0 0 5.710968227 13 f 413 48779.78431 5 13 0 1 1 4.567049024 13 e 413 48787.21617 5 13 0 1 1 5.709315727 15 e 413 48789.45823 5 13 0 0 0 5.7121083 14 f 413 48791.98293 5 13 0 1 1 4.567949264 14 e 413 48800.08769 5 13 0 1 1 5.710968227 16 e 413 48802.86778 5 13 0 0 0 5.714281288 15 f 413 48805.07238 5 13 0 1 1 9.139371543 15 e 413 48813.82561 5 13 0 1 1 5.7121083 17 e 413 48817.28235 5 13 0 0 0 5.71645902 16 f 413 48819.05971 5 13 0 1 1 9.142850061 16 e 413 48828.42989 5 13 0 1 1 5.714281288 18 e 413 48832.76149 5 13 0 0 0 5.717432189 17 f 413 48833.95491 5 13 0 1 1 9.146286012 17 e 413 48843.90092 5 13 0 1 1 5.71645902 19 e 413 48849.38652 5 13 0 0 0 5.71958054 18 f 413 48849.77098 5 13 0 1 1 9.149777557 18 e 413 48860.23959 5 13 0 1 1 5.717432189 19 f 413 48866.52492 5 13 0 1 1 4.57566327 20 e 413 48867.25658 5 13 0 0 0 5.721740343 21 e 413 48867.68488 5 13 0 0 0 5.723891296 19 e 413 48877.44739 5 13 0 1 1 5.71958054 20 f 413 48884.24039 5 13 0 1 1 4.577390846 22 e 413 48887.29107 5 13 0 0 0 5.726070562 20 e 413 48895.52659 5 13 0 1 1 5.721740343 21 f 413 48902.94798 5 13 0 1 1 9.158222291 23 e 413 48907.38143 5 13 0 0 0 5.728241085 21 e 413 48914.48063 5 13 0 1 1 5.723891296 22 f 413 48922.68669 5 13 0 1 1 4.580854678 24 e 413 48928.02475 5 13 0 0 0 5.73040314 22 e 413 48934.31456 5 13 0 1 1 5.726070562 23 f 413 48943.50704 5 13 0 1 1 4.582601856 25 e 413 48949.29555 5 13 0 0 0 5.732594432 23 e 413 48955.03589 5 13 0 1 1 5.728241085 24 f 413 48965.4671 5 13 0 1 1 9.168641036 26 e 413 48971.25439 5 13 0 0 0 5.734789002 24 e 413 48976.65592 5 13 0 1 1 5.73040314 26 f 413 48987.34797 5 13 0 1 1 4.586111645 25 f 413 48988.62669 5 13 0 1 1 9.172147975 27 e 413 48993.94523 5 13 0 0 0 5.736988415 25 e 413 48999.19199 5 13 0 1 1 5.732594432 27 f 413 49012.13582 5 13 0 1 1 9.175783169 28 e 413 49017.39899 5 13 0 0 0 5.739222075 26 e 413 49022.67136 5 13 0 1 1 5.734789002 28 f 413 49037.50132 5 13 0 1 1 9.179302401 29 e 413 49041.63697 5 13 0 0 0 5.741437075 27 e 413 49047.13779 5 13 0 1 1 5.736988415 29 f 413 49063.46418 5 13 0 1 1 4.591421635 30 e 413 49066.67413 5 13 0 0 0 5.743657304 28 e 413 49072.6625 5 13 0 1 1 5.739222075 30 f 413 49090.059 5 13 0 1 1 9.186370153 31 e 413 49092.52094 5 13 0 0 0 5.74588103 29 e 413 49099.35663 5 13 0 1 1 5.741437075 31 f 413 49117.32216 5 13 0 1 1 9.189904877 32 e 413 49119.18484 5 13 0 0 0 5.748108322 30 e 413 49127.36882 5 13 0 1 1 5.743657304 31 e 413 49141.74486 5 13 0 1 1 5.74588103 32 f 413 49145.28854 5 13 0 1 1 9.193447218 33 e 413 49146.67113 5 13 0 0 0 5.75033922 32 e 413 49171.29963 5 13 0 1 1 5.748108322 33 f 413 49173.98717 5 13 0 1 1 9.196973757 34 e 413 49174.98365 5 13 0 0 0 5.752574993 33 e 413 49201.3307 5 13 0 1 1 5.75033922 34 f 413 49203.44115 5 13 0 1 1 9.200543194 35 e 413 49204.1251 5 13 0 0 0 5.750339497 34 e 413 49231.93234 5 13 0 1 1 5.752574993 35 f 413 49233.66832 5 13 0 1 1 4.602059994 36 e 413 49234.09747 5 13 0 0 0 5.752574993 35 e 413 49263.18482 5 13 0 1 1 5.750339497 36 f 413 49264.68238 5 13 0 1 1 9.200543194 37 e 413 49264.90209 5 13 0 0 0 5.750309709 36 e 413 49295.14601 5 13 0 1 1 5.752574993 37 f 413 49296.49349 5 13 0 1 1 9.204119988 38 e 413 49296.53992 5 13 0 0 0 5.752574993 37 e 413 49327.85507 5 13 0 1 1 5.750309709 39 e 413 49329.01158 5 13 0 0 0 5.750309709 38 f 413 49329.10945 5 13 0 1 1 9.200495534 38 e 413 49361.33802 5 13 0 1 1 5.752574993 40 e 413 49362.31752 5 13 0 0 0 5.748050003 39 f 413 49362.53621 5 13 0 1 1 4.598440003 39 e 413 49395.61212 5 13 0 1 1 5.750309709 41 e 413 49396.45804 5 13 0 0 0 5.745802535 40 f 413 49396.77785 5 13 0 1 1 9.193284056 40 e 413 49430.68885 5 13 0 1 1 5.748050003 42 e 413 49431.43352 5 13 0 0 0 5.74354531 41 f 413 49431.83799 5 13 0 1 1 9.19082829 41 e 413 49466.57592 5 13 0 1 1 5.745802535 43 e 413 49467.24452 5 13 0 0 0 5.742743878 42 f 413 49467.719 5 13 0 1 1 9.188390205 42 e 413 49503.2785 5 13 0 1 1 5.74354531 44 e 413 49503.89231 5 13 0 0 0 5.74049273 43 f 413 49504.42274 5 13 0 1 1 9.184800047 43 e 413 49540.80003 5 13 0 1 1 5.742743878 45 e 413 49541.37976 5 13 0 0 0 5.738260815 44 f 413 49541.95064 5 13 0 1 1 9.181217304 44 e 413 49579.14284 5 13 0 1 1 5.74049273 46 e 413 49579.71419 5 13 0 0 0 5.736018818 45 f 413 49580.30383 5 13 0 1 1 9.178177306 45 e 413 49618.30834 5 13 0 1 1 5.738260815 47 e 413 49618.91762 5 13 0 0 0 5.734121875 46 f 413 49619.48337 5 13 0 1 1 9.175144108 46 e 413 49658.29738 5 13 0 1 1 5.736018818 48 e 413 49659.07096 5 13 0 0 0 5.732408464 47 f 413 49659.49037 5 13 0 1 1 9.172113652 49 e 413 49698.89008 5 13 0 0 0 5.730697437 47 e 413 49699.11037 5 13 0 1 1 5.734121875 48 f 413 49700.32646 5 13 0 1 1 9.169115898 50 e 413 49740.73746 5 13 0 0 0 3.437078704 48 e 413 49740.7474 5 13 0 1 1 5.732408464 49 f 413 49741.99446 5 13 0 1 1 9.165543211 49 e 413 49783.20832 5 13 0 1 1 5.730697437 51 e 413 49783.28994 5 13 0 0 0 2.290494301 50 f 413 49784.50021 5 13 0 1 1 6.871482902 50 e 413 49826.49286 5 13 0 1 1 3.437078704 51 f 413 49827.858 5 13 0 1 1 2.289533086 51 e 413 49870.60056 5 13 0 1 1 2.290494301 0 e 414 49179.47437 5 14 0 0 0 2.273818825 1 e 414 49180.05455 5 14 0 0 0 4.549085764 2 e 414 49181.27644 5 14 0 0 0 5.688165608 3 e 414 49183.21038 5 14 0 0 0 5.689987989 1 f 414 49185.47437 5 14 0 1 1 3.411814323 1 e 414 49185.73568 5 14 0 1 1 4.549085764 4 e 414 49185.90635 5 14 0 0 0 5.691810916 2 f 414 49187.15744 5 14 0 1 1 4.550535277 2 e 414 49187.87991 5 14 0 1 1 5.688165608 5 e 414 49189.39443 5 14 0 0 0 5.693634717 3 f 414 49189.68199 5 14 0 1 1 4.551987097 3 e 414 49190.99498 5 14 0 1 1 5.689987989 4 f 414 49193.04794 5 14 0 1 1 4.553446893 6 e 414 49193.69212 5 14 0 0 0 5.695462145 4 e 414 49195.03082 5 14 0 1 1 5.691810916 5 f 414 49197.2552 5 14 0 1 1 4.554907774 7 e 414 49198.8098 5 14 0 0 0 5.697291112 5 e 414 49199.95714 5 14 0 1 1 5.693634717 6 f 414 49202.30364 5 14 0 1 1 4.556369716 8 e 414 49204.75379 5 14 0 0 0 5.699123149 6 e 414 49205.7562 5 14 0 1 1 5.695462145 7 f 414 49208.19313 5 14 0 1 1 4.557832099 9 e 414 49211.52806 5 14 0 0 0 5.701246315 7 e 414 49212.41733 5 14 0 1 1 5.697291112 8 f 414 49214.9235 5 14 0 1 1 4.559280326 10 e 414 49219.13519 5 14 0 0 0 5.703357929 8 e 414 49219.93389 5 14 0 1 1 5.699123149 9 f 414 49222.49456 5 14 0 1 1 4.560970683 11 e 414 49227.57683 5 14 0 0 0 5.705504835 9 e 414 49228.3015 5 14 0 1 1 5.701246315 10 f 414 49230.90608 5 14 0 1 1 4.562686343 12 e 414 49236.85409 5 14 0 0 0 5.707161954 10 e 414 49237.51718 5 14 0 1 1 5.703357929 11 f 414 49240.15782 5 14 0 1 1 4.564009935 13 e 414 49246.96768 5 14 0 0 0 5.709315727 11 e 414 49247.57875 5 14 0 1 1 5.705504835 12 f 414 49250.24952 5 14 0 1 1 4.565729082 14 e 414 49257.91802 5 14 0 0 0 5.710968227 12 e 414 49258.48462 5 14 0 1 1 5.707161954 13 f 414 49261.1809 5 14 0 1 1 4.567049024 15 e 414 49269.70535 5 14 0 0 0 5.7121083 13 e 414 49270.23347 5 14 0 1 1 5.709315727 14 f 414 49272.95164 5 14 0 1 1 4.567949264 16 e 414 49282.32975 5 14 0 0 0 5.714281288 14 e 414 49282.82428 5 14 0 1 1 5.710968227 15 f 414 49285.56141 5 14 0 1 1 4.569685772 17 e 414 49295.79118 5 14 0 0 0 5.71645902 15 e 414 49296.25613 5 14 0 1 1 5.7121083 16 f 414 49299.00985 5 14 0 1 1 4.57142503 18 e 414 49310.08952 5 14 0 0 0 5.717432189 16 e 414 49310.52823 5 14 0 1 1 5.714281288 17 f 414 49313.29659 5 14 0 1 1 4.573142788 19 e 414 49325.22457 5 14 0 0 0 5.71958054 17 e 414 49325.63985 5 14 0 1 1 5.71645902 18 f 414 49328.42119 5 14 0 1 1 4.574888778 20 e 414 49341.19605 5 14 0 0 0 5.721740343 18 e 414 49341.59028 5 14 0 1 1 5.717432189 19 f 414 49344.38324 5 14 0 1 1 4.57566327 21 e 414 49358.00366 5 14 0 0 0 5.723891296 19 e 414 49358.37888 5 14 0 1 1 5.71958054 20 f 414 49361.18227 5 14 0 1 1 4.577390846 22 e 414 49375.64702 5 14 0 0 0 5.726070562 20 e 414 49376.00499 5 14 0 1 1 5.721740343 21 f 414 49378.81782 5 14 0 1 1 4.579111146 23 e 414 49394.12572 5 14 0 0 0 5.728241085 21 e 414 49394.46796 5 14 0 1 1 5.723891296 22 f 414 49397.28936 5 14 0 1 1 4.580854678 24 e 414 49413.43932 5 14 0 0 0 5.73040314 22 e 414 49413.76717 5 14 0 1 1 5.726070562 23 f 414 49416.59638 5 14 0 1 1 4.582601856 25 e 414 49433.58733 5 14 0 0 0 5.732594432 23 e 414 49433.90196 5 14 0 1 1 5.728241085 24 f 414 49436.73833 5 14 0 1 1 4.584320299 26 e 414 49454.56924 5 14 0 0 0 5.734789002 24 e 414 49454.87168 5 14 0 1 1 5.73040314 25 f 414 49457.71463 5 14 0 1 1 4.586073987 27 e 414 49476.38442 5 14 0 0 0 5.736988415 25 e 414 49476.67565 5 14 0 1 1 5.732594432 26 f 414 49479.52463 5 14 0 1 1 4.586111645 28 e 414 49499.03243 5 14 0 0 0 5.739222075 26 e 414 49499.31321 5 14 0 1 1 5.734789002 27 f 414 49502.1678 5 14 0 1 1 4.587891584 29 e 414 49522.51256 5 14 0 0 0 5.741437075 27 e 414 49522.78359 5 14 0 1 1 5.736988415 28 f 414 49525.64337 5 14 0 1 1 4.589650981 30 e 414 49546.82422 5 14 0 0 0 5.743657304 28 e 414 49547.08619 5 14 0 1 1 5.739222075 29 f 414 49549.95082 5 14 0 1 1 4.591421635 31 e 414 49571.96672 5 14 0 0 0 5.74588103 29 e 414 49572.2202 5 14 0 1 1 5.741437075 30 f 414 49575.08937 5 14 0 1 1 4.593185077 32 e 414 49597.93937 5 14 0 0 0 5.748108322 30 e 414 49598.18493 5 14 0 1 1 5.743657304 31 f 414 49601.05831 5 14 0 1 1 4.594952439 33 e 414 49624.74142 5 14 0 0 0 5.75033922 31 e 414 49624.97956 5 14 0 1 1 5.74588103 32 f 414 49627.8569 5 14 0 1 1 4.596723609 34 e 414 49652.37215 5 14 0 0 0 5.752574993 32 e 414 49652.60331 5 14 0 1 1 5.748108322 33 f 414 49655.48436 5 14 0 1 1 4.598486878 35 e 414 49680.83078 5 14 0 0 0 5.750339497 33 e 414 49681.05535 5 14 0 1 1 5.75033922 34 f 414 49683.93988 5 14 0 1 1 4.600271597 36 e 414 49710.11651 5 14 0 0 0 5.752574993 34 e 414 49710.33487 5 14 0 1 1 5.752574993 35 f 414 49713.22269 5 14 0 1 1 4.602059994 37 e 414 49740.22851 5 14 0 0 0 5.750309709 35 e 414 49740.44099 5 14 0 1 1 5.750339497 36 f 414 49743.33192 5 14 0 1 1 4.600271597 38 e 414 49771.16594 5 14 0 0 0 5.752574993 36 e 414 49771.37286 5 14 0 1 1 5.752574993 37 f 414 49774.26672 5 14 0 1 1 4.602059994 39 e 414 49802.92792 5 14 0 0 0 5.750309709 37 e 414 49803.12957 5 14 0 1 1 5.750309709 38 f 414 49806.02619 5 14 0 1 1 4.600247767 40 e 414 49835.51354 5 14 0 0 0 5.748050003 38 e 414 49835.71018 5 14 0 1 1 5.752574993 39 f 414 49838.60943 5 14 0 1 1 4.598440003 41 e 414 49868.92187 5 14 0 0 0 5.745802535 39 e 414 49869.11376 5 14 0 1 1 5.750309709 40 f 414 49872.01551 5 14 0 1 1 4.596642028 42 e 414 49903.15196 5 14 0 0 0 5.74354531 40 e 414 49903.33934 5 14 0 1 1 5.748050003 41 f 414 49906.24346 5 14 0 1 1 4.594844567 43 e 414 49938.20281 5 14 0 0 0 5.742743878 41 e 414 49938.38592 5 14 0 1 1 5.745802535 42 f 414 49941.29228 5 14 0 1 1 4.594195102 44 e 414 49974.07345 5 14 0 0 0 5.74049273 42 e 414 49974.25247 5 14 0 1 1 5.74354531 43 f 414 49977.16097 5 14 0 1 1 4.592394624 45 e 414 50010.76284 5 14 0 0 0 5.738260815 43 e 414 50010.93795 5 14 0 1 1 5.742743878 44 f 414 50013.84849 5 14 0 1 1 4.590608652 46 e 414 50048.26994 5 14 0 0 0 5.736018818 44 e 414 50048.44132 5 14 0 1 1 5.74049273 45 f 414 50051.35381 5 14 0 1 1 4.588815054 47 e 414 50086.59366 5 14 0 0 0 5.734121875 45 e 414 50086.76146 5 14 0 1 1 5.738260815 46 f 414 50089.67583 5 14 0 1 1 4.5872975 48 e 414 50125.73291 5 14 0 0 0 5.732408464 46 e 414 50125.8973 5 14 0 1 1 5.736018818 47 f 414 50128.81344 5 14 0 1 1 4.585926771 49 e 414 50165.68658 5 14 0 0 0 5.730697437 47 e 414 50165.84768 5 14 0 1 1 5.734121875 48 f 414 50168.76554 5 14 0 1 1 4.584557949 50 e 414 50206.45353 5 14 0 0 0 3.437078704 48 e 414 50206.61146 5 14 0 1 1 5.732408464 49 f 414 50209.53096 5 14 0 1 1 4.582771605 51 e 414 50248.03253 5 14 0 0 0 2.290494301 49 e 414 50248.18745 5 14 0 1 1 5.730697437 50 f 414 50251.10852 5 14 0 1 1 3.435741451 50 e 414 50290.57448 5 14 0 1 1 3.437078704 51 f 414 50293.49708 5 14 0 1 1 0.000001 51 e 414 50333.77125 5 14 0 1 1 2.290494301 0 e 415 49643.26946 5 15 0 0 0 2.273818825 1 e 415 49643.84184 5 15 0 0 0 4.549085764 2 e 415 49645.04249 5 15 0 0 0 5.688165608 3 e 415 49646.9368 5 15 0 0 0 5.689987989 1 f 415 49649.26946 5 15 0 1 1 3.411814323 1 e 415 49649.51748 5 15 0 1 1 4.549085764 4 e 415 49649.57251 5 15 0 0 0 5.691810916 2 f 415 49650.91035 5 15 0 1 1 4.550535277 2 e 415 49651.59861 5 15 0 1 1 5.688165608 5 e 415 49652.97897 5 15 0 0 0 5.693634717 3 f 415 49653.37164 5 15 0 1 1 4.551987097 3 e 415 49654.62678 5 15 0 1 1 5.689987989 4 f 415 49656.65324 5 15 0 1 1 4.553446893 6 e 415 49657.17355 5 15 0 0 0 5.695462145 4 e 415 49658.55417 5 15 0 1 1 5.691810916 5 f 415 49660.75506 5 15 0 1 1 4.554907774 7 e 415 49662.16664 5 15 0 0 0 5.697291112 5 e 415 49663.35123 5 15 0 1 1 5.693634717 6 f 415 49665.67698 5 15 0 1 1 4.556369716 8 e 415 49667.96462 5 15 0 0 0 5.699123149 6 e 415 49669.00034 5 15 0 1 1 5.695462145 7 f 415 49671.41885 5 15 0 1 1 4.557832099 9 e 415 49674.57155 5 15 0 0 0 5.701246315 7 e 415 49675.49084 5 15 0 1 1 5.697291112 8 f 415 49677.98052 5 15 0 1 1 4.559280326 10 e 415 49681.99002 5 15 0 0 0 5.703357929 8 e 415 49682.81599 5 15 0 1 1 5.699123149 9 f 415 49685.36178 5 15 0 1 1 4.560970683 11 e 415 49690.22175 5 15 0 0 0 5.705504835 9 e 415 49690.97137 5 15 0 1 1 5.701246315 10 f 415 49693.56241 5 15 0 1 1 4.562686343 12 e 415 49699.26789 5 15 0 0 0 5.707161954 10 e 415 49699.95394 5 15 0 1 1 5.703357929 11 f 415 49702.58219 5 15 0 1 1 4.564009935 13 e 415 49709.12914 5 15 0 0 0 5.709315727 11 e 415 49709.76149 5 15 0 1 1 5.705504835 12 f 415 49712.42083 5 15 0 1 1 4.565729082 14 e 415 49719.80598 5 15 0 0 0 5.710968227 12 e 415 49720.39237 5 15 0 1 1 5.707161954 13 f 415 49723.07807 5 15 0 1 1 4.567049024 15 e 415 49731.29863 5 15 0 0 0 5.7121083 13 e 415 49731.84526 5 15 0 1 1 5.709315727 14 f 415 49734.55358 5 15 0 1 1 4.567949264 16 e 415 49743.60721 5 15 0 0 0 5.714281288 14 e 415 49744.11912 5 15 0 1 1 5.710968227 15 f 415 49746.84703 5 15 0 1 1 4.569685772 17 e 415 49756.73168 5 15 0 0 0 5.71645902 15 e 415 49757.213 5 15 0 1 1 5.7121083 16 f 415 49759.95806 5 15 0 1 1 4.57142503 18 e 415 49770.67192 5 15 0 0 0 5.717432189 16 e 415 49771.1261 5 15 0 1 1 5.714281288 17 f 415 49773.8863 5 15 0 1 1 4.573142788 19 e 415 49785.42774 5 15 0 0 0 5.71958054 17 e 415 49785.85769 5 15 0 1 1 5.71645902 18 f 415 49788.63132 5 15 0 1 1 4.574888778 20 e 415 49800.99888 5 15 0 0 0 5.721740343 18 e 415 49801.40706 5 15 0 1 1 5.717432189 19 f 415 49804.1927 5 15 0 1 1 4.57566327 21 e 415 49817.38502 5 15 0 0 0 5.723891296 19 e 415 49817.77353 5 15 0 1 1 5.71958054 20 f 415 49820.56997 5 15 0 1 1 4.577390846 22 e 415 49834.58581 5 15 0 0 0 5.726070562 20 e 415 49834.95647 5 15 0 1 1 5.721740343 21 f 415 49837.76267 5 15 0 1 1 4.579111146 23 e 415 49852.60082 5 15 0 0 0 5.728241085 21 e 415 49852.95521 5 15 0 1 1 5.723891296 22 f 415 49855.77028 5 15 0 1 1 4.580854678 24 e 415 49871.42963 5 15 0 0 0 5.73040314 22 e 415 49871.76912 5 15 0 1 1 5.726070562 23 f 415 49874.59227 5 15 0 1 1 4.582601856 25 e 415 49891.07174 5 15 0 0 0 5.732594432 23 e 415 49891.39755 5 15 0 1 1 5.728241085 24 f 415 49894.22811 5 15 0 1 1 4.584320299 26 e 415 49911.52664 5 15 0 0 0 5.734789002 24 e 415 49911.83984 5 15 0 1 1 5.73040314 25 f 415 49914.6772 5 15 0 1 1 4.586073987 27 e 415 49932.79372 5 15 0 0 0 5.736988415 25 e 415 49933.09531 5 15 0 1 1 5.732594432 26 f 415 49935.93892 5 15 0 1 1 4.586111645 28 e 415 49954.87252 5 15 0 0 0 5.739222075 26 e 415 49955.16329 5 15 0 1 1 5.734789002 27 f 415 49958.01271 5 15 0 1 1 4.587891584 29 e 415 49977.76234 5 15 0 0 0 5.741437075 27 e 415 49978.04303 5 15 0 1 1 5.736988415 28 f 415 49980.89782 5 15 0 1 1 4.589650981 30 e 415 50001.4626 5 15 0 0 0 5.743657304 28 e 415 50001.73391 5 15 0 1 1 5.739222075 29 f 415 50004.59371 5 15 0 1 1 4.591421635 31 e 415 50025.9726 5 15 0 0 0 5.74588103 29 e 415 50026.23512 5 15 0 1 1 5.741437075 30 f 415 50029.09963 5 15 0 1 1 4.593185077 32 e 415 50051.29165 5 15 0 0 0 5.748108322 30 e 415 50051.54597 5 15 0 1 1 5.743657304 31 f 415 50054.41484 5 15 0 1 1 4.594952439 33 e 415 50077.419 5 15 0 0 0 5.75033922 31 e 415 50077.66564 5 15 0 1 1 5.74588103 32 f 415 50080.53861 5 15 0 1 1 4.596723609 34 e 415 50104.35395 5 15 0 0 0 5.752574993 32 e 415 50104.59336 5 15 0 1 1 5.748108322 33 f 415 50107.47016 5 15 0 1 1 4.598486878 35 e 415 50132.09569 5 15 0 0 0 5.750339497 33 e 415 50132.32829 5 15 0 1 1 5.75033922 34 f 415 50135.20869 5 15 0 1 1 4.600271597 36 e 415 50160.64345 5 15 0 0 0 5.752574993 34 e 415 50160.86961 5 15 0 1 1 5.752574993 35 f 415 50163.75342 5 15 0 1 1 4.602059994 37 e 415 50189.99638 5 15 0 0 0 5.750309709 35 e 415 50190.21646 5 15 0 1 1 5.750339497 36 f 415 50193.10348 5 15 0 1 1 4.600271597 38 e 415 50220.15364 5 15 0 0 0 5.752574993 36 e 415 50220.36797 5 15 0 1 1 5.752574993 37 f 415 50223.25803 5 15 0 1 1 4.602059994 39 e 415 50251.11436 5 15 0 0 0 5.750309709 37 e 415 50251.32323 5 15 0 1 1 5.750309709 38 f 415 50254.21615 5 15 0 1 1 4.600247767 40 e 415 50282.87764 5 15 0 0 0 5.748050003 38 e 415 50283.08132 5 15 0 1 1 5.752574993 39 f 415 50285.97697 5 15 0 1 1 4.598440003 41 e 415 50315.44252 5 15 0 0 0 5.745802535 39 e 415 50315.64129 5 15 0 1 1 5.750309709 40 f 415 50318.53952 5 15 0 1 1 4.596642028 42 e 415 50348.80808 5 15 0 0 0 5.74354531 40 e 415 50349.00218 5 15 0 1 1 5.748050003 41 f 415 50351.90287 5 15 0 1 1 4.594844567 43 e 415 50382.97331 5 15 0 0 0 5.742743878 41 e 415 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e 428 52211.35259 5 28 0 1 1 5.699123149 11 e 428 52213.78539 5 28 0 0 0 5.705504835 9 f 428 52214.07822 5 28 0 1 1 4.560970683 9 e 428 52214.79285 5 28 0 1 1 5.701246315 10 f 428 52217.75266 5 28 0 1 1 4.562686343 12 e 428 52218.03316 5 28 0 0 0 5.707161954 10 e 428 52218.60969 5 28 0 1 1 5.703357929 11 f 428 52221.79362 5 28 0 1 1 4.564009935 13 e 428 52222.63979 5 28 0 0 0 5.709315727 11 e 428 52222.80187 5 28 0 1 1 5.705504835 12 f 428 52226.20082 5 28 0 1 1 4.565729082 12 e 428 52227.36823 5 28 0 1 1 5.707161954 14 e 428 52227.60575 5 28 0 0 0 5.710968227 13 f 428 52230.974 5 28 0 1 1 4.567049024 13 e 428 52232.30763 5 28 0 1 1 5.709315727 15 e 428 52232.93138 5 28 0 0 0 5.7121083 14 f 428 52236.11283 5 28 0 1 1 4.567949264 14 e 428 52237.619 5 28 0 1 1 5.710968227 16 e 428 52238.61697 5 28 0 0 0 5.714281288 15 f 428 52241.61698 5 28 0 1 1 4.569685772 15 e 428 52243.30131 5 28 0 1 1 5.7121083 17 e 428 52244.66269 5 28 0 0 0 5.71645902 16 f 428 52247.48609 5 28 0 1 1 4.57142503 16 e 428 52249.35356 5 28 0 1 1 5.714281288 18 e 428 52251.06864 5 28 0 0 0 5.717432189 17 f 428 52253.71979 5 28 0 1 1 4.573142788 17 e 428 52255.77481 5 28 0 1 1 5.71645902 19 e 428 52257.83483 5 28 0 0 0 5.71958054 18 f 428 52260.31765 5 28 0 1 1 4.574888778 18 e 428 52262.56416 5 28 0 1 1 5.717432189 20 e 428 52264.9612 5 28 0 0 0 5.721740343 19 f 428 52267.27924 5 28 0 1 1 4.57566327 19 e 428 52269.72071 5 28 0 1 1 5.71958054 21 e 428 52272.44766 5 28 0 0 0 5.723891296 20 f 428 52274.60412 5 28 0 1 1 4.577390846 20 e 428 52277.2436 5 28 0 1 1 5.721740343 22 e 428 52280.29401 5 28 0 0 0 5.726070562 21 f 428 52282.29179 5 28 0 1 1 4.579111146 21 e 428 52285.13199 5 28 0 1 1 5.723891296 23 e 428 52288.50001 5 28 0 0 0 5.728241085 22 f 428 52290.34176 5 28 0 1 1 4.580854678 22 e 428 52293.38506 5 28 0 1 1 5.726070562 24 e 428 52297.06539 5 28 0 0 0 5.73040314 23 f 428 52298.7535 5 28 0 1 1 4.582601856 23 e 428 52302.00198 5 28 0 1 1 5.728241085 25 e 428 52305.98979 5 28 0 0 0 5.732594432 24 f 428 52307.52645 5 28 0 1 1 4.584320299 24 e 428 52310.98193 5 28 0 1 1 5.73040314 26 e 428 52315.27284 5 28 0 0 0 5.734789002 25 f 428 52316.66005 5 28 0 1 1 4.586073987 25 e 428 52320.32411 5 28 0 1 1 5.732594432 27 e 428 52324.91405 5 28 0 0 0 5.736988415 26 f 428 52326.15365 5 28 0 1 1 4.586111645 26 e 428 52330.02771 5 28 0 1 1 5.734789002 28 e 428 52334.91306 5 28 0 0 0 5.739222075 27 f 428 52336.0067 5 28 0 1 1 4.587891584 27 e 428 52340.09183 5 28 0 1 1 5.736988415 29 e 428 52345.26927 5 28 0 0 0 5.741437075 28 f 428 52346.21845 5 28 0 1 1 4.589650981 28 e 428 52350.51579 5 28 0 1 1 5.739222075 30 e 428 52355.9822 5 28 0 0 0 5.743657304 29 f 428 52356.78836 5 28 0 1 1 4.591421635 29 e 428 52361.29864 5 28 0 1 1 5.741437075 31 e 428 52367.05122 5 28 0 0 0 5.74588103 30 f 428 52367.71567 5 28 0 1 1 4.593185077 30 e 428 52372.43962 5 28 0 1 1 5.743657304 32 e 428 52378.47572 5 28 0 0 0 5.748108322 31 f 428 52378.99966 5 28 0 1 1 4.594952439 31 e 428 52383.93783 5 28 0 1 1 5.74588103 33 e 428 52390.25503 5 28 0 0 0 5.75033922 32 f 428 52390.63959 5 28 0 1 1 4.596723609 32 e 428 52395.79242 5 28 0 1 1 5.748108322 34 e 428 52402.3885 5 28 0 0 0 5.752574993 33 f 428 52402.63469 5 28 0 1 1 4.598486878 33 e 428 52408.00247 5 28 0 1 1 5.75033922 35 e 428 52414.87537 5 28 0 0 0 5.750339497 34 f 428 52414.98413 5 28 0 1 1 4.600271597 34 e 428 52420.56712 5 28 0 1 1 5.752574993 35 f 428 52427.68716 5 28 0 1 1 4.602059994 36 e 428 52427.71493 5 28 0 0 0 5.752574993 35 e 428 52433.48543 5 28 0 1 1 5.750339497 36 f 428 52440.74291 5 28 0 1 1 4.600271597 37 e 428 52440.90638 5 28 0 0 0 5.750309709 36 e 428 52446.7565 5 28 0 1 1 5.752574993 37 f 428 52454.15051 5 28 0 1 1 4.602059994 38 e 428 52454.44893 5 28 0 0 0 5.752574993 37 e 428 52460.37936 5 28 0 1 1 5.750309709 38 f 428 52467.90908 5 28 0 1 1 4.600247767 39 e 428 52468.34173 5 28 0 0 0 5.750309709 38 e 428 52474.35304 5 28 0 1 1 5.752574993 39 f 428 52482.01771 5 28 0 1 1 4.598440003 40 e 428 52482.58393 5 28 0 0 0 5.748050003 39 e 428 52488.67657 5 28 0 1 1 5.750309709 40 f 428 52496.47547 5 28 0 1 1 4.596642028 41 e 428 52497.17461 5 28 0 0 0 5.745802535 40 e 428 52503.34894 5 28 0 1 1 5.748050003 41 f 428 52511.28139 5 28 0 1 1 4.594844567 42 e 428 52512.11287 5 28 0 0 0 5.74354531 41 e 428 52518.36909 5 28 0 1 1 5.745802535 42 f 428 52526.43447 5 28 0 1 1 4.594195102 43 e 428 52527.39774 5 28 0 0 0 5.742743878 42 e 428 52533.73601 5 28 0 1 1 5.74354531 43 f 428 52541.93371 5 28 0 1 1 4.592394624 44 e 428 52543.02825 5 28 0 0 0 5.74049273 43 e 428 52549.44859 5 28 0 1 1 5.742743878 44 f 428 52557.77809 5 28 0 1 1 4.590608652 45 e 428 52559.00341 5 28 0 0 0 5.738260815 44 e 428 52565.50577 5 28 0 1 1 5.74049273 45 f 428 52573.96654 5 28 0 1 1 4.588815054 46 e 428 52575.32219 5 28 0 0 0 5.736018818 45 e 428 52581.90643 5 28 0 1 1 5.738260815 46 f 428 52590.49799 5 28 0 1 1 4.5872975 47 e 428 52591.98353 5 28 0 0 0 5.734121875 46 e 428 52598.64945 5 28 0 1 1 5.736018818 47 f 428 52607.37133 5 28 0 1 1 4.585926771 48 e 428 52608.98636 5 28 0 0 0 5.732408464 47 e 428 52615.73366 5 28 0 1 1 5.734121875 48 f 428 52624.58544 5 28 0 1 1 4.584557949 49 e 428 52626.32958 5 28 0 0 0 5.730697437 48 e 428 52633.15789 5 28 0 1 1 5.732408464 49 f 428 52642.13916 5 28 0 1 1 4.582771605 50 e 428 52644.01207 5 28 0 0 0 3.437078704 49 e 428 52650.92094 5 28 0 1 1 5.730697437 50 f 428 52660.03132 5 28 0 1 1 3.435741451 51 e 428 52662.03262 5 28 0 0 0 2.290494301 50 e 428 52669.02162 5 28 0 1 1 3.437078704 51 f 428 52678.26078 5 28 0 1 1 0.000001 51 e 428 52687.45863 5 28 0 1 1 2.290494301 0 e 429 52270.07982 5 29 0 0 0 2.273818825 1 e 429 52270.3797 5 29 0 0 0 4.549085764 2 e 429 52270.9801 5 29 0 0 0 5.688165608 3 e 429 52271.88206 5 29 0 0 0 5.689987989 4 e 429 52273.08708 5 29 0 0 0 5.691810916 5 e 429 52274.59688 5 29 0 0 0 5.693634717 1 f 429 52276.13982 5 29 0 1 1 3.411814323 1 e 429 52276.16402 5 29 0 1 1 4.549085764 6 e 429 52276.41327 5 29 0 0 0 5.695462145 2 f 429 52276.78807 5 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41 e 429 52560.11444 5 29 0 1 1 5.745802535 43 e 429 52564.47297 5 29 0 0 0 5.742743878 42 f 429 52565.2558 5 29 0 1 1 4.594195102 42 e 429 52573.6665 5 29 0 1 1 5.74354531 44 e 429 52578.1605 5 29 0 0 0 5.74049273 43 f 429 52578.87594 5 29 0 1 1 4.592394624 43 e 429 52587.52035 5 29 0 1 1 5.742743878 45 e 429 52592.14913 5 29 0 0 0 5.738260815 44 f 429 52592.79752 5 29 0 1 1 4.590608652 44 e 429 52601.67492 5 29 0 1 1 5.74049273 46 e 429 52606.43785 5 29 0 0 0 5.736018818 45 f 429 52607.01948 5 29 0 1 1 4.588815054 45 e 429 52616.12911 5 29 0 1 1 5.738260815 47 e 429 52621.02557 5 29 0 0 0 5.734121875 46 f 429 52621.54074 5 29 0 1 1 4.5872975 46 e 429 52630.88181 5 29 0 1 1 5.736018818 48 e 429 52635.91121 5 29 0 0 0 5.732408464 47 f 429 52636.36018 5 29 0 1 1 4.585926771 47 e 429 52645.93185 5 29 0 1 1 5.734121875 49 e 429 52651.09367 5 29 0 0 0 5.730697437 48 f 429 52651.4767 5 29 0 1 1 4.584557949 48 e 429 52661.27807 5 29 0 1 1 5.732408464 50 e 429 52666.57183 5 29 0 0 0 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-1 0 2.289533086 51 e 810 46525.044700 9 1 1 -1 0 4.580988601 2 e 820 45352.077700 9 2 1 1 2 11.37633122 2 f 820 45352.077750 9 2 1 1 2 9.101070553 3 e 820 45355.383670 9 2 1 1 2 11.37997598 3 f 820 45355.383720 9 2 1 1 2 9.103974195 4 e 820 45359.791640 9 2 1 1 2 11.38362183 4 f 820 45359.791690 9 2 1 1 2 9.106893787 5 e 820 45365.301600 9 2 1 1 2 11.38726997 5 f 820 45365.301660 9 2 1 1 2 9.109815547 6 e 820 45371.913560 9 2 1 1 2 11.39092429 6 f 820 45371.913620 9 2 1 1 2 9.112739432 7 e 820 45379.627520 9 2 1 1 2 11.39458222 7 f 820 45379.627580 9 2 1 1 2 9.115664198 8 e 820 45388.443480 9 2 1 1 2 11.3982463 8 f 820 45388.443550 9 2 1 1 2 9.118560651 9 e 820 45398.361450 9 2 1 1 2 11.40249263 9 f 820 45398.361520 9 2 1 1 2 9.121941366 10 e 820 45409.381420 9 2 1 1 2 11.40671586 10 f 820 45409.381500 9 2 1 1 2 9.125372686 11 e 820 45421.503400 9 2 1 1 2 11.41100967 11 f 820 45421.503500 9 2 1 1 2 9.12801987 12 e 820 45434.727390 9 2 1 1 2 11.41432391 12 f 820 45434.727510 9 2 1 1 2 9.131458164 13 e 820 45449.053390 9 2 1 1 2 11.41863145 13 f 820 45449.053530 9 2 1 1 2 9.134098048 14 e 820 45464.481400 9 2 1 1 2 11.42193645 14 f 820 45464.481580 9 2 1 1 2 9.135898529 15 e 820 45481.011430 9 2 1 1 2 11.4242166 15 f 820 45481.011640 9 2 1 1 2 9.139371543 16 e 820 45498.643470 9 2 1 1 2 11.428563 16 f 820 45498.643750 9 2 1 1 2 9.142850061 17 e 820 45517.377560 9 2 1 1 2 11.43291804 17 f 820 45517.377900 9 2 1 1 2 9.146286012 18 e 820 45537.213640 9 2 1 1 2 11.43486438 18 f 820 45537.214090 9 2 1 1 2 9.149777557 1 f 820 45546.927520 9 2 1 0 1 6.823628897 1 e 820 45546.951250 9 2 1 0 1 9.098171528 2 f 820 45548.977140 9 2 1 0 1 9.101070553 2 e 820 45549.046920 9 2 1 0 1 11.37633122 3 f 820 45552.055050 9 2 1 0 1 9.103974195 3 e 820 45552.190380 9 2 1 0 1 11.37997598 4 f 820 45556.165480 9 2 1 0 1 9.106893787 4 e 820 45556.381840 9 2 1 0 1 11.38362183 19 e 820 45558.151730 9 2 1 1 2 11.43916108 19 f 820 45558.152280 9 2 1 1 2 9.151326541 5 f 820 45561.313980 9 2 1 0 1 9.109815547 5 e 820 45561.621920 9 2 1 0 1 11.38726997 6 f 820 45567.507400 9 2 1 0 1 9.112739432 6 e 820 45567.911890 9 2 1 0 1 11.39092429 7 f 820 45574.753750 9 2 1 0 1 9.115664198 7 e 820 45575.253940 9 2 1 0 1 11.39458222 20 e 820 45580.191780 9 2 1 1 2 11.44348069 20 f 820 45580.192500 9 2 1 1 2 9.154781691 8 f 820 45583.062060 9 2 1 0 1 9.118560651 8 e 820 45583.651370 9 2 1 0 1 11.3982463 9 f 820 45592.442160 9 2 1 0 1 9.121941366 9 e 820 45593.108770 9 2 1 0 1 11.40249263 10 f 820 45602.904350 9 2 1 0 1 9.125372686 21 e 820 45603.333810 9 2 1 1 2 11.44778277 21 f 820 45603.334710 9 2 1 1 2 9.158222291 10 e 820 45603.632100 9 2 1 0 1 11.40671586 11 f 820 45614.459080 9 2 1 0 1 9.12801987 11 e 820 45615.228650 9 2 1 0 1 11.41100967 12 f 820 45627.116510 9 2 1 0 1 9.131458164 22 e 820 45627.577800 9 2 1 1 2 11.45214112 22 f 820 45627.578940 9 2 1 1 2 9.161709501 12 e 820 45627.906920 9 2 1 0 1 11.41432391 13 f 820 45640.886190 9 2 1 0 1 9.134098048 13 e 820 45641.676320 9 2 1 0 1 11.41863145 23 e 820 45652.923730 9 2 1 1 2 11.45648217 23 f 820 45652.925180 9 2 1 1 2 9.165203713 14 f 820 45655.776630 9 2 1 0 1 9.135898529 14 e 820 45656.546770 9 2 1 0 1 11.42193645 15 f 820 45671.795090 9 2 1 0 1 9.139371543 15 e 820 45672.528200 9 2 1 0 1 11.4242166 24 e 820 45679.371560 9 2 1 1 2 11.46080628 24 f 820 45679.373430 9 2 1 1 2 9.168641036 16 f 820 45688.947360 9 2 1 0 1 9.142850061 16 e 820 45689.630010 9 2 1 0 1 11.428563 25 e 820 45706.921270 9 2 1 1 2 11.46518886 25 f 820 45706.923640 9 2 1 1 2 9.172147975 17 f 820 45707.237730 9 2 1 0 1 9.146286012 17 e 820 45707.860530 9 2 1 0 1 11.43291804 0 f 820 45712.982450 9 2 1 -1 0 0.000001 1 f 820 45714.098190 9 2 1 -1 0 6.823628897 0 e 820 45715.964620 9 2 1 -1 0 4.547637794 2 f 820 45716.329440 9 2 1 -1 0 9.101070553 1 e 820 45717.077630 9 2 1 -1 0 9.098171528 2 e 820 45719.303610 9 2 1 -1 0 11.37633122 3 f 820 45719.676270 9 2 1 -1 0 9.103974195 3 e 820 45722.642590 9 2 1 -1 0 11.37997598 4 f 820 45724.138710 9 2 1 -1 0 9.106893787 18 f 820 45726.669070 9 2 1 0 1 9.149777557 4 e 820 45727.094620 9 2 1 -1 0 11.38362183 18 e 820 45727.226620 9 2 1 0 1 11.43486438 5 f 820 45729.716760 9 2 1 -1 0 9.109815547 5 e 820 45732.659740 9 2 1 -1 0 11.38726997 26 e 820 45735.572740 9 2 1 1 2 11.46957843 26 f 820 45735.575800 9 2 1 1 2 9.172223437 6 f 820 45736.410390 9 2 1 -1 0 9.112739432 6 e 820 45739.337990 9 2 1 -1 0 11.39092429 7 f 820 45744.219620 9 2 1 -1 0 9.115664198 7 e 820 45747.129440 9 2 1 -1 0 11.39458222 19 f 820 45747.242860 9 2 1 0 1 9.151326541 19 e 820 45747.733480 9 2 1 0 1 11.43916108 8 f 820 45753.144430 9 2 1 -1 0 9.118560651 8 e 820 45756.034160 9 2 1 -1 0 11.3982463 9 f 820 45763.184820 9 2 1 -1 0 9.121941366 27 e 820 45765.325880 9 2 1 1 2 11.47397738 27 f 820 45765.329840 9 2 1 1 2 9.175783169 9 e 820 45766.052210 9 2 1 -1 0 11.40249263 20 f 820 45768.959600 9 2 1 0 1 9.154781691 20 e 820 45769.384500 9 2 1 0 1 11.44348069 10 f 820 45774.340770 9 2 1 -1 0 9.125372686 10 e 820 45777.183690 9 2 1 -1 0 11.40671586 11 f 820 45786.612270 9 2 1 -1 0 9.12801987 11 e 820 45789.428680 9 2 1 -1 0 11.41100967 21 f 820 45791.818820 9 2 1 0 1 9.158222291 21 e 820 45792.181520 9 2 1 0 1 11.44778277 28 e 820 45796.180510 9 2 1 1 2 11.47844415 28 f 820 45796.185660 9 2 1 1 2 9.179302401 12 f 820 45799.999320 9 2 1 -1 0 9.131458164 12 e 820 45802.787290 9 2 1 -1 0 11.41432391 13 f 820 45814.501900 9 2 1 -1 0 9.134098048 22 f 820 45815.819460 9 2 1 0 1 9.161709501 22 e 820 45816.124940 9 2 1 0 1 11.45214112 13 e 820 45817.259590 9 2 1 -1 0 11.41863145 29 e 820 45828.136460 9 2 1 1 2 11.48287415 29 f 820 45828.143200 9 2 1 1 2 9.18284327 14 f 820 45830.119990 9 2 1 -1 0 9.135898529 14 e 820 45832.845700 9 2 1 -1 0 11.42193645 23 f 820 45840.959980 9 2 1 0 1 9.165203713 23 e 820 45841.214070 9 2 1 0 1 11.45648217 15 f 820 45846.853590 9 2 1 -1 0 9.139371543 15 e 820 45849.545730 9 2 1 -1 0 11.4242166 30 e 820 45861.193420 9 2 1 1 2 11.48731461 30 f 820 45861.202400 9 2 1 1 2 9.186370153 16 f 820 45864.702690 9 2 1 -1 0 9.142850061 24 f 820 45867.238570 9 2 1 0 1 9.168641036 16 e 820 45867.359780 9 2 1 -1 0 11.428563 24 e 820 45867.447350 9 2 1 0 1 11.46080628 17 f 820 45883.667270 9 2 1 -1 0 9.146286012 17 e 820 45886.288000 9 2 1 -1 0 11.43291804 25 f 820 45894.653210 9 2 1 0 1 9.172147975 25 e 820 45894.822770 9 2 1 0 1 11.46518886 31 e 820 45895.350980 9 2 1 1 2 11.49176206 31 f 820 45895.363110 9 2 1 1 2 9.189904877 18 f 820 45903.747330 9 2 1 -1 0 9.149777557 18 e 820 45906.330450 9 2 1 -1 0 11.43486438 26 f 820 45923.201850 9 2 1 0 1 9.172223437 26 e 820 45923.337900 9 2 1 0 1 11.46957843 19 f 820 45924.942810 9 2 1 -1 0 9.151326541 19 e 820 45927.487250 9 2 1 -1 0 11.43916108 32 e 820 45930.608430 9 2 1 1 2 11.49621664 32 f 820 45930.625140 9 2 1 1 2 9.193447218 20 f 820 45947.253720 9 2 1 -1 0 9.154781691 20 e 820 45949.758480 9 2 1 -1 0 11.44348069 27 f 820 45952.882480 9 2 1 0 1 9.175783169 27 e 820 45952.990250 9 2 1 0 1 11.47397738 33 e 820 45966.964580 9 2 1 1 2 11.50067869 33 f 820 45966.988220 9 2 1 1 2 9.196973757 21 f 820 45970.680010 9 2 1 -1 0 9.158222291 21 e 820 45973.144270 9 2 1 -1 0 11.44778277 28 f 820 45983.693100 9 2 1 0 1 9.179302401 28 e 820 45983.777280 9 2 1 0 1 11.47844415 22 f 820 45995.221700 9 2 1 -1 0 9.161709501 22 e 820 45997.644710 9 2 1 -1 0 11.45214112 34 e 820 46004.417310 9 2 1 1 2 11.50514999 34 f 820 46004.451940 9 2 1 1 2 9.200543194 29 f 820 46015.631880 9 2 1 0 1 9.18284327 29 e 820 46015.696640 9 2 1 0 1 11.48287415 23 f 820 46020.878760 9 2 1 -1 0 9.165203713 23 e 820 46023.259930 9 2 1 -1 0 11.45648217 35 e 820 46042.962370 9 2 1 1 2 11.50067899 35 f 820 46043.015770 9 2 1 1 2 9.204119988 24 f 820 46047.651220 9 2 1 -1 0 9.168641036 30 f 820 46048.697130 9 2 1 0 1 9.186370153 30 e 820 46048.746020 9 2 1 0 1 11.48731461 24 e 820 46049.990010 9 2 1 -1 0 11.46080628 25 f 820 46075.539010 9 2 1 -1 0 9.172147975 25 e 820 46077.835070 9 2 1 -1 0 11.46518886 36 e 820 46082.589960 9 2 1 1 2 11.50514999 36 f 820 46082.678830 9 2 1 1 2 9.200543194 31 f 820 46082.887270 9 2 1 0 1 9.189904877 31 e 820 46082.923380 9 2 1 0 1 11.49176206 26 f 820 46104.542130 9 2 1 -1 0 9.172223437 26 e 820 46106.795140 9 2 1 -1 0 11.46957843 32 f 820 46118.200850 9 2 1 0 1 9.193447218 32 e 820 46118.226790 9 2 1 0 1 11.49621664 37 e 820 46123.271200 9 2 1 1 2 11.50061942 37 f 820 46123.439770 9 2 1 1 2 9.204119988 27 f 820 46134.660540 9 2 1 -1 0 9.175783169 27 e 820 46136.870310 9 2 1 -1 0 11.47397738 33 f 820 46154.636530 9 2 1 0 1 9.196973757 33 e 820 46154.654510 9 2 1 0 1 11.50067869 38 e 820 46164.874180 9 2 1 1 2 11.50514999 38 f 820 46165.296330 9 2 1 1 2 9.200495534 28 f 820 46165.894180 9 2 1 -1 0 9.179302401 28 e 820 46168.060610 9 2 1 -1 0 11.47844415 34 f 820 46192.193110 9 2 1 0 1 9.200543194 34 e 820 46192.204990 9 2 1 0 1 11.50514999 29 f 820 46198.243040 9 2 1 -1 0 9.18284327 29 e 820 46200.366160 9 2 1 -1 0 11.48287415 39 f 820 46208.244510 9 2 1 1 2 9.196886036 39 e 820 46210.322200 9 2 1 1 2 11.50061942 35 f 820 46230.869510 9 2 1 0 1 9.204119988 35 e 820 46230.876830 9 2 1 0 1 11.50067899 30 f 820 46231.707140 9 2 1 -1 0 9.186370153 30 e 820 46233.786980 9 2 1 -1 0 11.48731461 40 f 820 46252.276440 9 2 1 1 2 9.193284056 40 e 820 46253.021080 9 2 1 1 2 11.49610755 31 f 820 46266.286460 9 2 1 -1 0 9.189904877 31 e 820 46268.323170 9 2 1 -1 0 11.49176206 36 f 820 46270.664730 9 2 1 0 1 9.200543194 36 e 820 46270.668790 9 2 1 0 1 11.50514999 41 f 820 46297.374350 9 2 1 1 2 9.19082829 41 e 820 46297.969930 9 2 1 1 2 11.49160507 32 f 820 46301.980970 9 2 1 -1 0 9.193447218 32 e 820 46303.974790 9 2 1 -1 0 11.49621664 37 f 820 46311.577890 9 2 1 0 1 9.204119988 37 e 820 46311.579740 9 2 1 0 1 11.50061942 33 f 820 46338.790660 9 2 1 -1 0 9.196973757 33 e 820 46340.741850 9 2 1 -1 0 11.50067869 42 f 820 46343.489060 9 2 1 1 2 9.188390205 42 e 820 46344.167030 9 2 1 1 2 11.48853536 38 f 820 46353.608190 9 2 1 0 1 9.200495534 38 e 820 46353.608700 9 2 1 0 1 11.50514999 34 f 820 46376.715480 9 2 1 -1 0 9.200543194 34 e 820 46378.624420 9 2 1 -1 0 11.50514999 43 f 820 46390.427840 9 2 1 1 2 9.184800047 43 e 820 46391.506100 9 2 1 1 2 11.48548776 39 e 820 46396.754820 9 2 1 0 1 11.50061942 39 f 820 46396.754900 9 2 1 0 1 9.196886036 35 f 820 46415.755440 9 2 1 -1 0 9.204119988 35 e 820 46417.622510 9 2 1 -1 0 11.50067899 44 f 820 46436.994270 9 2 1 1 2 9.181217304 44 e 820 46439.960470 9 2 1 1 2 11.48100006 40 e 820 46441.017280 9 2 1 0 1 11.49610755 40 f 820 46441.017410 9 2 1 0 1 9.193284056 36 f 820 46455.910510 9 2 1 -1 0 9.200543194 36 e 820 46457.736150 9 2 1 -1 0 11.50514999 41 f 820 46486.395100 9 2 1 0 1 9.19082829 41 e 820 46486.395430 9 2 1 0 1 11.49160507 45 e 820 46489.517610 9 2 1 1 2 11.47652163 45 f 820 46490.660810 9 2 1 1 2 9.178177306 37 f 820 46497.180640 9 2 1 -1 0 9.204119988 37 e 820 46498.965360 9 2 1 -1 0 11.50061942 42 f 820 46532.887450 9 2 1 0 1 9.188390205 42 e 820 46532.888600 9 2 1 0 1 11.48853536 38 f 820 46539.565820 9 2 1 -1 0 9.200495534 46 e 820 46540.164930 9 2 1 1 2 11.47272163 46 f 820 46540.860750 9 2 1 1 2 9.175144108 38 e 820 46541.310150 9 2 1 -1 0 11.50514999 43 f 820 46580.493960 9 2 1 0 1 9.184800047 43 e 820 46580.496260 9 2 1 0 1 11.48548776 39 f 820 46583.066030 9 2 1 -1 0 9.196886036 39 e 820 46584.770570 9 2 1 -1 0 11.50061942 47 e 820 46591.875210 9 2 1 1 2 11.46893013 47 f 820 46592.477200 9 2 1 1 2 9.172113652 40 f 820 46627.681270 9 2 1 -1 0 9.193284056 44 f 820 46629.214210 9 2 1 0 1 9.181217304 44 e 820 46629.217880 9 2 1 0 1 11.48100006 40 e 820 46629.346580 9 2 1 -1 0 11.49610755 48 e 820 46644.536430 9 2 1 1 2 11.46514207 48 f 820 46645.289740 9 2 1 1 2 9.169115898 41 f 820 46673.411490 9 2 1 -1 0 9.19082829 41 e 820 46675.038230 9 2 1 -1 0 11.49160507 45 f 820 46679.047800 9 2 1 0 1 9.178177306 45 e 820 46679.053020 9 2 1 0 1 11.47652163 49 e 820 46697.007250 9 2 1 1 2 11.46139487 49 f 820 46699.244140 9 2 1 1 2 9.165543211 42 f 820 46720.256670 9 2 1 -1 0 9.188390205 42 e 820 46721.845470 9 2 1 -1 0 11.48853536 46 f 820 46729.994380 9 2 1 0 1 9.175144108 46 e 820 46730.001270 9 2 1 0 1 11.47272163 50 f 820 46754.321260 9 2 1 1 2 6.871482902 50 e 820 46754.707540 9 2 1 1 2 6.874157408 43 f 820 46768.216770 9 2 1 -1 0 9.184800047 43 e 820 46769.768320 9 2 1 -1 0 11.48548776 47 f 820 46782.053620 9 2 1 0 1 9.172113652 47 e 820 46782.062290 9 2 1 0 1 11.46893013 51 f 820 46810.512790 9 2 1 1 2 2.289533086 51 e 820 46810.666370 9 2 1 1 2 4.580988601 44 f 820 46817.291750 9 2 1 -1 0 9.181217304 44 e 820 46818.806740 9 2 1 -1 0 11.48100006 48 f 820 46835.225240 9 2 1 0 1 9.169115898 48 e 820 46835.235750 9 2 1 0 1 11.46514207 45 f 820 46867.481590 9 2 1 -1 0 9.178177306 45 e 820 46868.960710 9 2 1 -1 0 11.47652163 49 f 820 46889.508960 9 2 1 0 1 9.165543211 49 e 820 46889.521350 9 2 1 0 1 11.46139487 46 f 820 46918.786270 9 2 1 -1 0 9.175144108 46 e 820 46920.230220 9 2 1 -1 0 11.47272163 50 f 820 46944.904560 9 2 1 0 1 6.871482902 50 e 820 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5.726070562 22 f 850 47730.084800 9 5 1 0 1 9.161709501 13 e 850 47732.605300 9 5 1 -1 0 5.709315727 29 e 850 47740.313470 9 5 1 1 2 5.741437075 29 f 850 47740.313960 9 5 1 1 2 9.18284327 13 f 850 47741.422090 9 5 1 -1 0 9.134098048 14 e 850 47746.832900 9 5 1 -1 0 5.710968227 23 e 850 47754.351880 9 5 1 0 1 5.728241085 23 f 850 47754.404700 9 5 1 0 1 9.165203713 14 f 850 47756.369100 9 5 1 -1 0 9.135898529 15 e 850 47761.945250 9 5 1 -1 0 5.7121083 30 e 850 47771.753230 9 5 1 1 2 5.743657304 30 f 850 47771.753690 9 5 1 1 2 9.186370153 15 f 850 47772.378030 9 5 1 -1 0 9.139371543 16 e 850 47777.888100 9 5 1 -1 0 5.714281288 24 e 850 47779.708670 9 5 1 0 1 5.73040314 24 f 850 47779.768730 9 5 1 0 1 9.168641036 16 f 850 47789.447440 9 5 1 -1 0 9.142850061 17 e 850 47794.594200 9 5 1 -1 0 5.71645902 31 e 850 47804.220630 9 5 1 1 2 5.74588103 31 f 850 47804.221070 9 5 1 1 2 9.189904877 25 e 850 47806.106800 9 5 1 0 1 5.732594432 25 f 850 47806.175100 9 5 1 0 1 9.172147975 17 f 850 47807.575470 9 5 1 -1 0 9.146286012 18 e 850 47811.988160 9 5 1 -1 0 5.717432189 18 f 850 47826.759640 9 5 1 -1 0 9.149777557 19 e 850 47829.999670 9 5 1 -1 0 5.71958054 26 e 850 47833.544240 9 5 1 0 1 5.734789002 26 f 850 47833.621980 9 5 1 0 1 9.172223437 32 e 850 47837.713690 9 5 1 1 2 5.748108322 32 f 850 47837.714110 9 5 1 1 2 9.193447218 19 f 850 47846.995920 9 5 1 -1 0 9.151326541 27 e 850 47862.018760 9 5 1 0 1 5.736988415 27 f 850 47862.107400 9 5 1 0 1 9.175783169 20 f 850 47868.276660 9 5 1 -1 0 9.154781691 33 e 850 47872.230290 9 5 1 1 2 5.75033922 33 f 850 47872.230740 9 5 1 1 2 9.196973757 21 f 850 47890.582650 9 5 1 -1 0 9.158222291 28 e 850 47891.528130 9 5 1 0 1 5.739222075 28 f 850 47891.629280 9 5 1 0 1 9.179302401 20 e 850 47899.516070 9 5 1 -1 0 5.721740343 34 e 850 47907.768350 9 5 1 1 2 5.752574993 34 f 850 47907.768800 9 5 1 1 2 9.200543194 22 f 850 47913.865940 9 5 1 -1 0 9.161709501 21 e 850 47919.428380 9 5 1 -1 0 5.723891296 29 e 850 47922.069750 9 5 1 0 1 5.741437075 29 f 850 47922.185460 9 5 1 0 1 9.18284327 23 f 850 47938.968880 9 5 1 -1 0 9.165203713 22 e 850 47940.331640 9 5 1 -1 0 5.726070562 35 e 850 47944.325640 9 5 1 1 2 5.750339497 35 f 850 47944.326120 9 5 1 1 2 9.204119988 30 e 850 47953.640900 9 5 1 0 1 5.743657304 30 f 850 47953.773700 9 5 1 0 1 9.186370153 23 e 850 47962.258720 9 5 1 -1 0 5.728241085 24 f 850 47964.358440 9 5 1 -1 0 9.168641036 36 e 850 47981.899910 9 5 1 1 2 5.752574993 36 f 850 47981.900430 9 5 1 1 2 9.200543194 24 e 850 47985.252090 9 5 1 -1 0 5.73040314 31 e 850 47986.238530 9 5 1 0 1 5.74588103 31 f 850 47986.391590 9 5 1 0 1 9.189904877 25 f 850 47990.870280 9 5 1 -1 0 9.172147975 25 e 850 48009.363930 9 5 1 -1 0 5.732594432 26 f 850 48018.461370 9 5 1 -1 0 9.172223437 32 e 850 48019.859240 9 5 1 0 1 5.748108322 32 f 850 48020.036550 9 5 1 0 1 9.193447218 37 e 850 48020.488820 9 5 1 1 2 5.750309709 37 f 850 48020.489390 9 5 1 1 2 9.204119988 26 e 850 48034.653230 9 5 1 -1 0 5.734789002 27 f 850 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9.189904877 31 e 850 48180.155900 9 5 1 -1 0 5.74588103 41 e 850 48184.941960 9 5 1 1 2 5.745802535 41 f 850 48184.942880 9 5 1 1 2 9.19082829 37 e 850 48203.146300 9 5 1 0 1 5.750309709 37 f 850 48203.562890 9 5 1 0 1 9.204119988 32 f 850 48206.041150 9 5 1 -1 0 9.193447218 32 e 850 48213.059520 9 5 1 -1 0 5.748108322 42 e 850 48228.566790 9 5 1 1 2 5.74354531 42 f 850 48228.567880 9 5 1 1 2 9.188390205 33 f 850 48240.941210 9 5 1 -1 0 9.196973757 38 e 850 48242.790830 9 5 1 0 1 5.752574993 38 f 850 48243.303350 9 5 1 0 1 9.200495534 33 e 850 48247.160880 9 5 1 -1 0 5.75033922 43 e 850 48273.190850 9 5 1 1 2 5.742743878 43 f 850 48273.192160 9 5 1 1 2 9.184800047 34 f 850 48276.873380 9 5 1 -1 0 9.200543194 34 e 850 48282.426780 9 5 1 -1 0 5.752574993 39 e 850 48283.402570 9 5 1 0 1 5.750309709 39 f 850 48284.045010 9 5 1 0 1 9.196886036 35 f 850 48313.835250 9 5 1 -1 0 9.204119988 44 e 850 48318.811370 9 5 1 1 2 5.74049273 44 f 850 48318.812930 9 5 1 1 2 9.181217304 35 e 850 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5.750309709 44 e 850 48499.207530 9 5 1 0 1 5.74049273 44 f 850 48502.495370 9 5 1 0 1 9.181217304 48 e 850 48511.199610 9 5 1 1 2 5.732408464 48 f 850 48511.202630 9 5 1 1 2 9.169115898 40 f 850 48514.001020 9 5 1 -1 0 9.193284056 40 e 850 48517.199960 9 5 1 -1 0 5.748050003 45 e 850 48543.681200 9 5 1 0 1 5.738260815 45 f 850 48549.035880 9 5 1 0 1 9.178177306 41 f 850 48557.086990 9 5 1 -1 0 9.19082829 41 e 850 48560.053110 9 5 1 -1 0 5.745802535 49 e 850 48561.757990 9 5 1 1 2 5.730697437 49 f 850 48561.761570 9 5 1 1 2 9.165543211 46 f 850 48596.460090 9 5 1 0 1 9.175144108 42 f 850 48601.184140 9 5 1 -1 0 9.188390205 42 e 850 48603.944050 9 5 1 -1 0 5.74354531 46 e 850 48607.781980 9 5 1 0 1 5.736018818 50 e 850 48613.294590 9 5 1 1 2 3.437078704 50 f 850 48613.298820 9 5 1 1 2 6.871482902 47 f 850 48644.702630 9 5 1 0 1 9.172113652 43 f 850 48646.289540 9 5 1 -1 0 9.184800047 43 e 850 48648.865770 9 5 1 -1 0 5.742743878 47 e 850 48653.711500 9 5 1 0 1 5.734121875 51 e 850 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0 6.871482902 50 e 850 48991.707130 9 5 1 -1 0 3.437078704 51 f 850 49043.061840 9 5 1 -1 0 2.289533086 51 e 850 49044.681630 9 5 1 -1 0 2.290494301 2 e 860 47889.281140 9 6 1 1 2 5.688165608 2 f 860 47889.281300 9 6 1 1 2 9.101070553 3 e 860 47892.384590 9 6 1 1 2 5.689987989 3 f 860 47892.384760 9 6 1 1 2 9.103974195 4 e 860 47896.522550 9 6 1 1 2 5.691810916 4 f 860 47896.522710 9 6 1 1 2 9.106893787 5 e 860 47901.694990 9 6 1 1 2 5.693634717 5 f 860 47901.695160 9 6 1 1 2 9.109815547 6 e 860 47907.901930 9 6 1 1 2 5.695462145 6 f 860 47907.902100 9 6 1 1 2 9.112739432 7 e 860 47915.143370 9 6 1 1 2 5.697291112 7 f 860 47915.143540 9 6 1 1 2 9.115664198 8 e 860 47923.419310 9 6 1 1 2 5.699123149 8 f 860 47923.419480 9 6 1 1 2 9.118560651 9 e 860 47932.729760 9 6 1 1 2 5.701246315 9 f 860 47932.729940 9 6 1 1 2 9.121941366 10 e 860 47943.074730 9 6 1 1 2 5.703357929 10 f 860 47943.074900 9 6 1 1 2 9.125372686 11 e 860 47954.454200 9 6 1 1 2 5.705504835 11 f 860 47954.454390 9 6 1 1 2 9.12801987 12 e 860 47966.868200 9 6 1 1 2 5.707161954 12 f 860 47966.868390 9 6 1 1 2 9.131458164 13 e 860 47980.316720 9 6 1 1 2 5.709315727 13 f 860 47980.316920 9 6 1 1 2 9.134098048 14 e 860 47994.799780 9 6 1 1 2 5.710968227 14 f 860 47994.799990 9 6 1 1 2 9.135898529 15 e 860 48010.317380 9 6 1 1 2 5.7121083 15 f 860 48010.317600 9 6 1 1 2 9.139371543 16 e 860 48026.869540 9 6 1 1 2 5.714281288 16 f 860 48026.869780 9 6 1 1 2 9.142850061 17 e 860 48044.456270 9 6 1 1 2 5.71645902 17 f 860 48044.456530 9 6 1 1 2 9.146286012 18 e 860 48063.077560 9 6 1 1 2 5.717432189 18 f 860 48063.077870 9 6 1 1 2 9.149777557 1 e 860 48066.940200 9 6 1 0 1 4.549085764 1 f 860 48066.940620 9 6 1 0 1 6.823628897 2 e 860 48069.018710 9 6 1 0 1 5.688165608 2 f 860 48069.019690 9 6 1 0 1 9.101070553 3 e 860 48072.136400 9 6 1 0 1 5.689987989 3 f 860 48072.138230 9 6 1 0 1 9.103974195 4 e 860 48076.293280 9 6 1 0 1 5.691810916 4 f 860 48076.296250 9 6 1 0 1 9.106893787 5 e 860 48081.489290 9 6 1 0 1 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e 413 49541.37976 5 13 0 0 0 5.738260815) (46 e 413 49579.71419 5 13 0 0 0 5.736018818) (47 e 413 49618.91762 5 13 0 0 0 5.734121875) (48 e 413 49659.07096 5 13 0 0 0 5.732408464) (49 e 413 49698.89008 5 13 0 0 0 5.730697437) (50 e 413 49740.73746 5 13 0 0 0 3.437078704) (51 e 413 49783.28994 5 13 0 0 0 2.290494301) (1 e 800 44161.69149 9 0 1 0 1 4.549085764) (1 f 800 44161.69172 9 0 1 0 1 6.823628897) (2 e 800 44163.96523 9 0 1 0 1 5.688165608) (2 f 800 44163.96563 9 0 1 0 1 9.101070553) (3 e 800 44167.37581 9 0 1 0 1 5.689987989) (3 f 800 44167.37645 9 0 1 0 1 9.103974195) (4 e 800 44171.92325 9 0 1 0 1 5.691810916) (4 f 800 44171.92421 9 0 1 0 1 9.106893787) (5 e 800 44177.60753 9 0 1 0 1 5.693634717) (5 f 800 44177.60889 9 0 1 0 1 9.109815547) (6 e 800 44184.42865 9 0 1 0 1 5.695462145) (6 f 800 44184.4305 9 0 1 0 1 9.112739432) (7 e 800 44192.38658 9 0 1 0 1 5.697291112) (7 f 800 44192.38901 9 0 1 0 1 9.115664198) (8 e 800 44201.48132 9 0 1 0 1 5.699123149) (8 f 800 44201.48444 9 0 1 0 1 9.118560651) (9 e 800 44211.71284 9 0 1 0 1 5.701246315) (9 f 800 44211.71675 9 0 1 0 1 9.121941366) (10 e 800 44223.08113 9 0 1 0 1 5.703357929) (10 f 800 44223.08594 9 0 1 0 1 9.125372686) (11 e 800 44235.58614 9 0 1 0 1 5.705504835) (11 f 800 44235.59198 9 0 1 0 1 9.12801987) (12 e 800 44249.22785 9 0 1 0 1 5.707161954) (12 f 800 44249.23486 9 0 1 0 1 9.131458164) (13 e 800 44264.00622 9 0 1 0 1 5.709315727) (13 f 800 44264.01456 9 0 1 0 1 9.134098048) (14 e 800 44279.92123 9 0 1 0 1 5.710968227) (14 f 800 44279.93104 9 0 1 0 1 9.135898529) (15 e 800 44296.97281 9 0 1 0 1 5.7121083) (15 f 800 44296.98428 9 0 1 0 1 9.139371543) (16 e 800 44315.16091 9 0 1 0 1 5.714281288) (16 f 800 44315.17426 9 0 1 0 1 9.142850061) (17 e 800 44334.48547 9 0 1 0 1 5.71645902) (17 f 800 44334.50094 9 0 1 0 1 9.146286012) (18 e 800 44354.94642 9 0 1 0 1 5.717432189) (18 f 800 44354.96428 9 0 1 0 1 9.149777557) (19 e 800 44376.54365 9 0 1 0 1 5.71958054) (19 f 800 44376.56418 9 0 1 0 1 9.151326541) (20 e 800 44399.27707 9 0 1 0 1 5.721740343) (20 f 800 44399.30063 9 0 1 0 1 9.154781691) (21 e 800 44423.14656 9 0 1 0 1 5.723891296) (21 f 800 44423.1735 9 0 1 0 1 9.158222291) (22 e 800 44448.15196 9 0 1 0 1 5.726070562) (22 f 800 44448.18279 9 0 1 0 1 9.161709501) (23 e 800 44474.2931 9 0 1 0 1 5.728241085) (23 f 800 44474.32837 9 0 1 0 1 9.165203713) (24 e 800 44501.56977 9 0 1 0 1 5.73040314) (24 f 800 44501.61018 9 0 1 0 1 9.168641036) (25 e 800 44529.98171 9 0 1 0 1 5.732594432) (25 f 800 44530.02807 9 0 1 0 1 9.172147975) (26 e 800 44559.52861 9 0 1 0 1 5.734789002) (26 f 800 44559.58189 9 0 1 0 1 9.172223437) (27 e 800 44590.21 9 0 1 0 1 5.736988415) (27 f 800 44590.27146 9 0 1 0 1 9.175783169) (28 e 800 44622.02551 9 0 1 0 1 5.739222075) (28 f 800 44622.09652 9 0 1 0 1 9.179302401) (29 e 800 44654.97441 9 0 1 0 1 5.741437075) (29 f 800 44655.05683 9 0 1 0 1 9.18284327) (30 e 800 44689.05594 9 0 1 0 1 5.743657304) (30 f 800 44689.15212 9 0 1 0 1 9.186370153) (31 e 800 44724.26897 9 0 1 0 1 5.74588103) (31 f 800 44724.38201 9 0 1 0 1 9.189904877) (32 e 800 44760.61203 9 0 1 0 1 5.748108322) (32 f 800 44760.74602 9 0 1 0 1 9.193447218) (33 e 800 44798.08305 9 0 1 0 1 5.75033922) (33 f 800 44798.24355 9 0 1 0 1 9.196973757) (34 e 800 44836.67916 9 0 1 0 1 5.752574993) (34 f 800 44836.8738 9 0 1 0 1 9.200543194) (35 e 800 44876.39602 9 0 1 0 1 5.750339497) (35 f 800 44876.6358 9 0 1 0 1 9.204119988) (36 e 800 44917.22703 9 0 1 0 1 5.752574993) (36 f 800 44917.52818 9 0 1 0 1 9.200543194) (37 e 800 44959.16145 9 0 1 0 1 5.750309709) (37 f 800 44959.54913 9 0 1 0 1 9.204119988) (38 e 800 45002.18072 9 0 1 0 1 5.752574993) (38 f 800 45002.69612 9 0 1 0 1 9.200495534) (39 e 800 45046.25003 9 0 1 0 1 5.750309709) (39 f 800 45046.96553 9 0 1 0 1 9.196886036) (40 e 800 45091.29679 9 0 1 0 1 5.748050003) (40 f 800 45092.35204 9 0 1 0 1 9.193284056) (41 e 800 45137.1486 9 0 1 0 1 5.745802535) (41 f 800 45138.84735 9 0 1 0 1 9.19082829) (42 e 800 45183.34268 9 0 1 0 1 5.74354531) (42 f 800 45186.4381 9 0 1 0 1 9.188390205) (43 e 800 45243.71234 9 0 1 0 1 5.742743878) (43 f 800 45235.10116 9 0 1 0 1 9.184800047) (44 e 800 45290.4646 9 0 1 0 1 5.74049273) (44 f 800 45284.79346 9 0 1 0 1 9.181217304) (45 e 800 45340.12987 9 0 1 0 1 5.738260815) (45 f 800 45335.42671 9 0 1 0 1 9.178177306) (46 e 800 45391.67024 9 0 1 0 1 5.736018818) (46 f 800 45386.7986 9 0 1 0 1 9.175144108) (47 e 800 45444.64921 9 0 1 0 1 5.734121875) (47 f 800 45438.40874 9 0 1 0 1 9.172113652) (48 e 800 45498.89555 9 0 1 0 1 5.732408464) (48 f 800 45506.20755 9 0 1 0 1 9.169115898) (49 e 800 45554.32223 9 0 1 0 1 5.730697437) (49 f 800 45558.60086 9 0 1 0 1 9.165543211) (50 e 800 45610.85193 9 0 1 0 1 3.437078704) (50 f 800 45613.82585 9 0 1 0 1 6.871482902) (51 e 800 45668.32769 9 0 1 0 1 2.290494301) (51 f 800 45670.96918 9 0 1 0 1 2.289533086) (1 e 801 44851.4298 9 1 1 0 1 9.098171528) (1 f 801 44851.43072 9 1 1 0 1 6.823628897) (2 e 801 44853.67381 9 1 1 0 1 11.37633122) (2 f 801 44853.67655 9 1 1 0 1 9.101070553) (3 e 801 44857.03957 9 1 1 0 1 11.37997598) (3 f 801 44857.04505 9 1 1 0 1 9.103974195) (4 e 801 44861.5268 9 1 1 0 1 11.38362183) (4 f 801 44861.53602 9 1 1 0 1 9.106893787) (5 e 801 44867.13509 9 1 1 0 1 11.38726997) (5 f 801 44867.14915 9 1 1 0 1 9.109815547) (6 e 801 44873.86391 9 1 1 0 1 11.39092429) (6 f 801 44873.88402 9 1 1 0 1 9.112739432) (7 e 801 44881.71264 9 1 1 0 1 11.39458222) (7 f 801 44881.74015 9 1 1 0 1 9.115664198) (8 e 801 44890.6805 9 1 1 0 1 11.3982463) (8 f 801 44890.71695 9 1 1 0 1 9.118560651) (9 e 801 44900.76656 9 1 1 0 1 11.40249263) (9 f 801 44900.81374 9 1 1 0 1 9.121941366) (10 e 801 44911.96972 9 1 1 0 1 11.40671586) (10 f 801 44912.02972 9 1 1 0 1 9.125372686) (11 e 801 44924.28866 9 1 1 0 1 11.41100967) (11 f 801 44924.36396 9 1 1 0 1 9.12801987) (12 e 801 44937.72184 9 1 1 0 1 11.41432391) (12 f 801 44937.81542 9 1 1 0 1 9.131458164) (13 e 801 44952.26741 9 1 1 0 1 11.41863145) (13 f 801 44952.38289 9 1 1 0 1 9.134098048) (14 e 801 44967.92314 9 1 1 0 1 11.42193645) (14 f 801 44968.06498 9 1 1 0 1 9.135898529) (15 e 801 44984.68636 9 1 1 0 1 11.4242166) (15 f 801 44984.86012 9 1 1 0 1 9.139371543) (16 e 801 45002.55378 9 1 1 0 1 11.428563) (16 f 801 45002.7665 9 1 1 0 1 9.142850061) (17 e 801 45021.52133 9 1 1 0 1 11.43291804) (17 f 801 45021.78199 9 1 1 0 1 9.146286012) (18 e 801 45041.58376 9 1 1 0 1 11.43486438) (18 f 801 45041.90414 9 1 1 0 1 9.149777557) (19 e 801 45062.7344 9 1 1 0 1 11.43916108) (19 f 801 45063.12997 9 1 1 0 1 9.151326541) (20 e 801 45084.96431 9 1 1 0 1 11.44348069) (20 f 801 45085.45604 9 1 1 0 1 9.154781691) (21 e 801 45108.26145 9 1 1 0 1 11.44778277) (21 f 801 45108.87809 9 1 1 0 1 9.158222291) (22 e 801 45132.60894 9 1 1 0 1 11.45214112) (22 f 801 45133.39101 9 1 1 0 1 9.161709501) (23 e 801 45157.98251 9 1 1 0 1 11.45648217) (23 f 801 45158.98833 9 1 1 0 1 9.165203713) (24 e 801 45184.3461 9 1 1 0 1 11.46080628) (24 f 801 45185.66187 9 1 1 0 1 9.168641036) (25 e 801 45211.64482 9 1 1 0 1 11.46518886) (25 f 801 45213.40096 9 1 1 0 1 9.172147975) (26 e 801 45239.79358 9 1 1 0 1 11.46957843) (26 f 801 45242.19154 9 1 1 0 1 9.172223437) (27 e 801 45268.66239 9 1 1 0 1 11.47397738) (27 f 801 45272.01452 9 1 1 0 1 9.175783169) (28 e 801 45298.0674 9 1 1 0 1 11.47844415) (28 f 801 45302.84358 9 1 1 0 1 9.179302401) (29 e 801 45327.80008 9 1 1 0 1 11.48287415) (29 f 801 45334.64176 9 1 1 0 1 9.18284327) (30 e 801 45381.43944 9 1 1 0 1 11.48731461) (30 f 801 45367.35653 9 1 1 0 1 9.186370153) (31 e 801 45414.00965 9 1 1 0 1 11.49176206) (31 f 801 45400.91331 9 1 1 0 1 9.189904877) (32 e 801 45448.20658 9 1 1 0 1 11.49621664) (32 f 801 45435.20912 9 1 1 0 1 9.193447218) (33 e 801 45483.8482 9 1 1 0 1 11.50067869) (33 f 801 45470.11243 9 1 1 0 1 9.196973757) (34 e 801 45520.77961 9 1 1 0 1 11.50514999) (34 f 801 45505.48115 9 1 1 0 1 9.200543194) (35 e 801 45558.86957 9 1 1 0 1 11.50067899) (35 f 801 45570.80729 9 1 1 0 1 9.204119988) (36 e 801 45597.98457 9 1 1 0 1 11.50514999) (36 f 801 45608.61361 9 1 1 0 1 9.200543194) (37 e 801 45637.949 9 1 1 0 1 11.50061942) (37 f 801 45648.05213 9 1 1 0 1 9.204119988) (38 e 801 45678.49333 9 1 1 0 1 11.50514999) (38 f 801 45689.01712 9 1 1 0 1 9.200495534) (39 e 801 45735.62564 9 1 1 0 1 11.50061942) (39 f 801 45731.40072 9 1 1 0 1 9.196886036) (40 e 801 45777.59966 9 1 1 0 1 11.49610755) (40 f 801 45775.11395 9 1 1 0 1 9.193284056) (41 e 801 45821.53308 9 1 1 0 1 11.49160507) (41 f 801 45820.0899 9 1 1 0 1 9.19082829) (42 e 801 45867.13035 9 1 1 0 1 11.48853536) (42 f 801 45866.28014 9 1 1 0 1 9.188390205) (43 e 801 45914.16037 9 1 1 0 1 11.48548776) (43 f 801 45913.64972 9 1 1 0 1 9.184800047) (44 e 801 45962.48436 9 1 1 0 1 11.48100006) (44 f 801 45962.17318 9 1 1 0 1 9.181217304) (45 e 801 46012.02244 9 1 1 0 1 11.47652163) (45 f 801 46011.8316 9 1 1 0 1 9.178177306) (46 e 801 46062.72721 9 1 1 0 1 11.47272163) (46 f 801 46062.61056 9 1 1 0 1 9.175144108) (47 e 801 46114.56902 9 1 1 0 1 11.46893013) (47 f 801 46114.49877 9 1 1 0 1 9.172113652) (48 e 801 46167.52819 9 1 1 0 1 11.46514207) (48 f 801 46167.48713 9 1 1 0 1 9.169115898) (49 e 801 46221.59092 9 1 1 0 1 11.46139487) (49 f 801 46221.56813 9 1 1 0 1 9.165543211) (50 e 801 46276.74698 9 1 1 0 1 6.874157408) (50 f 801 46276.73538 9 1 1 0 1 6.871482902) (51 e 801 46332.98832 9 1 1 0 1 4.580988601) (51 f 801 46332.98336 9 1 1 0 1 2.289533086) (1 e 802 45546.95125 9 2 1 0 1 9.098171528) (1 f 802 45546.92752 9 2 1 0 1 6.823628897) (2 e 802 45549.04692 9 2 1 0 1 11.37633122) (2 f 802 45548.97714 9 2 1 0 1 9.101070553) (3 e 802 45552.19038 9 2 1 0 1 11.37997598) (3 f 802 45552.05505 9 2 1 0 1 9.103974195) (4 e 802 45556.38184 9 2 1 0 1 11.38362183) (4 f 802 45556.16548 9 2 1 0 1 9.106893787) (5 e 802 45561.62192 9 2 1 0 1 11.38726997) (5 f 802 45561.31398 9 2 1 0 1 9.109815547) (6 e 802 45567.91189 9 2 1 0 1 11.39092429) (6 f 802 45567.5074 9 2 1 0 1 9.112739432) (7 e 802 45575.25394 9 2 1 0 1 11.39458222) (7 f 802 45574.75375 9 2 1 0 1 9.115664198) (8 e 802 45583.65137 9 2 1 0 1 11.3982463) (8 f 802 45583.06206 9 2 1 0 1 9.118560651) (9 e 802 45593.10877 9 2 1 0 1 11.40249263) (9 f 802 45592.44216 9 2 1 0 1 9.121941366) (10 e 802 45603.6321 9 2 1 0 1 11.40671586) (10 f 802 45602.90435 9 2 1 0 1 9.125372686) (11 e 802 45615.22865 9 2 1 0 1 11.41100967) (11 f 802 45614.45908 9 2 1 0 1 9.12801987) (12 e 802 45627.90692 9 2 1 0 1 11.41432391) (12 f 802 45627.11651 9 2 1 0 1 9.131458164) (13 e 802 45641.67632 9 2 1 0 1 11.41863145) (13 f 802 45640.88619 9 2 1 0 1 9.134098048) (14 e 802 45656.54677 9 2 1 0 1 11.42193645) (14 f 802 45655.77663 9 2 1 0 1 9.135898529) (15 e 802 45672.5282 9 2 1 0 1 11.4242166) (15 f 802 45671.79509 9 2 1 0 1 9.139371543) (16 e 802 45689.63001 9 2 1 0 1 11.428563) (16 f 802 45688.94736 9 2 1 0 1 9.142850061) (17 e 802 45707.86053 9 2 1 0 1 11.43291804) (17 f 802 45707.23773 9 2 1 0 1 9.146286012) (18 e 802 45727.22662 9 2 1 0 1 11.43486438) (18 f 802 45726.66907 9 2 1 0 1 9.149777557) (19 e 802 45747.73348 9 2 1 0 1 11.43916108) (19 f 802 45747.24286 9 2 1 0 1 9.151326541) (20 e 802 45769.3845 9 2 1 0 1 11.44348069) (20 f 802 45768.9596 9 2 1 0 1 9.154781691) (21 e 802 45792.18152 9 2 1 0 1 11.44778277) (21 f 802 45791.81882 9 2 1 0 1 9.158222291) (22 e 802 45816.12494 9 2 1 0 1 11.45214112) (22 f 802 45815.81946 9 2 1 0 1 9.161709501) (23 e 802 45841.21407 9 2 1 0 1 11.45648217) (23 f 802 45840.95998 9 2 1 0 1 9.165203713) (24 e 802 45867.44735 9 2 1 0 1 11.46080628) (24 f 802 45867.23857 9 2 1 0 1 9.168641036) (25 e 802 45894.82277 9 2 1 0 1 11.46518886) (25 f 802 45894.65321 9 2 1 0 1 9.172147975) (26 e 802 45923.3379 9 2 1 0 1 11.46957843) (26 f 802 45923.20185 9 2 1 0 1 9.172223437) (27 e 802 45952.99025 9 2 1 0 1 11.47397738) (27 f 802 45952.88248 9 2 1 0 1 9.175783169) (28 e 802 45983.77728 9 2 1 0 1 11.47844415) (28 f 802 45983.6931 9 2 1 0 1 9.179302401) (29 e 802 46015.69664 9 2 1 0 1 11.48287415) (29 f 802 46015.63188 9 2 1 0 1 9.18284327) (30 e 802 46048.74602 9 2 1 0 1 11.48731461) (30 f 802 46048.69713 9 2 1 0 1 9.186370153) (31 e 802 46082.92338 9 2 1 0 1 11.49176206) (31 f 802 46082.88727 9 2 1 0 1 9.189904877) (32 e 802 46118.22679 9 2 1 0 1 11.49621664) (32 f 802 46118.20085 9 2 1 0 1 9.193447218) (33 e 802 46154.65451 9 2 1 0 1 11.50067869) (33 f 802 46154.63653 9 2 1 0 1 9.196973757) (34 e 802 46192.20499 9 2 1 0 1 11.50514999) (34 f 802 46192.19311 9 2 1 0 1 9.200543194) (35 e 802 46230.87683 9 2 1 0 1 11.50067899) (35 f 802 46230.86951 9 2 1 0 1 9.204119988) (36 e 802 46270.66879 9 2 1 0 1 11.50514999) (36 f 802 46270.66473 9 2 1 0 1 9.200543194) (37 e 802 46311.57974 9 2 1 0 1 11.50061942) (37 f 802 46311.57789 9 2 1 0 1 9.204119988) (38 e 802 46353.6087 9 2 1 0 1 11.50514999) (38 f 802 46353.60819 9 2 1 0 1 9.200495534) (39 e 802 46396.75482 9 2 1 0 1 11.50061942) (39 f 802 46396.7549 9 2 1 0 1 9.196886036) (40 e 802 46441.01728 9 2 1 0 1 11.49610755) (40 f 802 46441.01741 9 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2.289533086) (1 e 803 46194.98232 9 3 1 0 1 9.098171528) (1 f 803 46194.97931 9 3 1 0 1 6.823628897) (2 e 803 46197.16784 9 3 1 0 1 11.37633122) (2 f 803 46197.15878 9 3 1 0 1 9.101070553) (3 e 803 46200.4461 9 3 1 0 1 11.37997598) (3 f 803 46200.42793 9 3 1 0 1 9.103974195) (4 e 803 46204.81709 9 3 1 0 1 11.38362183) (4 f 803 46204.78679 9 3 1 0 1 9.106893787) (5 e 803 46210.2808 9 3 1 0 1 11.38726997) (5 f 803 46210.23536 9 3 1 0 1 9.109815547) (6 e 803 46216.83718 9 3 1 0 1 11.39092429) (6 f 803 46216.77361 9 3 1 0 1 9.112739432) (7 e 803 46224.48621 9 3 1 0 1 11.39458222) (7 f 803 46224.40151 9 3 1 0 1 9.115664198) (8 e 803 46233.22782 9 3 1 0 1 11.3982463) (8 f 803 46233.11903 9 3 1 0 1 9.118560651) (9 e 803 46243.06194 9 3 1 0 1 11.40249263) (9 f 803 46242.9261 9 3 1 0 1 9.121941366) (10 e 803 46253.98847 9 3 1 0 1 11.40671586) (10 f 803 46253.82265 9 3 1 0 1 9.125372686) (11 e 803 46266.00729 9 3 1 0 1 11.41100967) (11 f 803 46265.80856 9 3 1 0 1 9.12801987) (12 e 803 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