47611870 / 047611870? - Ukjent nummer? Vi vet hvem det er!\nTelefonnummer: +47 47611870 ?\nInfo for 47611870 - Aktivitet: 1 søk / 0 rapporter fra brukere. Har du blitt ringt? Se hvem det er og les hva andre brukere sier om dette nummeret!\nMULIGE FORMATER: + 004747611870、00 47 47611870、00-4747611870、 47611870、 47611870、+004747611870、 47611870、047 47611870、00047 47611870\n0 KOMENTARZE 47611870\nDin erfaring med nummer 47611870\n50919231 77989365 84365981 61747889 26058830 97945687 84730998 41997342 70698200 91294589 30938689 50910570 80880195 80135606 71245146 56741537 27021760 27047727 57511706 73288651 36011963 94045973 60821759 7638553 41249439 54088785 97098916 78118343 56258354\n47618651 47614229 47619807 47615385 47610963 47616541 47612119 47617697 47613275 47618853 47614431 47610009 47615587 47611165 47616743 47612321 47617899 47613477 47619055 47614633 47610211 47615789 47611367 47616945 47612523 47618101 47613679 47619257 47614835 47610413 47615991 47611569 47617147 47612725 47618303 47613881 47619459 47615037 47610615 47616193 47611771 47617349 47612927 47618505 47614083 47619661 47615239 47610817 47616395 47611973 47617551 47613129 47618707 47614285 47619863 47615441 47611019 47616597 47612175 47617753 47613331 47618909 47614487 47610065 47615643 47611221 47616799 47612377 47617955 47613533 47619111 47614689 47610267 47615845 47611423 47617001 47612579 47618157 47613735 47619313 47614891 47610469 47616047 47611625 47617203 47612781 47618359 47613937 47619515 47615093 47610671 47616249 47611827 47617405 47612983 47618561 47614139 47619717 47615295 47610873 47616451 47612029 47617607 47613185 47618763 47614341 47619919 47615497 47611075 47616653 47612231 47617809 47613387 47618965 47614543 47610121 47615699 47611277 47616855 47612433 47618011 47613589 47619167 47614745 47610323 47615901 47611479 47617057 47612635 47618213 47613791 47619369 47614947 47610525 47616103 47611681 47617259 47612837 47618415 47613993 47619571 47615149 47610727 47616305 47611883 47617461 47613039 47618617 47614195 47619773 47615351 47610929 47616507 47612085 47617663 47613241 47618819 47614397 47619975 47615553 47611131 47616709 47612287 47617865 47613443 47619021 47614599 47610177 47615755 47611333 47616911 47612489 47618067 47613645 47619223 47614801 47610379 47615957 47611535 47617113 47612691 47618269 47613847 47619425 47615003 47610581 47616159 47611737 47617315 47612893 47618471 47614049 47619627 47615205 47610783 47616361 47611939 47617517 47613095 47618673 47614251 47619829 47615407 47610985 47616563 47612141 47617719 47613297 47618875 47614453 47610031 47615609 47611187 47616765 47612343 47617921 47613499 47619077 47614655 47610233 47615811 47611389 47616967 47612545 47618123 47613701 47619279 47614857 47610435 47616013 47611591 47617169 47612747 47618325 47613903 47619481 47615059 47610637 47616215 47611793 47617371 47612949 47618527 47614105 47619683 47615261 47610839 47616417 47611995 47617573 47613151 47618729 47614307 47619885 47615463 47611041 47616619 47612197 47617775 47613353 47618931 47614509 47610087 47615665 47611243 47616821 47612399 47617977 47613555 47619133 47614711 47610289 47615867 47611445 47617023 47612601 47618179 47613757 47619335 47614913 47610491 47616069 47611647 47617225 47612803 47618381 47613959 47619537 47615115 47610693 47616271 47611849 47617427 47613005 47618583 47614161 47619739 47615317 47610895 47616473 47612051 47617629 47613207 47618785 47614363 47619941 47615519 47611097 47616675 47612253 47617831 47613409 47618987 47614565 47610143 47615721 47611299 47616877 47612455 47618033 47613611 47619189 47614767 47610345 47615923 47611501 47617079 47612657 47618235 47613813 47619391 47614969 47610547 47616125 47611703 47617281 47612859 47618437 47614015 47619593 47615171 47610749 47616327 47611905 47617483 47613061 47618639 47614217 47619795 47615373 47610951 47616529 47612107 47617685 47613263 47618841 47614419 47619997 47615575 47611153 47616731 47612309 47617887 47613465 47619043 47614621 47610199 47615777 47611355 47616933 47612511 47618089 47613667 47619245 47614823 47610401 47615979 47611557 47617135 47612713 47618291 47613869 47619447 47615025 47610603 47616181 47611759 47617337 47612915 47618493 47614071 47619649 47615227 47610805 47616383 47611961 47617539 47613117 47618695 47614273 47619851 47615429 47611007 47616585 47612163 47617741 47613319 47618897 47614475 47610053 47615631 47611209 47616787 47612365 47617943 47613521 47619099 47614677 47610255 47615833 47611411 47616989 47612567 47618145 47613723 47619301 47614879 47610457 47616035 47611613 47617191 47612769 47618347 47613925 47619503 47615081 47610659 47616237 47611815 47617393 47612971 47618549 47614127 47619705 47615283 47610861 47616439 47612017 47617595 47613173 47618751 47614329 47619907 47615485 47611063 47616641 47612219 47617797 47613375 47618953 47614531 47610109 47615687 47611265 47616843 47612421 47617999 47613577 47619155 47614733 47610311 47615889 47611467 47617045 47612623 47618201 47613779 47619357 47614935 47610513 47616091 47611669 47617247 47612825 47618403 47613981 47619559 47615137 47610715 47616293 47611871 47617449 47613027 47618605 47614183 47619761 47615339 47610917 47616495 47612073 47617651 47613229 47618807 47614385 47619963 47615541 47611119 47616697 47612275 47617853 47613431 47619009 47614587 47610165 47615743 47611321 47616899 47612477 47618055 47613633 47619211 47614789 47610367 47615945 47611523 47617101 47612679 47618257 47613835 47619413 47614991 47610569 47616147 47611725 47617303 47612881 47618459 47614037 47619615 47615193 47610771 47616349 47611927 47617505 47613083 47618661 47614239 47619817 47615395 47610973 47616551 47612129 47617707 47613285 47618863 47614441 47610019 47615597 47611175 47616753 47612331 47617909 47613487 47619065 47614643 47610221 47615799 47611377 47616955 47612533 47618111 47613689 47619267 47614845 47610423 47616001 47611579 47617157 47612735 47618313 47613891 47619469 47615047 47610625 47616203 47611781 47617359 47612937 47618515 47614093 47619671 47615249 47610827 47616405 47611983 47617561 47613139 47618717 47614295 47619873 47615451 47611029 47616607 47612185 47617763 47613341 47618919 47614497 47610075 47615653 47611231 47616809 47612387 47617965 47613543 47619121 47614699 47610277 47615855 47611433 47617011 47612589 47618167 47613745 47619323 47614901 47610479 47616057 47611635 47617213 47612791 47618369 47613947 47619525 47615103 47610681 47616259 47611837 47617415 47612993 47618571 47614149 47619727 47615305 47610883 47616461 47612039 47617617 47613195 47618773 47614351 47619929 47615507 47611085 47616663 47612241 47617819 47613397 47618975 47614553 47610131 47615709 47611287 47616865 47612443 47618021 47613599 47619177 47614755 47610333 47615911 47611489 47617067 47612645 47618223 47613801 47619379 47614957 47610535 47616113 47611691 47617269 47612847 47618425 47614003 47619581 47615159 47610737 47616315 47611893 47617471 47613049 47618627 47614205 47619783 47615361 47610939 47616517 47612095 47617673 47613251 47618829 47614407 47619985 47615563 47611141 47616719 47612297 47617875 47613453 47619031 47614609 47610187 47615765 47611343 47616921 47612499 47618077 47613655 47619233 47614811 47610389 47615967 47611545 47617123 47612701 47618279 47613857 47619435 47615013 47610591 47616169 47611747 47617325 47612903 47618481 47614059 47619637 47615215 47610793 47616371 47611949 47617527 47613105 47618683 47614261 47619839 47615417 47610995 47616573 47612151 47617729 47613307 47618885 47614463 47610041 47615619 47611197 47616775 47612353 47617931 47613509 47619087 47614665 47610243 47615821 47611399 47616977 47612555 47618133 47613711 47619289 47614867 47610445 47616023 47611601 47617179 47612757 47618335 47613913 47619491 47615069 47610647 47616225 47611803 47617381 47612959 47618537 47614115 47619693 47615271 47610849 47616427 47612005 47617583 47613161 47618739 47614317 47619895 47615473 47611051 47616629 47612207 47617785 47613363 47618941 47614519 47610097 47615675 47611253 47616831 47612409 47617987 47613565 47619143 47614721 47610299 47615877 47611455 47617033 47612611 47618189 47613767 47619345 47614923 47610501 47616079 47611657 47617235 47612813 47618391 47613969 47619547 47615125 47610703 47616281 47611859 47617437 47613015 47618593 47614171 47619749 47615327 47610905 47616483 47612061 47617639 47613217 47618795 47614373 47619951 47615529 47611107 47616685 47612263 47617841 47613419 47618997 47614575 47610153 47615731 47611309 47616887 47612465 47618043 47613621 47619199 47614777 47610355 47615933 47611511 47617089 47612667 47618245 47613823 47619401 47614979 47610557 47616135 47611713 47617291 47612869 47618447 47614025 47619603 47615181 47610759 47616337 47611915 47617493 47613071 47618649 47614227 47619805 47615383 47610961 47616539 47612117 47617695 47613273 47618851 47614429 47610007 47615585 47611163 47616741 47612319 47617897 47613475 47619053 47614631 47610209 47615787 47611365 47616943 47612521 47618099 47613677 47619255 47614833 47610411 47615989 47611567 47617145 47612723 47618301 47613879 47619457 47615035 47610613 47616191 47611769 47617347 47612925 47618503 47614081 47619659 47615237 47610815 47616393 47611971 47617549 47613127 47618705 47614283 47619861 47615439 47611017 47616595 47612173 47617751 47613329 47618907 47614485 47610063 47615641 47611219 47616797 47612375 47617953 47613531 47619109 47614687 47610265 47615843 47611421 47616999 47612577 47618155 47613733 47619311 47614889 47610467 47616045 47611623 47617201 47612779 47618357 47613935 47619513 47615091 47610669 47616247 47611825 47617403 47612981 47618559 47614137 47619715 47615293 47610871 47616449 47612027 47617605 47613183 47618761 47614339 47619917 47615495 47611073 47616651 47612229 47617807 47613385 47618963 47614541 47610119 47615697 47611275 47616853 47612431 47618009 47613587 47619165 47614743 47610321 47615899 47611477 47617055 47612633 47618211 47613789 47619367 47614945 47610523 47616101 47611679 47617257 47612835 47618413 47613991 47619569 47615147 47610725 47616303 47611881 47617459 47613037 47618615 47614193 47619771 47615349 47610927 47616505 47612083 47617661 47613239 47618817 47614395 47619973 47615551 47611129 47616707 47612285 47617863 47613441 47619019 47614597 47610175 47615753 47611331 47616909 47612487 47618065 47613643 47619221 47614799 47610377 47615955 47611533 47617111 47612689 47618267 47613845 47619423 47615001 47610579 47616157 47611735 47617313 47612891 47618469 47614047 47619625 47615203 47610781 47616359 47611937 47617515 47613093 47618671 47614249 47619827 47615405 47610983 47616561 47612139 47617717 47613295 47618873 47614451 47610029 47615607 47611185 47616763 47612341 47617919 47613497 47619075 47614653 47610231 47615809 47611387 47616965 47612543 47618121 47613699 47619277 47614855 47610433 47616011 47611589 47617167 47612745 47618323 47613901 47619479 47615057 47610635 47616213 47611791 47617369 47612947 47618525 47614103 47619681 47615259 47610837 47616415 47611993 47617571 47613149 47618727 47614305 47619883 47615461 47611039 47616617 47612195 47617773 47613351 47618929 47614507 47610085 47615663 47611241 47616819 47612397 47617975 47613553 47619131 47614709 47610287 47615865 47611443 47617021 47612599 47618177 47613755 47619333 47614911 47610489 47616067 47611645 47617223 47612801 47618379 47613957 47619535 47615113 47610691 47616269 47611847 47617425 47613003 47618581 47614159 47619737 47615315 47610893 47616471 47612049 47617627 47613205 47618783 47614361 47619939 47615517 47611095 47616673 47612251 47617829 47613407 47618985 47614563 47610141 47615719 47611297 47616875 47612453 47618031 47613609 47619187 47614765 47610343 47615921 47611499 47617077 47612655 47618233 47613811 47619389 47614967 47610545 47616123 47611701 47617279 47612857 47618435 47614013 47619591 47615169 47610747 47616325 47611903 47617481 47613059 47618637 47614215 47619793 47615371 47610949 47616527 47612105 47617683 47613261 47618839 47614417 47619995 47615573 47611151 47616729 47612307 47617885 47613463 47619041 47614619 47610197 47615775 47611353 47616931 47612509 47618087 47613665 47619243 47614821 47610399 47615977 47611555 47617133 47612711 47618289 47613867 47619445 47615023 47610601 47616179 47611757 47617335 47612913 47618491 47614069 47619647 47615225 47610803 47616381 47611959 47617537 47613115 47618693 47614271 47619849 47615427 47611005 47616583 47612161 47617739 47613317 47618895 47614473 47610051 47615629 47611207 47616785 47612363 47617941 47613519 47619097 47614675 47610253 47615831 47611409 47616987 47612565 47618143 47613721 47619299 47614877 47610455 47616033 47611611 47617189 47612767 47618345 47613923 47619501 47615079 47610657 47616235 47611813 47617391 47612969 47618547 47614125 47619703 47615281 47610859 47616437 47612015 47617593 47613171 47618749 47614327 47619905 47615483 47611061 47616639 47612217 47617795 47613373 47618951 47614529 47610107 47615685 47611263 47616841 47612419 47617997 47613575 47619153 47614731 47610309 47615887 47611465 47617043 47612621 47618199 47613777 47619355 47614933 47610511 47616089 47611667 47617245 47612823 47618401 47613979 47619557 47615135 47610713 47616291 47611869 47617447 47613025 47618603 47614181 47619759 47615337 47610915 47616493 47612071 47617649 47613227 47618805 47614383 47619961 47615539 47611117 47616695 47612273 47617851 47613429 47619007 47614585 47610163 47615741 47611319 47616897 47612475 47618053 47613631 47619209 47614787 47610365 47615943 47611521 47617099 47612677 47618255 47613833 47619411 47614989 47610567 47616145 47611723 47617301 47612879 47618457 47614035 47619613 47615191 47610769 47616347 47611925 47617503 47613081 47618659 47614237 47619815 47615393 47610971 47616549 47612127 47617705 47613283 47618861 47614439 47610017 47615595 47611173 47616751 47612329 47617907 47613485 47619063 47614641 47610219 47615797 47611375 47616953 47612531 47618109 47613687 47619265 47614843 47610421 47615999 47611577 47617155 47612733 47618311 47613889 47619467 47615045 47610623 47616201 47611779 47617357 47612935 47618513 47614091 47619669 47615247 47610825 47616403 47611981 47617559 47613137 47618715 47614293 47619871 47615449 47611027 47616605 47612183 47617761 47613339 47618917 47614495 47610073 47615651 47611229 47616807 47612385 47617963 47613541 47619119 47614697 47610275 47615853 47611431 47617009 47612587 47618165 47613743 47619321 47614899 47610477 47616055 47611633 47617211 47612789 47618367 47613945 47619523 47615101 47610679 47616257 47611835 47617413 47612991 47618569 47614147 47619725 47615303 47610881 47616459 47612037 47617615 47613193 47618771 47614349 47619927 47615505 47611083 47616661 47612239 47617817 47613395 47618973 47614551 47610129 47615707 47611285


OSA | Zeeman Effect Data for the Spectra of Lanthanum—La I and La II\nOSA Publishing > JOSA > Volume 35 > Issue 10 > Zeeman Effect Data for the Spectra of Lanthanum—La I and La II\nGeorge R. Harrison, Nathan Rosen,* and J. Rand McNally, Jr.\n*Now at University of North Carolina, Chapel Hill, North Carolina.\nGeorge R. Harrison, Nathan Rosen, and J. Rand McNally, "Zeeman Effect Data for the Spectra of Lanthanum—La I and La II," J. Opt. Soc. Am. 35, 658-669 (1945)\nOriginal Manuscript: June 12, 1944\nZeeman effect data are given for 152 lines of La I and 506 lines of La II in the wave-length range 2257A to 7484A. Spectrograms were made at fields of 81,230, 83,370, and 86,570 oersteds using a Bitter electromagnet, and the 24 plates obtained with three diffraction gratings operating simultaneously were measured with an automatic comparator. g values are given for almost all of the classified terms of La I and La II, and the determinations from various lines agree usually to within 0.004 g unit. This makes available an array of unusually precise data for the evaluation of perturbations in typical rich two-electron and three-electron spectra. The g-sum rule of Pauli is verified in a number of cases to within a few tenths of a percent.\nZeeman Effect Data for the Spectra of Erbium*\nJohn W. Lindner and Sumner P. Davis\nJ. Opt. Soc. Am. 48(8) 542-547 (1958)\nAnalyzed Zeeman patterns of La I.\n7382.72 5 a P 2 1 1 2 - z S 2 ° 1 2 7b? (1.23) 1.91\n7379.71 10 a G 2 4 1 2 - 2 ° 4 1 2 7b 1.12 1.12\n7345.31 125 a F 2 3 1 2 - x F 2 ° 3 1 2 6 1.143 0.995\n7334.17 100 a D 2 1 1 2 - z F 4 ° 2 1 2 5 0.794 1.096\n7270.11 15 a F 2 2 1 2 - y F 4 ° 3 1 2 5 0.892 1.168\n7219.90 20 a F 4 2 1 2 - y F 2 ° 2 1 2 6 (1.030) 0.809\n7161.25 100 a F 2 2 1 2 - x F 2 ° 2 1 2 7b 0.896 0.896\n7158.05 125 a D 2 2 1 2 - z F 4 ° 3 1 2 5 (1.198) 1.23\n7068.36 100 a D 2 2 1 2 - z F 2 ° 2 1 2 6 1.198 0.904\n7045.96 125 a F 4 1 1 2 - y F 2 ° 2 1 2 5 0.409 0.811\n7032.03 40 a P 2 1 2 - z S 2 ° 1 2 6 (0.690) 1.89\n7023.67 100h a F 2 3 1 2 - z G 2 ° 4 1 2 7b (1.137) 1.15\n6925.21 100 a F 2 2 1 2 - z G 2 ° 3 1 2 5 0.898 1.103\n6709.496 150 a F 4 2 1 2 - y F 2 ° 3 1 2 5 (1.030) 1.08\n6692.87 50 a F 4 2 1 2 - z G 4 ° 2 1 2 6 1.03 1.03\n6661.399 70 a F 4 4 1 2 - z G 4 ° 4 1 2 6 1.335 1.174\n6650.801 100 a D 2 1 1 2 - z D 2 ° 1 1 2 6 0.795 0.917\n6616.577 125 a F 4 3 1 2 - z G 4 ° 3 1 2 6 1.238 1.052\n6608.257 50 a G 2 3 1 2 - z H 2 ° 4 1 2 5 0.92 0.94\n6600.168 40 a F 4 2 1 2 - z P 4 ° 2 1 2 6 1.029 1.174\n6593.467 25 a F 4 2 1 2 - y D 2 ° 1 1 2 5 1.031 0.802\n6578.513 100 a D 2 1 1 2 - z F 2 ° 2 1 2 5 0.808 0.909\n6565.434 15 a D 2 2 1 2 - z P 2 ° 1 1 2 4 1.201 1.329\n6543.151 125 a F 4 1 1 2 - z G 4 ° 2 1 2 5 0.405 1.064\n6485.549 50 a F 2 3 1 2 - 2 ° 4 1 2 7b (1.137) 1.13\n6468.434 25 b D 2 2 1 2 - z S 4 ° 1 1 2 4 1.246 1.774\n6455.988 100 a D 2 2 1 2 - z F 2 ° 3 1 2 7b (1.198) 1.19\n6454.531 125 a F 4 1 1 2 - z P 4 ° 2 1 2 5 0.406 1.175\n6410.995 100 a F 4 2 1 2 - z G 4 ° 3 1 2 7b (1.030) 1.04\n6394.234 150 a F 4 3 1 2 - z G 4 ° 4 1 2 4 (1.239) 1.17\n6360.238 15 a P 2 1 2 - x D 2 ° 1 1 2 5 0.690 0.855\n6325.923 30 a D 2 2 1 2 - y F 2 ° 2 1 2 6 1.199 0.809\n6293.565 30 a F 4 3 1 2 - y D 2 ° 2 1 2 5 1.24 1.20\n6266.030 80 a G 2 4 1 2 - z H 2 ° 5 1 2 7b? (1.12) 1.11\n6249.929 300 a F 4 4 1 2 - z G 4 ° 5 1 2 4 (1.338) 1.29\n6238.587 25 a P 4 2 1 2 - x D 4 ° 1 1 2 5 1.496 1.119\n6165.699 100 a P 4 1 1 2 - x D 4 ° 1 1 2 6 1.703 1.134\n6134.39 70 R a P 4 1 2 - x D 4 ° 1 2 6 2.660 0.152\n6111.723 50 a F 2 3 1 2 - w F 2 ° 3 1 2 6 1.16 1.19\n6108.492 70 a P 4 2 1 2 - x D 4 ° 2 1 2 6 1.505 1.274\n6068.663 10 a P 4 1 2 - x D 4 ° 1 1 2 4 2.654 1.154\n6038.606 50 a P 4 1 1 2 - x D 4 ° 2 1 2 4 1.703 1.273\n6007.381 70 a F 4 4 1 2 - y F 4 ° 3 1 2 5 1.341 1.185\n5982.357 10 a F 4 1 1 2 - y D 2 ° 2 1 2 5 0.397 1.174\n5960.586 10 b D 2 1 1 2 - x D 2 ° 2 1 2 5 0.929 1.241\n5935.288 20 a F 4 3 1 2 - y F 4 ° 2 1 2 5 1.244 1.014\n5930.667 100 a D 2 1 1 2 - y F 2 ° 2 1 2 5 (0.798) 0.81\n5930.628 200 a D 2 2 1 2 - y F 2 ° 3 1 2 4 (1.198) 1.086\n5917.629 25 a D 2 2 1 2 - z G 4 ° 2 1 2 6 1.195 1.062\n5904.308 6 a F 2 3 1 2 - x F 4 ° 2 1 2 5 1.14 1.09\n5894.847 25 a P 4 2 1 2 - z S 4 ° 1 1 2 4 1.506 1.788\n5874.736 20 a P 4 1 1 2 - v F 2 ° 2 1 2 4 1.705 1.158\n5855.591 30 a F 4 2 1 2 - y F 4 ° 1 1 2 5 1.030 0.731\n5848.385 20 z F 4 ° 1 1 2 - e F 4 2 1 2 7b 0.93 0.93\n5845.040 15 a D 2 2 1 2 - z P 4 ° 2 1 2 6 1.198 1.184\n5829.726 25 a P 4 1 1 2 - z S 4 ° 1 1 2 6 1.70 1.78\n5827.556 15 b D 2 2 1 2 - y P 4 ° 2 1 2 6 1.255 1.524\n5823.827 15 a F 2 3 1 2 - x D 2 ° 2 1 2 4 1.130 1.240\n5821.998 40 a G 2 3 1 2 - y G 2 ° 3 1 2 6 0.93 0.91\n5791.345 200 a F 4 4 1 2 - y F 4 ° 4 1 2 6 1.33 1.28\n5789.248 125 a F 4 3 1 2 - y F 4 ° 3 1 2 6 1.26 1.20\n5761.845 60 a F 4 1 1 2 - y P 2 ° 1 1 2 6 0.404 1.020\n5744.412 80 a P 4 2 1 2 - x D 4 ° 3 1 2 4 1.491 1.379\n5734.959 15 a G 2 3 1 2 - u F 2 ° 2 1 2 7b? (0.91) 0.92\n5696.193 50 a D 2 2 1 2 - z G 4 ° 3 1 2 4 1.189 1.051\n5657.731 50 a F 4 1 1 2 - y F 4 ° 2 1 2 5 0.414 1.012\n5648.254 150 a G 2 4 1 2 - y G 2 ° 4 1 2 7b 1.117 1.117\n5639.301 15 a P 4 1 1 2 - x D 2 ° 2 1 2 4 1.708 1.249\n5632.025 20 a F 2 2 1 2 - x D 2 ° 1 1 2 5 0.887 (0.855)\n5631.214 50 a F 4 2 1 2 - y F 4 ° 3 1 2 5 1.036 1.181\n5588.342 40 a F 4 3 1 2 - y F 4 ° 4 1 2 5 (1.239) 1.27\n5541.258 50w b D 2 2 1 2 - w P 2 ° 1 1 2 4 (1.250) 1.27\n5517.342 30 a G 2 4 1 2 - u F 2 ° 3 1 2 4? (1.12) 1.13\n5429.864 10 a P 4 1 2 - y P 4 ° 1 1 2 4 2.630 1.590\n5365.897 5 a F 2 2 1 2 - y P 4 ° 1 1 2 4 0.896 1.609\n5357.873 40 a P 4 2 1 2 - y P 4 ° 2 1 2 6 (1.498) 1.53\n5323.573 3 b D 2 1 1 2 - w P 2 ° 1 1 2 6 0.953 1.335\n5321.380 — a P 2 1 1 2 - w D 2 ° 2 1 2 7b 1.23 1.23\n5276.43 20 b D 2 1 1 2 - w F 2 ° 2 1 2 7b (0.934) 0.90\n5253.458 100 a D 2 2 1 2 - y F 4 ° 1 1 2 5 1.201 0.731\n5234.274 200r a F 4 4 1 2 - 1 ° 3 1 2 5 1.333 1.078\n5211.870 300r a F 4 4 1 2 - y D 4 ° 3 1 2 5 1.338 1.183\n5177.311 150 a F 4 3 1 2 - y D 4 ° 2 1 2 4 1.240 1.363\n5158.693 50 a D 2 1 1 2 - y D 2 ° 2 1 2 5 0.802 1.186\n5145.422 100 a F 4 2 1 2 - y D 4 ° 1 1 2 4 1.025 1.191\n5056.461 80 a F 4 1 1 2 - y D 4 ° 1 1 2 6 0.404 1.193\n5050.569 80 a F 4 2 1 2 - y D 4 ° 2 1 2 6 1.031 1.362\n5046.884 80 a F 4 3 1 2 - y D 4 ° 3 1 2 6? (1.239) 1.18\n4905.126 8 a F 2 2 1 2 - u F 2 ° 2 1 2 7b 0.89 0.89\n4770.433 25 a F 2 2 1 2 - w D 2 ° 1 1 2 5 (0.893) 0.85\n4766.894 100 a D 2 1 1 2 - x F 2 ° 2 1 2 5 0.807 0.894\n4652.084 5 a F 4 3 1 2 - x F 4 ° 2 1 2 5 1.236 1.063\n4650.331 8 a F 4 2 1 2 - v F 2 ° 2 1 2 6 (1.030) 1.16\n4570.027 80 a F 4 4 1 2 - x F 4 ° 4 1 2 6 (1.338) 1.31\n4567.909 100 a F 4 3 1 2 - x F 4 ° 3 1 2 – (1.23) 1.23\n4549.502 15 a F 4 2 1 2 - x F 4 ° 2 1 2 6 1.03 1.06\n4541.788 30 a P 4 1 1 2 - w D 4 ° 2 1 2 4 1.701 1.261\n4501.577 5 a F 4 2 1 2 - x D 2 ° 2 1 2 6 1.030 1.247\n4500.219 15 a P 4 2 1 2 - w D 4 ° 3 1 2 4 1.491 1.352\n4494.706 10 a F 4 1 1 2 - x F 4 ° 1 1 2 6 0.402 0.724\n4491.756 8 a P 4 2 1 2 - 7 ° 1 1 2 7b? (1.498) 1.49\n4486.056 15 a P 4 1 1 2 - v D 2 ° 2 1 2 4 1.702 1.251\n4468.964 10 a F 4 2 1 2 - x F 4 ° 3 1 2 5 1.027 1.228\n4452.153 15 a G 2 3 1 2 - y H 2 ° 4 1 2 5 (0.91) 0.92\n4443.949 3 a D 2 2 1 2 - 3 ° 2 1 2 6 1.15? 1.12?\n4423.898 5 a G 2 4 1 2 - y H 2 ° 5 1 2 4 (1.12) 1.11\n4402.649 5 a P 2 1 2 - u D 2 ° 1 1 2 5 0.704 0.826\n4389.868 5 a P 2 1 1 2 - u D 2 ° 2 1 2 4 (1.23) 1.18\n4380.555 4 a D 2 2 1 2 - w F 2 ° 2 1 2 6 1.205 0.960\n4340.727 50 b D 2 1 1 2 - r F 2 ° 2 1 2 7b? (0.942) 0.92\n4311.743 15 a P 4 1 2 - 8 ° 1 1 2 4 2.647 1.537\n4280.261 50 a D 2 2 1 2 - w F 2 ° 3 1 2 7b? (1.198) 1.18\n4271.157 30 a P 4 1 1 2 - 9 ° 2 1 2 4 (1.704) 1.428\n4187.316 50 a D 2 1 1 2 - w F 2 ° 2 1 2 5 0.798 0.954\n4172.316 8 a F 4 3 1 2 - y G 4 ° 3 1 2 6 1.234 0.976\n4171.132 8 a F 4 4 1 2 - y G 4 ° 4 1 2 6 (1.338) 1.145\n4157.513 10 a D 2 1 1 2 - x D 4 ° 2 1 2 5 0.791 1.268\n4144.354 3 a F 4 2 1 2 - y G 2 ° 3 1 2 4 (1.030) 0.94\n4137.025 15 a D 2 2 1 2 - x D 2 ° 2 1 2 6 1.198 1.242\n4109.805 15 a D 2 2 1 2 - v F 2 ° 3 1 2 4 (1.198) 1.13\n4089.612 40 a F 4 2 1 2 - y G 4 ° 3 1 2 4 (1.030) 0.99\n4079.178 25 a D 2 1 1 2 - v F 2 ° 2 1 2 5 (0.798) 1.16\n4065.580 30 a D 2 2 1 2 - y P 4 ° 1 1 2 4 1.198 1.600\n4064.783 40 a F 4 3 1 2 - y G 4 ° 4 1 2 4 1.243 1.173\n4060.321 80 a F 4 4 1 2 - y G 4 ° 5 1 2 4 (1.338) 1.28\n4037.214 50 a D 2 1 1 2 - x D 2 ° 1 1 2 6 0.792 0.847\n4015.393 100 a D 2 2 1 2 - x P 2 ° 1 1 2 4 1.195 1.433\n3953.680 30 a D 2 2 1 2 - y P 4 ° 2 1 2 6 1.200 1.524\n3927.558 40 a D 2 1 1 2 - x P 2 ° 1 2 4 0.801 0.985\n3704.531 25 a D 2 2 1 2 - u F 2 ° 3 1 2 4 (1.198) 1.13\n3649.509 40 a D 2 1 1 2 - u F 2 ° 2 1 2 5 0.786 0.888\n3641.522 25 a D 2 2 1 2 - w D 2 ° 2 1 2 7b 1.20 1.20\n3613.077 12 a D 2 1 1 2 - t F 2 ° 2 1 2 5 (0.798) 0.87\n3574.426 30 a D 2 1 1 2 - w 2 D ° 1 1 2 6 0.800 0.836\n3514.063 8 a D 2 2 1 2 - w D 4 ° 2 1 2 6 1.17 1.24\n3480.607 7 a D 2 2 1 2 - v D 2 ° 2 1 2 6 1.21 1.26\n3461.184 10 a D 2 2 1 2 - 7 ° 1 1 2 4 (1.198) 1.492\n3450.641 10 a D 2 1 1 2 - v D 2 ° 1 1 2 6 0.80 0.71\n3404.52 9 a D 2 2 1 2 - 8 ° 1 1 2 4 1.190 1.528\n3388.612 10 a D 2 1 1 2 - w D 4 ° 2 1 2 5 0.793 1.266\n3362.040 10 a D 2 2 1 2 - s F 2 ° 2 1 2 6 1.194 1.036\n3357.49 7 a D 2 1 1 2 - v D 2 ° 2 1 2 5 0.802 1.253\n3342.224 80 a D 2 2 1 2 - s F 2 ° 3 1 2 4 (1.198) 1.16\n3247.04 8 a D 2 1 1 2 - s F 2 ° 2 1 2 5 (0.798) 1.049\n3235.65 8 a D 2 1 1 2 - 9 ° 2 1 2 5 0.788 1.420\n3215.813 10 a D 2 2 1 2 - r F 2 ° 3 1 2 4 (1.198) 1.16\n3179.78 8 a D 2 2 1 2 - u D 2 ° 2 1 2 6 1.197 1.145\n3148.51 6 a D 2 1 1 2 - u D 2 ° 1 1 2 7b 0.80 0.80\n3109.436 25 a D 2 2 1 2 - v P 2 ° 1 1 2 – (1.198) 1.27\n3096.023 15 a D 2 1 1 2 - v P 2 ° 1 2 5 (0.798) 0.71\n2725.586 10 a D 2 2 1 2 - 11 ° 3 1 2 ? 5 (1.198) 1.18?\ng values of terms in La I.\nNumber resolved patterns\na D 2 1 1 2 0.00 .800 .790 .798 16\na D 2 2 1 2 1,053.20 1.200 1.203 1.198 17\na F 4 1 1 2 2,668.20 .400 .411 .405 8\na F 4 2 1 2 3,010.01 1.029 1.032 1.030 12\na F 4 3 1 2 3,494.58 1.238 1.222 1.239 8\na F 4 4 1 2 4,121.61 1.333 1.327 1.338 4\na P 4 1 2 7,231.36 2.667 2.706 2.648 4\na P 4 1 1 2 7,490.46 1.733 1.69 1.704 7\na P 4 2 1 2 7,679.94 1.600 1.54 1.498 5\na F 2 2 1 2 7,011.90 .857 .90 .893 3\na F 2 3 1 2 8,052.15 1.143 1.13 1.137 2\nb D 2 1 1 2 8,446.03 .800 .89 0.942 2\nb D 2 2 1 2 9,183.77 1.200 1.29 1.250 2\na P 2 1 2 9,044.21 .667 .67 .690 1\na P 2 1 1 2 9,719.44 1.333 1.32 1.23 0\na G 2 4 1 2 9,919.94 1.111 1.12 1.12 0\na G 2 3 1 2 9,960.96 .889 .91 .91 0\nz F 4 ° 1 1 2 13,260.36 .400 — .93 0\nz F 4 ° 2 1 2 13,631.08 1.029 1.08 1.096 1\nz F 4 ° 3 1 2 15,019.55 1.238 1.21 1.23 0\nz D 2 ° 1 1 2 15,031.65 .800 .97 .917 1\nz F 2 ° 2 1 2 15,196.80 .857 .90 .906 2\nz F 2 ° 3 1 2 16,538.44 1.143 1.19 1.19 0\nz P 2 ° 1 1 2 16,280.20 1.333 — 1.329 1\ny F 2 ° 2 1 2 16,856.82 .857 .83 .810 3\ny F 2 ° 3 1 2 17,910.18 1.143 1.08 1.086 1\nz P 4 ° 2 1 2 18,157.00 1.600 1.20 1.175 2\nz G 4 ° 2 1 2 17,947.16 .571 1.07 1.063 2\nz G 4 ° 3 1 2 18,603.95 .984 1.06 1.051 2\nz G 4 ° 4 1 2 19,129.34 1.172 1.15 1.173 2\nz G 4 ° 5 1 2 20,117.40 1.273 1.27 1.290 1\ny D 2 ° 1 1 2 18,172.39 .800 .83 .802 1\ny D 2 ° 2 1 2 19,379.44 1.200 1.19 1.186 3\ny P 2 ° 1 1 2 20,019.00 1.333 1.05 1.020 1\ny F 4 ° 1 1 2 20,083.02 .400 .78 .731 2\ny F 4 ° 2 1 2 20,338.30 1.029 1.01 1.013 2\ny F 4 ° 3 1 2 20,763.31 1.238 1.18 1.178 3\ny F 4 ° 4 1 2 21,384.06 1.333 1.28 1.278 1\nx F 2 ° 2 1 2 20,972.22 .857 .90 .894 1\nx F 2 ° 3 1 2 21,662.61 1.143 1.13 .995 1\nz G 2 ° 3 1 2 21,447.92 .889 1.08 1.103 1\nz G 2 ° 4 1 2 22,285.85 1.111 1.13 1.15 0\ny D 4 ° 1 2 22,246.64 .000 .03 –.22? 0\ny D 4 ° 1 1 2 22,439.37 1.200 1.21 1.192 2\ny D 4 ° 2 1 2 22,804.26 1.371 1.35 1.362 2\ny D 4 ° 3 1 2 23,303.31 1.429 1.22 1.183 1\n1 ° 3 1 2 23,221.16 — 1.11 1.078 1\nz S 2 ° 1 2 23,260.90 2.000 1.87 1.89 0\n2 ° 4 1 2 23,466.85 — 1.12 1.12 0\nx D 4 ° 1 2 23,528.38 .000 .00 .152 1\nz D 4 ° 1 1 2 23,704.76 1.200 1.15 1.135 3\nx D 4 ° 2 1 2 24,046.06 1.371 1.22 1.272 3\nx D 4 ° 3 1 2 25,083.42 1.429 1.41 1.379 1\n3 ° 2 1 2 23,549.42 — — 1.16 0\nw F 2 ° 2 1 2 23,875.00 .857 .94 .957 2\nw F 2 ° 3 1 2 24,409.70 1.143 1.17 1.17 0\nv F 2 ° 2 1 2 ( ? ) 24,507.89 .857 1.20 1.159 3\nv F 2 ° 3 1 2 ( ? ) 25,378.46 1.143 1.13 1.13 0\nz S 4 ° 1 1 2 24,639.27 2.000 1.81 1.781 2\nx D 2 ° 1 1 2 24,762.62 .800 .88 .855 1\nx D 2 ° 2 1 2 25,218.25 1.200 1.25 1.244 5\nx F 4 ° 1 1 2 24,910.39 .400 .73 .724 1\nx F 4 ° 2 1 2 24,984.33 1.029 1.11 1.063 1\nx F 4 ° 3 1 2 25,380.33 1.238 1.23 1.228 1\nx F 4 ° 4 1 2 25,997.27 1.333 1.36 1.319 0\nz H 2 ° 4 1 2 25,089.50 .909 .94 .94 0\nz H 2 ° 5 1 2 25,874.68 1.091 — 1.11 0\nx P 2 ° 1 2 25,453.92 .667 .92 .985 1\nx P 2 ° 1 1 2 25,950.39 1.333 1.41 1.433 1\ny P 4 ° 1 1 2 25,643.02 1.733 1.61 1.600 3\ny P 4 ° 2 1 2 26,338.90 1.600 1.54 1.524 2\ny G 4 ° 3 1 2 27,455.34 .984 .99 .976 1\ny G 4 ° 4 1 2 28,089.18 1.172 1.16 1.159 2\ny G 4 ° 5 1 2 28,743.21 1.273 1.29 1.28 0\ny G 2 ° 3 1 2 27,132.50 .889 .95 .94 1\ny G 2 ° 4 1 2 27,619.69 1.111 1.12 1.12 0\nw P 2 ° 1 1 2 27,225.27 1.333 1.34 1.335 1\nu F 2 ° 2 1 2 27,393.00 .857 .90 .888 1\nu F 2 ° 3 1 2 28,039.54 1.143 1.13 1.13 0\nt F 2 ° 2 1 2 27,669.38 .857 .88 .87 0\nw D 2 ° 1 1 2 27,968.53 .800 .91 .836 1\nw D 2 ° 2 1 2 28,506.39 1.200 1.15 1.20 0\nw D 4 ° 2 1 2 29,502.17 1.371 — 1.263 2\nw D 4 ° 3 1 2 29,894.91 1.429 1.29 1.352 1\nv D 2 ° 1 1 2 28,971.82 .800 .94 .71 0\nv D 2 ° 2 1 2 29,775.57 1.200 1.13 1.253 3\n7 ° 1 1 2 29,936.73 — 1.54 1.492 1\n8 ° 1 1 2 30,417.47 — 1.54 1.533 2\ne F 4 2 1 2 30,354.32 1.029 — .93 0\ns F 2 ° 2 1 2 30,788.40 .857 — 1.043 2\ns F 2 ° 3 1 2 30,964.82 1.143 1.18 1.16 0\n9 ° 2 1 2 30,896.88 — 1.45 1.424 2\nr F 2 ° 2 1 2 31,477.16 .857 .88 .92 0\nr F 2 ° 3 1 2 32,140.60 1.143 1.18 1.16 1\nu D 2 ° 1 1 2 31,751.68 .800 .82 .80 0\nu D 2 ° 2 1 2 32,492.80 1.200 1.17 1.145 1\nv P 2 ° 1 2 32,290.25 .667 — .70 0\nv P 2 ° 1 1 2 33,204.20 1.333 1.26 1.27 0\ny H 2 ° 4 1 2 32,410.76 .909 .93 .92 0\ny H 2 ° 5 1 2 32,518.12 1.091 1.11 1.11 0\n11 ° 3 1 2 ? 37,731.90 — — 1.18? 0\nAnalyzed Zeeman patterns of La II.\n7483.52 15 a3F3 – z3F°3 7b 1.08 1.08\n7297.99 2 y1F°3 – e3D2 7b (1.034) 1.06\n7282.34 125 a3F4 – z3F°4 7b(3) 1.26 1.24\n7266.13 2 y1D°2 – e3D2 3 0.894 1.070\n7118.6 2 x3F°2 – e1D2 3 0.821 1.032\n7116.8 2 a1S0 – z3D°1 7a 0/0 0.543\n7104.7 2 y1D°2 – e3D1 2 0.888 0.499\n7066.21 150 a3F2 – z3F°2 3 0.720 0.669\n6968.73 12 z3D°1 – e3F2 2 0.552 0.723\n6958.08 50 b1D2 – y1D°2 3 0.999 0.882\n6954.50 10 a3F2 – z3F°3 2 0.718 1.051\n6952.49 5 a1D2 – z1F°3 7b (0.977) 1.00\n6834.02 10 a3F4 – z1G°4 3 1.248 0.976\n6813.64 25 z3D°3 – e1F3 3 1.287 0.946\n6808.84 15 a3F3 – z3F°4 2 (1.083) 1.259\n6774.23 120 a3F3 – z1F°3 3 1.08 1.03\n6732.78 20 z3D°2 – e3F3 1 1.149 1.049\n6718.67 30 y1F°3 – e3D3 3 1.038 1.279\n6714.09 40 z3G°5 – e3G4 2 (1.197) 1.14\n6671.382 25 a3D3 – y3F°3 3 1.341 1.086\n6642.787 25 z3G°3 – e3G3 3 0.757 0.872\n6554.162 — z3D°3 – e3F4 1 1.293 1.118\n6526.986 100 a3D1 – y3F°2 2 0.503 0.755\n6498.188 125 z3G°3 – e3F2 2 (0.76) 0.72\n6446.604 100 z3G°5 – e3F4 2 1.18 (1.113)\n6443.05 25h z3P°1 – e3D2 1 1.438 1.070\n6390.484 100 a3D2 – y3F°3 1 1.12 (1.086)\n6374.107 15 z3D°3 – e3D2 2 1.293 1.078\n6358.137 15 a3P1 – z3D°1 3 1.500 0.541\n6337.88 2 a3F2 – z1F°3 2 0.712 1.013\n6320.392 100 a1D2 – y3F°2 3 0.981 0.752\n6315.817 25 z3P°1 – e3D1 3 1.438 0.497\n6310.926 100 z3G°4 – e3G4 3 1.07 1.11\n6307.266 10h z3P°0 – e3D1 7a 0/0 0.499\n6305.45 5 a3F4 – z3H°4 3 1.249 0.843\n6296.096 150 b1D2 – y3D°1 2 1.009 0.788\n6273.763 50 y1F°3 – e1D2 7b 1.03 1.03\n6262.296 150 a3D3 – y3F°4 1 (1.334) 1.239\n6203.510 25 z3D°2 – e3D2 3 1.162 1.071\n6188.091 50 z3P°2 – e3D3 1 1.446 1.268\n6174.194 3 a3P0 – z3D°1 7a 0/0 0.539\n6172.730 5 a3F3 – y3F°2 2 1.084 0.754\n6146.531 8 a3F4 – y3F°3 2 1.248 1.084\n6129.554 25 a3P2 – z3D°3 1 1.475 1.282\n6126.086 25 b1D2 – x3F°2 3 1.005 0.823\n6100.379 15 a3P1 – z3D°2 1 1.496 1.170\n6085.485 5 z3D°2 – e3D1 2 1.169 0.496\n6074.045 — z3G°4 – e3F4 3 1.050 1.110\n5991.98 4h z3D°3 – e1G4 1 1.287 1.057\n5973.527 120 z3G°5 – e3G5 7b 1.20 1.20\n5971.09 8 b1D2 – x3F°3 2 (1.005) 1.08\n5957.90 4 z3D°1 – e3D2 2 0.546 1.070\n5948.236 20 z3G°3 – e1F3 3 0.759 0.949\n5936.218 20 a1D2 – y3F°3 2 0.99 (1.086)\n5927.71 30 z3D°3 – e3D3 7b (1.288) 1.27\n5918.26 4 z1D°2 – e3F2 3 0.924 0.721\n5901.953 40 z3G°5 – e1G4 2 1.205 1.068\n5880.647 50 a3D1 – z1D°2 2 0.502 0.925\n5874.003 6 a3P2 – z3P°2 7b (1.481) 1.46\n5863.709 80 a1G4 – y1F°3 1 1.01 (1.03)\n5848.949 3 z3D°1 – e3D1 3 0.54 0.50\n5808.332 60 a3F2 – y3F°2 3 0.73 0.75\n5805.783 120 a3F3 – y3F°3 7b (1.083) 1.09\n5797.587 150 a3F4 – y3F°4 3 1.25 1.23\n5781.02 3 b1D2 – y3D°2 3 (1.005) 1.166\n5779.91 4 z3D°2 – e3D3 2 1.170 1.269\n5712.402 40 a1D2 – z1D°2 3 0.970 0.924\n5703.327 20 a3P1 – z3P°2 1 (1.497) 1.47\n5671.550 100 z3H°1 – e3G3 1 (0.846) 0.87\n5566.943 20 y3F°4 – e3G4 3 1.239 1.141\n5535.671 100 b1D2 – y3P°1 1 1.004 1.265\n5493.452 20 a3F3 – y3F°4 2 (1.083) 1.230\n5482.270 50 a3F2 – y3F°3 2 0.724 1.084\n5480.739 40 y3F°2 – e3G3 2 0.767 0.886\n5464.381 30 a3P2 – y1F°3 1 1.479 1.032\n5458.687 50 z1D°2 – e1F3 2 (0.923) 0.94\n5447.59 10 z3D°2 – e1D2 3 1.165 1.042\n5381.925 100 y3F°2 – e3F2 3 (0.754) 0.72\n5381.77 20 y3F°4 – e3F4 3 1.230 1.115\n5380.997 100 a1S0 – y3D°1 7a 0/0 0.783\n5377.095 200 z3H°5 – e3G4 1 1.017 1.122\n5340.67 100 y3F°3 – e3F3 3 1.07 1.07\n5303.556 125 a3D2 – z3D°1 2 1.137 0.548\n5301.984 200 a3D3 – z3D°2 2 1.336 1.173\n5290.836 100 a3F2 – z1D°2 3 0.722 0.924\n5279.15 15 y3F°3 – e3G4 2 (1.086) 1.11\n5259.389 50 a1D2 – z3G°3 1 0.976 0.754\n5226.216 20l z3H°4 – e3F3 1 0.840 1.059\n5222.48 3h e3D2 – 1°3 7b? (1.071) 1.066\n5188.229 500 z3H°6 – e3G5 1? (1.178) 1.20\n5183.422 400 a3D3 – z3D°3 3 (1.334) 1.28\n5173.854 25h x1F°3 –f1D2 7b (1.005) 1.02\n5172.924 20l z1D°2 – e3D2 3 0.925 1.070\n5167.28 10 z3H°4 – e3G4 3 0.852 1.132\n5163.615 40 a3F4 – z3G°4 3 1.248 1.049\n5156.741 40 a3F3 – z3G°3 3 1.084 0.755\n5122.990 200 a3D2 – z3D°2 3 1.16 1.19\n5114.573 200 a3D1 – z3D°1 7b 0.50 0.50\n5090.58 2h z1D°2 – e3D1 2 0.924 0.496\n5080.21 10h z1F°3 – e3G3 3 1.019 0.877\n5062.925 20 a3P2 – y3D°1 2 1.482 0.780\n5014.45 30hl x1F°3 – f1F3 3 (1.005) 0.98\n5002.133 15 y3F°3 – e3D2 2 (1.086) 1.08\n4996.823 30 y3F°4 – e1G4 3 1.236 1.061\n4991.284 80 a1S0 – z1P°1 7a 0/0 0.878\n4986.834 100 a1D2 – z3D°1 2 0.979 0.544\n4970.392 100 a3D2 – z3P°1 1 1.129 1.427\n4952.069 40 y3F°4 – e3D3 1 (1.232) 1.267\n4946.466 50 a3D1 – z3D°2 2 0.496 1.169\n4934.825 100 b1D2 – y1P°1 1 (1.005) 1.05\n4921.783 400 a3F4 – z3G°5 1 (1.248) 1.21\n4911.337 20 z1G°4 – e3F3 1 .98 (1.061)\n4904.43 2h x3P°0 – g3D1 7a 0/0 0.630\n4899.924 200 a3F2 – z3G°3 7b (0.721) 0.75\n4860.908 100 a3F4 – z3D°3 1 (1.248) 1.28\n4850.584 20 Z1G°4 – e1F3 2 (0.969) 0.95\n4824.066 150 a3P0 – y3D°1 7a 0/0 0.782\n4809.015 150 a3D1 – z3P°0 7a 0.499 0/0\n4796.688 10 a1G4 – y3D°3 1 1.000 1.313\n4748.729 200 a1G4 – z1H°5 7b 1.00 1.00\n4743.085 300 z3F°3 – e3G3 3 1.055 0.872\n4740.277 300 a3F3 – z3D°2 1 1.074? 1.161?\n4728.417 300 a1D2 – z3D°3 2 0.978 1.286\n4724.426 20 a3P2 – y3D°2 3 1.483 1.167\n4719.947 300 z1F°3 – e3F3 3 1.03 1.06\n4717.586 25 z1G°4 – e3F4 3 0.969 1.108\n4716.443 200 a3P2 – z1P°1 2 1.480 0.876\n4712.934 150 a3D3 – y1D°2 2 1.331 0.883\n4703.278 300r z3F°4 – e3F3 2 1.251 1.062\n4699.627 200r a3D3 – y1F°3 3 1.333 1.033\n4692.502 300 z3F°2 – e3G3 2 0.668 0.878\n4688.656 20 y3F°2 – e3D1 2 0.749 0.496\n4671.833 150 z1F°3 – e3G4 2 (1.017) 1.12\n4668.914 300r z3F°3 – e3F2 2 1.055 0.716\n4663.765 200 z1F°3 – e1F3 3 1.015 0.943\n4662.511 200 a3F2 – z3D°1 2 0.721 0.543\n4655.497 300 z3F°4 – e3G4 3 1.249 1.125\n4647.509 50 z3F°4 – e1F3 2 1.242 0.938\n4645.281 40 a3F3 – z3D°3 3 1.080 1.286\n4636.425 20 z1D°2 – e1D2 3 0.922 1.033\n4634.971 5 y3D°3 – f3D2 2 1.339 1.154\n4619.882 200 z3F°2 – e3F2 3 0.66 0.71\n4613.393 100 a3P1 – y3D°2 1 1.498 1.166\n4605.782 100 a3P1 – z1P°1 3 1.495 0.877\n4580.057 100 a3P1 – y3P°0 7a 1.498 0/0\n4574.875 300 a1D2 – z3P°2 3 0.975 1.457\n4570.971 10 a3D2 – y1D°2 3 1.136 0.885\n4559.295 150 a3P2 – y3P°1 2 1.483 1.270\n4558.464 200 a3D2 – y1F°3 1 1.134 1.034\n4540.707 25 z1F°3 – e3F4 2 (1.017) 1.091\n4530.562 25 b1D2 – x3P°1 1 1.007 1.496\n4526.109 150 a3P2 – y3D°3 1 1.484 1.311\n4525.303 100 z3F°4 – e3F4 3 1.248 1.113\n4522.372 400 a3F2 – z3D°2 3 0.721 1.169\n4508.478 2 a3P0 – z1P°1 7a 0/0 0.877\n4502.16 10hl x3P°1 – e3S1 7b (1.492) 1.48\n4498.751 4h y3F°3 – e1D2 2 (1.086) 1.05\n4481.198 2h z1P°1 – f3D1 3 0.874 0.498\n4474.029 20 y3D°2 – f3D1 2 1.165 0.498\n4455.795 25 a3P1 – y3P°1 3 1.498 1.270\n4435.847 3 a3F2 – z3D°3 2 0.726 1.293\n4432.949 5 a3F4 – y1F°3 2 1.249 1.035\n4429.904 300 a3D1 – y1D°2 2 0.494 0.887\n4427.567 50 z3F°3 – e3F3 – 1.06? 1.06?\n4411.204 10h x3F°4 – f3D3 1 (1.245) 1.32\n4385.204 10 z3F°3 – e3G4 2 (1.056) 1.12\n4383.45 50 z3F°2 – e3F3 2 0.664 1.061\n4378.097 30 z3F°3 – e1F3 3 1.061 0.947\n4364.666 50 a3P0 – y3P°1 7a 0/0 1.271\n4363.062 3 y3D°3 – f3D3 7b? (1.308) 1.33\n4354.399 100 a1S0 – y1P°1 7a 0/0 1.076\n4337.777 3h x3F°3 – f3D2 1 (1.088) 1.09\n4334.964 50 z3F°2 – e1F3 2 0.658 0.941\n4333.734 500 a1D2 – y1D°2 3 0.980 0.884\n4322.503 150 a1D2 – y1F°3 2 (0.977) 1.02\n4315.902 3h a3D3 – x3F°2 2 1.332 0.823\n4300.435 20 a3F2 – z3P°2 3 0.726 1.462\n4296.048 200 a3P2 – y3P°2 3? 1.48 1.48\n4286.973 300 z3F°4 – e3G5 1 (1.247) 1.21\n4269.494 150 z3F°3 – e3F4 2 (1.056) 1.09\n4263.580 150 z1F°3 – e1G4 7b? (1.017) 1.04\n4249.991 50 z3F°4 – e1G4 3 1.246 1.053\n4241.20 15hl e3G4 – 4°4 3 1.14 1.26\n4238.379 300 a3D3 – x3F°3 3 1.333 1.089\n4230.953 50 z1F°3 – e3D3 3 1.020 1.275\n4207.617 3h y3D°1 – f3D1 3 0.780 0.498\n4204.038 25 a3P1 – y3P°2 1 (1.497) 1.48\n4196.547 150 a3D2 – x3F°2 3 1.134 0.821\n4194.354 15 x1F°3 – f1G4 7b (1.005) 1.01\n4193.371 10 y3D°2 – f3D3 2 (1.167) 1.32\n4192.358 50 z3F°3 – e3D2 2? 1.05 1.05\n4180.97 10h y3D°1 – f3D2 2 0.792 1.123\n4152.775 50 z3F°2 – e3D2 3 0.661 1.069\n4151.955 300 a3D1 – y3D°1 3 0.499 0.782\n4148.155 4 z1P°1 – f1D2 2 (0.876) 1.037\n4143.742 10h a3P2 – y1P°1 2 (1.482) 1.071\n4141.740 200 a3D3 – y3D°2 2 1.338 1.168\n4132.501 10h y3P°2 – g3D3 1 1.464 1.219\n4131.74 3 e3D3 – 7°4 1 (1.274) 1.23\n4123.228 500 a3D2 – x3F°3 1 (1.133) 1.099\n4113.28 20 e1F3 – 6°4 1 (0.944) 0.97?\n4099.542 100 z3F°2 – e3D1 2 0.664 0.494\n4086.714 500 a3F2 – y1D°2 3 0.723 0.884\n4077.340 400 a3D1 – x3F°2 2 0.496 0.822\n4076.711 5 a3F2 – y1F°3 2 (0.721) 1.03\n4067.392 80 a1D2 –y3D°1 2 0.978 0.778\n4058.085 — a3P1 – y1P°1 3 1.496 1.074\n4050.079 60 z1F°3 – e1D2 7b 1.02 1.02\n4042.911 300 a1G4 – x1F°3 7b 0.99 0.99\n4036.596 15 a1S0 – x3P°1 7a 0/0 1.494\n4031.692 300 a3D2 – y3D°2 3 1.13 1.16\n4025.882 50 a3D2 – z1P°1 2 1.133 0.878\n4023.588 15 z3F°3 – e1G4 7b 1.05 1.05\n4020.19 2h y3P°2 – e3S1 – 1.47 1.47\n3995.750 300 a1D2 – x3F°2 3 0.983 0.821\n3994.474 5 z3F°3 – e3D3 3 (1.056) 1.276\n3988.518 800 a3D3 – y3D°3 3 (1.334) 1.29\n3981.35 10l x3F°2 – f1D2 3 0.826 1.035\n3979.08 2 x3F°4 – g3D3 – (1.245) 1.23\n3958.54 2h z3F°2 – e3D3 2 (0.664) 1.284\n3956.07 4 y1D°2 – f3D1 2 0.884 0.501\n3951.43 2h x3F°3 – f1F3 3 (1.088) 0.998\n3944.15 2 y3D°2 – g3D2 7b 1.16 1.16\n3939.85 3h y3D°3 – g3D3 3 1.29 1.22\n3936.221 50 a3F3 – x3F°2 2 1.082 0.825\n3932.523 2h y1D°2 – f3D2 3 (0.887) 1.121\n3929.216 300 a1D2 – x3F°3 2 0.980 1.093\n3921.535 200 a3D1 – y3D°2 2 0.500 1.166\n3916.045 400 a3D1 – z1P°1 3 0.491 0.877\n3910.806 5h a3D2 – y3P°1 1 1.130 1.260\n3886.368 200 a3D2 – y3D°3 2 1.134 1.308\n3871.631 15 a3F3 – x3F°3 7b 1.085 1.085\n3860.31 2 x3F°3 – g3D2 1 (1.088) 1.14\n3854.910 40 a3P2 – x3P°1 7b 1.48 1.48\n3849.013 150 a3F2 – y3D°1 1 (0.721) 0.76\n3845.997 50 a1D2 – y3D°2 3 0.980 1.165\n3840.709 70 a1D2 – z1P°1 2 0.974 0.880\n3836.4 — x1F°3 – g3F4 2 (1.008) 1.196\n3835.074 15 a3P1 – x3P°0 7a 1.500 0/0\n3817.224 5 e3D2 – 8°3 1 (1.071) 0.97\n3816.168 10h y3D°1 – g3D1 3 (0.782) 0.630\n3814.02 2 y3P°1 – e3S1 3 (1.278) 1.464\n3808.781 10 a3D3 – y3P°2 1 1.332 1.467\n3807.1 1 a3D1 – y3P°1 3 0.497 1.272\n3801.009 1 y3D°2 – g3D3 2 (1.167) 1.21\n3798.19 2 x3F°2 – g3D2 3 0.817 1.159\n3794.773 200 a3F4 – y3D°3 1 (1.248) 1.30\n3790.822 300 a3F3 – y3D°2 1 (1.083) 1.17\n3784.797 2 a3F2 – x3F°2 3 0.730 0.830\n3783.06 1 e3G4 – 7°4 3 1.122 1.202\n3780.674 50 a3P1 – x3P°1 3? 1.494 1.494\n3780.515 20 x3F°2 – f3G3 2 (0.825) 0.86\n3773.117 20l x3F°3 – f3G4 1 (1.088) 1.06\n3768.98 2 y3D°3 – f3F3 3 1.314 1.088\n3767.05 10h y3P°2 – e3P2 3 (1.471) 1.200\n3766.56 3h x3F°4 – e3H4 3 1.245 0.874\n3759.080 150 a3F4 – x3F°4 7b 1.24 1.24\n3736.415 6 x3F°4 – f3F4 3 1.30 1.20\n3735.851 10 a1D2 – y3P°1 1 0.976 1.269\n3731.42 8 y3D°3 – e3H4 1 1.305 0.876\n3725.052 15 a3F2 – x3F°3 2 0.725 1.092\n3717.98 3 x3F°2 – e1P1 1 0.818 1.335\n3715.524 50 a3D2 – y3P°2 3 1.131 1.472\n3714.858 40 a3P0 – x3P°1 7a 0/0 1.487\n3713.544 60 a1D2 – y3D°3 2 0.975 1.307\n3705.818 80h a3P2 – x3P°2 3 (1.481) 1.50\n3701.807 10 y3D°3 – f3F4 1 (1.308) 1.146\n3694.27 10 y1D°2 – f1D2 3 (0.887) 1.031\n3665.22 4 x3F°2 – g3D3 2 0.853? 1.248?\n3662.073 40 a3F3 – y3D°3 3 1.080 1.310\n3658.41 3 x1F°3 – g1G4 2 (1.005) 1.03\n3650.174 60 a3F2 – y3D°2 3 0.715 1.163\n3645.414 60 a3F2 – z1P°1 1 0.717 0.874\n3641.656 4 y3D°2 –f3F3 1 (1.164) 1.09\n3637.148 40 a3P1 – x3P°2 7b 1.49 1.49\n3628.822 40h a3F3 – x3F°4 2 1.082 1.249\n3621.77 8 a3D1 – y3P°2 2 0.498 1.473\n3620.16 1 y1F°3 – f1F3 3 1.02 0.99\n3618.602 1 z3D°2 – f3D1 2 1.174 (0.500)\n3612.334 15h y1D°2 – f1F3 2 (0.887) 1.01\n3611.09 3 f3P°0 – e3P1 7a 0/0 1.495\n3609.23 3 x1F°3 – h1D2 7b (1.005) 0.99\n3608.16 6 y1D°2 – g3D1 2 0.880 0.644\n3606.432 3h y3D°3 – f1G4 1 1.301 1.024\n3601.054 15 a3D2 – y1P°1 7b (1.133) 1.09\n3598.927 3hl z3D°2 – f3D2 7b (1.167) 1.13\n3596.65 3 y3D°2 – g1D2 7b (1.164) 1.18\n3590.66 1h y3D°2 – e3P1 1 1.160 1.545\n3585.523 6h y3P°1 – e3P2 7b (1.267) 1.24\n3581.68 20hl y3D°1 – f3F2 7b (0.782) 0.75\n3580.099 3h x3P°2 – f3P1 7b (1.494) 1.51\n3578.89 3h x3P°1 – f3P0 7a 1.494 0/0\n3576.581 3d x3F°2 – e3S1 1 0.826 1.458\n3570.095 10 x3F°3 – f3F3 7b (1.088) 1.06\n3557.251 8 a1D2 – y3P°2 3 0.978 1.475\n3550.815 4 a3F2 – y3P°1 1 0.721 1.272\n3536.37 3 x3F°3 – e3H4 1 1.092 0.886\n3533.67 3h z3D°1 – f3D1 7b (0.542) 0.49\n3530.661 6 a3F2 – y3D°3 2 0.712 1.305\n3526.77 2h x3F°3 – g1D2 7b (1.088) 1.16\n3520.711 4 y1D°2 – f3G3 7b (0.887) 0.87\n3514.87 2 z3D°1 – f3D2 2 0.534 1.104\n3512.917 15 a3D1 – y1P°1 3 0.496 1.076\n3509.989 10 a3F3 – y3P°2 1 1.083 1.476\n3493.97 2 z1P°1 – e3P2 2 0.959? 1.268?\n3484.38 5 z3D°3 – f3D3 7b (1.288) 1.32\n3474.84 8 x3F°2 – g1D2 3 824 1.180\n3460.31 3 z3P°2 – f1F3 1 1.456 0.983\n3453.168 40 a3D3 –x1F°3 3 1.329 1.005\n3452.184 40 a1D2 – y1P°1 7b (0.977) 1.06\n3451.12 4h x3P°1 – f3P1 7b? 1.48? 1.48?\n3432.81 3 z3D°2 – f3D3 2 (1.167) 1.30\n3427.57 3 y1F°3 – g3D3 3 1.034 1.224\n3423.9 2 x3F°3 –f1G4 7b (1.088) 1.04\n3422.44 2h y3D°1 – g1D2 2 0.783 1.178\n3420.54 2 y1D°2 – g3D3 2 0.902 1.238\n3411.76 25hl x3P°2 – f3P2 3 (1.494) 1.41\n3407.00 4 x3P°0 – f3P1 7a 0/0 1.531\n3397.76 8 y1D°2 – f3F2 3 0.89 0.76\n3392.94 3 z3P°1 – g3D1 3 1.435 0.621\n3390.40 2 z3P°0 – g3D1 7a 0/0 0.616\n3380.910 100h a3D2 – x3P°1 1 1.133 1.495\n3376.329 50 a3D2 – x1F°3 1 (1.133) 0.999\n3351.89 2 x1F°3 – i1D2 1 (1.005) 1.03\n3344.560 200wh a3D1 – x3P°0 7a 0.500 0/0\n3337.488 300wh a3D3 – x3P°2 1 1.35 1.52\n3326.21 3 z3P°2 – e1P1 2 (1.460) 1.39\n3325.33 2 z3D°2 – g3D1 2 1.166 0.611\n3310.62 3 z3D°3 – g3D2 2 (1.288) 1.20\n3306.98 8 a3F4 – x1F°3 2 1.245 1.008\n3303.11 150 a3D1 – x3P°1 3 0.499 1.486\n3294.44 5 x3P°1 – f3P2 1 (1.492) 1.43\n3277.83 3h x3P°2 – g3P1 7b 1.49 1.49\n3267.31 3 z3P°1 – e1P1 3 (1.437) 1.39\n3265.67 200 a3D2 – x3P°2 3 1.133 1.502\n3263.99 4 z3D°2 – g3D2 3 (1.167) 1.15\n3253.42 4 z3D°1 – g3D1 3 — 0.596\n3249.351 80 a1D2 – x3P°1 1 0.969 1.486\n3245.120 300 a1D2 – x1F°3 2 (0.977) 1.00\n3226.008 2 z1D°2 – f3D2 3 0.91 1.09\n3224.770? — z1H°5 – g1G4 1 1.01 (1.040)\n3217.12 10h x3P°2 – g3P2 3 1.50 1.43\n3212.56 2 z3P°2 – e3S1 2 (1.460) 1.47\n3209.13 3 z3D°3 – g3D3 3 1.265 1.216\n3205.76 5 a3F3 – x1F°3 3 1.092 1.026\n3204.55 2 z3D°2 – e1P1 1 (1.167) 1.31\n3194.70 2 z3D°1 – g3D2 2 0.538 1.150\n3193.02 60 a3D1 – x3P°2 2 0.495 1.493\n3191.39 8hl x3P°2 – h3D2 3 1.488 1.213\n3165.19 4 y3D°3 – h1D2 2 1.310 1.030\n3160.56 3h y3P°2 – f3P1 1 (1.471) 1.51\n3157.58 2 z3P°1 – e3S1 3 (1.432) 1.47\n3156.35 2h y1P°1 – i1D2 1 (1.074) 1.06\n3145.7 2h z3D°2 –f3F2 3 (1.167) 0.741\n3142.762 50 a1D2 – x3P°2 3 0.973 1.490\n3132.14 3h x3P°0 – g3P1 7a 0/0 1.494\n3130.25 4 z3P°2 – g1D2 3 1.461 1.189\n3125.72 3 z3P°2 – e3P1 1 (1.460) 1.52\n3112.63 10hl x3P°1 – g3P2 1 (1.492) 1.43\n3108.462 8 a3F2 – x3P°1 1 0.720 1.495\n3104.589 50 a3F2 – x1F°3 2 0.721 1.008\n3088.53 3h x3P°1 – h3D2 1 1.464? 1.210?\n3081.42 7 z3D°1 –f3F2 2 (0.543) 0.712\n3075.51 2 y3P°1 – f3S1 3 1.265 1.955\n3069.45 3 z3D°3 – e3H4 – 1.285 0.881\n3068.96 3 x3P°0 – h3D1 7a 0/0 0.506\n3059.91 7 z1P°1 – f3P0 7a 0.877 0/0\n3054.02 6 z3D°2 – f3F3 1 (1.167) 1.10\n3049.39 3 z3D°3 – f3F4 1 (1.288) 1.157\n3045.63 1 z3G°5 – e3H4 2 1.197 (0.883)\n3036.43 2 z3D°1 – e3S1 3 0.540 1.457\n3035.80 1 z3G°3 –f3G4 2 (0.757) 1.034\n3028.64 2h y3P°2 – f3P2 3 1.46 1.42\n3025.88 3 z3G°5 – f3F4 2 (1.197) 1.15\n3022.26 3 z3D°2 – g1D2 3 (1.167) 1.19\n3010.78 — a3F2 – x3P°2 3 0.719 1.492\n3007.32 4 z1D°2 – f1F3 2 (0.923) 0.97\n2985.75 2 z3G°3 – f3F2 7b 0.75 0.75\n2985.432 3 x3F°2 – h1D2 3 0.817 1.032\n2984.336 2 z3D°3 – f1G4 1 (1.288) 1.039\n2983.45 2 z3G°4 – f3F3 1 (1.049) 1.07\n2976.83 3 y3P°0 – f3P1 7a 0/0 1.530\n2971.48 1 y3F°4 – f3G3 2 (1.232) 0.868\n2966.57 4 z3G°5 – e3H5 3 1.191 1.027\n2966.05 2 z1P°1 – f3P1 3 0.861 1.529\n2962.910 15 y3D°2 – f3P1 1 1.160 1.524\n2959.850 5 z3G°4 – e3H4 3 1.042 0.887\n2958.71 1 z3D°1 – e3P1 3 (0.542) 1.559\n2951.45 3 y3P°1 – i1D2 1 1.254 1.054\n2950.492 50 z1H°5 – e1I6 7b 0.996 0.996\n2943.551 6hl z1D°2 – f3G3 1 (0.923) 0.88\n2939.618 3h y1P°1 – h3D1 3 1.073 0.494\n2929.88 7 y3D°1 – f3P0 7a 0.781 0/0\n2925.148 5h y1P°1 – h3D2 2 (1.074) 1.20\n2923.90 20 y3D°3 – f3P2 1 (1.308) 1.42\n2913.61 2 y3F°2 – f1D2 3 0.762 1.027\n2905.52 4hl z1D°2 – e1P1 1 0.915 1.335\n2899.80 4hl y3F°4 – g3D3 7b 1.23 1.23\n2897.76 5hl y3F°3 – g3D2 1 (1.086) 1.13\n2893.071 60 z3G°5 – e3H6 1 (1.197) 1.17\n2889.11 1 z1P°1 – i1D2 2 (0.876) 1.04\n2885.141 50 z3G°4 – e3H5 1 (1.049) 1.03\n2883.35 1 z3P°2 – g3F3 1 1.465 1.084\n2880.644 40 z3G°3 – e3H4 2 (0.757) 0.88\n2873.18 2 z1D°2 – g3D3 2 (0.923) 1.205\n2862.967 15hl z3G°3 – f3F4 2 0.755 1.129\n2862.373 6 y3F°2 – f1F3 2 0.756 0.988\n2859.757 5 y3F°2 – g3D1 2 (0.754) 0.62\n2855.902 50hl y1F°3 – g1G4 2 (1.034) 1.04\n2853.72 4h y3P°2 – h3D2 3 1.478 1.230\n2848.34 6 y3F°3 – f3G4 1 (1.086) 1.06\n2846.69 5 y3D°2 – f3P2 3 1.166 1.416\n2843.659 4 y3D°1 – f3P1 3 0.777 1.528\n2838.438 5 y3F°4 – f3G5 1 (1.232) 1.21\n2832.55 5 z3D°2 – g3F2 3 1.164 0.666\n2825.815 1 y1F°3 – h1D2 1 (1.034) 1.04\n2825.51 5 z3D°3 – g3F3 3 1.289 1.089\n2821.043 5 y1D°2 – h1D2 3 0.887 1.038\n2818.39 3 z1D°2 – e3S1 1 (0.923) 1.446\n2815.35 6 z3F°3 – f3D2 1 (1.056) 1.08\n2813.72 5 z3F°4 – f3D3 1 (1.247) 1.29\n2813.03 3 z1G°4 – f1F3 1 (0.969) 0.94?\n2809.34 2 z3F°2 – f3D1 2 (0.664) 0.55\n2808.39 150 b1D2 – x1P°1 2 (1.005) 1.00\n2807.20 1 x3F°2 – i1D2 3 0.830 1.055\n2805.59 5 z3G°3 – f1G4 2 0.763 1.033\n2804.53 4 y3F°2 – f3G3 2 (0.754) 0.84\n2798.546 40hl z3D°3 – g3F4 1 (1.288) 1.20\n2796.366 5 z1F°3 – f1D2 1 (1.017) 1.03\n2791.513 25 z3D°2 – g3F3 1 (1.167) 1.08\n2780.234 10h z3D°1 – g3F2 2 (0.542) 0.58\n2779.778 10 y3D°3 – g3P2 1 (1.308) 1.40\n2778.757 10 z3G°5 – g3F4 2? (1.196) 1.196\n2773.86 1 z1P°1 – g3P0 7a 0.870 0/0\n2761.111 5 y3P°1 – h3D1 3 1.268 0.503\n2759.156 3 z3H°6 – e3H5 2 1.178? 1.045?\n2758.652 3 y1P°1 – f1S0 7a 1.074 0/0\n2752.858 10 y3D°2 – g3P1 1 1.156 1.473\n2748.317 8 y3P°1 – h3D2 1 (1.267) 1.22\n2736.90 2 z3H°5 – e3H4 2 1.03 (0.883)\n2736.41 3 y3D°1 – f3P2 2 0.773 1.412\n2732.415 10 z3G°4 – g3F3 1 1.06 (1.085)\n2727.54 2 z3P°2 – h1D2 3 1.464 1.044\n2715.416 10hl y3P°0 – h3D1 7a 0/0 0.510\n2712.51 1 z1P°1 – g3P2 2 (0.876) 1.41\n2709.92 3 y3D°2 – g3P2 3 1.184 1.430\n2706.49 2 z1P°1 – h3D1 3 0.878 0.518\n2702.159 8 z3G°3 – g3F2 2 (0.757) 0.70\n2695.458 35 z3H°6 – e3H6 3 (1.178) 1.14\n2694.207 5 z1P°1 – h3D2 2 (0.876) 1.21\n2681.501 10 z3H°4 – e3H4 3 0.85 0.88\n2675.655 5 z3D°3 – h1D2 2 1.295 1.061\n2673.743 3 z3P°1 – f3P0 7a 1.443 0/0\n2672.906 30 z3H°5 – e3H5 3 1.02 (1.029)\n2670.05 2 x3F°3 – g3P2 1 (1.088) 1.399\n2666.178 6 z3H°4 – f3F4 3 (0.846) 1.139\n2665.679 4 y1F°3 – i1D2 1 (1.034) 1.05\n2661.665 3 z1F°3 – f3G4 2 (1.017) 1.04\n2661.36 4 y1D°2 – i1D2 3 0.91 1.08\n2647.36 4 z3F°3 – f1F3 3 1.03 0.98\n2644.70 1 y3F°3 – f1G4 1 (1.086) 1.05\n2631.93 8 y1F°3 – f3P2 1 (1.034) 1.421\n2631.52 4 z3F°2 – f1F3 2 (0.664) 0.979\n2620.03 7 z3H°4 – e3H5 2 (0.846) 1.030\n2617.29 1 z3G°4 – g1G4 7b 1.05 1.05\n2616.314 7hl z3H°4 – f1G4 3 (0.847) 1.02\n2613.097 4 z3H°5 – e3H6 2 (1.017) 1.11\n2610.335 150 a1S0 – x1P°1 7a 0/0 0.990\n2601.777 5 z3P°1 – f3P1 3 (1.432) 1.48\n2600.869 2 y3P°1 – f1S0 7a 1.265 0/0\n2596.32 3 z1D°2 – g3F2 3 0.913 0.657\n2596.091 20 z1G°4 – e3H4 3 0.98 0.90\n2586.37 10 z3D°1 – f3P0 7a 0.532 0/0\n2582.960 8 y3F°4 – g3F3 2 1.21 1.08\n2582.56 6 z3F°2 – f3G3 2 (0.664) 0.83\n2580.823 8hl z3F°4 – f3G5 1 (1.247) 1.21\n2566.078 10hl z3F°3 – f3G4 1 (1.056) 1.05\n2561.848 20 z3D°2 – f3P1 1 1.170 1.515\n2560.374 50 y3F°4 – g3F4 3 1.22 1.20\n2558.991 3 z1F°3 – f3F3 3 (1.017) 1.12\n2552.600 7 y3F°3 – g3F2 2 1.091 0.684\n2546.40 20hl z3P°2 – f3P2 3 (1.461) 1.42\n2542.40 6 z3P°1 – i1D2 1 1.426 1.052\n2541.59 4 z1F°3 – e3H4 1 (1.017) 0.90\n2534.98 6 z1G°4 – f1G4 3 0.97 1.01\n2533.14 15 a3P2 – x1P1 2 1.487 1.007\n2531.60 8 z3D°3 – i1D2 2 (1.288) 1.07\n2523.07 5hl z3F°4 – f3F4 3 1.225? 1.125\n2519.215 50 y3F°3 – g3F3 7b 1.08 1.08\n2515.79 4 z3F°2 – f3F2 3 (0.664) 0.74\n2501.18 15h z3D°3 – f3P2 1 (1.288) 1.40\n2487.588 40 y3F°2 – g3F2 3 0.75 0.68\n2479.84 10 y3F°4 – g1G4 3 (1.232) 1.057\n2474.51 3 z3D°2 – f3P2 3 (1.167) 1.414\n2472.43 10 z3H°4 – g3F4 3 (0.846) 1.208\n2471.900 20 a3P0 – x1P°1 7a 0/0 1.000\n2471.06 5 z3P°2 – g3P1 1 (1.460) 1.49\n2455.88 10 y3F°2 – g3F3 2 0.755 1.083\n2452.74 8 z3P°1 – g3P0 7a 1.450 0/0\n2436.42 15W z3P°2 – g3P2 3 (1.460) 1.44\n2404.643 6 z3P°1 – g3P2 1 (1.432) 1.42\n2403.28 7 z3D°2 – g3P1 1 (1.167) 1.468\n2399.66 20hl z1G°4 – g3F4 3 0.963 1.179\n2397.237 7hl z3H°4 – g1G4 3 (0.846) 1.039\n2319.441 20 a3D2 – x1P1 2 (1.133) 1.02\n2256.76 30 a1D2 – x1P°1 1 (0.977) 0.96\ng values of terms in La II.\na3F2 0.00 .667 .730 .721 20\na3F3 1,016.10 1.083 1.092 1.083 11\na3F4 1,970.70 1.250 1.258 1.248 6\na1D2 1,394.46 1.000 .987 .977 18\na3D1 1,895.15 .500 .520 .498 15\na3D2 2,591.60 1.167 1.140 1.133 12\na3D3 3,250.35 1.333 1.337 1.334 11\na3P0 5,249.70 0/0 0/0 0/0 6\na3P1 5,718.12 1.500 1.506 1.497 8\na3P2 6,227.42 1.500 1.488 1.481 9\na1S0 7,394.57 0/0 0/0 0/0 6\na1G4 7,473.32 1.000 1.003 1.000 1\nb1D2 10,094.86 1.000 1.015 1.005 7\nz3F°2 14,147.98 .667 .676 .664 9\nz3F°3 14,375.17 1.083 1.087 1.056 5\nz3F°4 15,698.74 1.250 1.258 1.247 7\nz1F°3 15,773.77 1.000 1.047 1.017 5\nz1G°4 16,599.17 1.000 .996 .969 4\ny3F°2 17,211.93 .667 .757 .754 9\ny3F°3 18,235.56 1.083 1.090 1.086 5\ny3F°4 19,214.54 1.250 1.243 1.232 7\nz3H°4 17,825.62 .800 .865 .846 8\nz3H°5 18,580.41 1.033 1.082 1.017 1\nz3H°6 19,749.62 1.167 1.17 1.178? 1\nz1D°2 18,895.41 1.000 .931 .923 12\nz3G°3 20,402.82 .750 .775 .757 7\nz3G°4 21,331.60 1.050 1.060 1.049 3\nz3G°5 22,282.90 1.200 1.203 1.197 5\nz3D°1 21,441.73 .500 .547 .542 13\nz3D°2 22,106.02 1.167 1.186 1.167 14\nz3D°3 22,537.30 1.333 1.317 1.288 12\nz3P°0 22,683.70 0/0 0/0 0/0 3\nz3P°1 22,705.15 1.500 1.458 1.431 6\nz3P°2 23,246.93 1.500 1.462 1.459 7\ny1D°2 24,462.66 1.000 .897 .887 14\ny1F°3 24,522.70 1.000 1.032 1.034 8\ny3D°1 25,973.37 .500 .799 .782 12\ny3D°2 27,388.11 1.167 1.191 1.168 14\ny3D°3 28,315.25 1.333 1.312 1.308 12\nx3F°2 26,414.01 .667 .836 .825 15\nx3F°3 26,837.66 1.083 1.081 1.088 7\nx3F°4 28,565.40 1.250 1.246 1.245 3\nz1P°1 27,423.91 1.000 .882 .876 13\nz1H°5 28,525.71 1.000 1.00 1.004 0\ny3P°0 27,545.85 0/0 0/0 0/0 4\ny3P°1 28,154.55 1.500 1.262 1.267 12\ny3P°2 29,498.05 1.500 1.495 1.471 10\ny1P°1 30,353.33 1.000 1.066 1.074 6\nx3P°0 31,785.82 0/0 0/0 0/0 6\nx3P°1 32,160.99 1.500 1.515 1.492 8\nx3P°2 33,204.41 1.500 1.478 1.494 7\nx1F°3 32,201.05 1.000 1.006 1.005 6\ne3G3 35,452.66 .750 .873 .876 5\ne3G4 37,172.79 1.050 1.146 1.127 5\ne3G5 39,018.74 1.200 1.203 1.21 0\ne3F2 35,787.53 .667 .732 .719 4\ne3F3 36,954.65 1.083 1.061 1.061 4\ne3F4 37,790.57 1.250 1.141 1.113 6\ne1F3 37,209.71 1.000 .953 .944 6\ne1G4 39,221.65 1.000 1.060 1.059 4\ne3D1 38,534.11 .500 .495 .497 7\ne3D2 38,221.49 1.167 1.100 1.071 7\ne3D3 39,402.55 1.333 1.306 1.274 6\ne1D2 40,457.71 1.000 1.046 1.036 3\nx1P°1 45,692.17 1.000 .97 .999 3\nf3D1 49,733.13 .500 .520 .500 5\nf3D2 49,884.35 1.167 1.141 1.117 4\nf3D3 51,228.57 1.333 1.331 1.315 1\nf1D2 51,523.86 1.000 1.02 1.036 3\nf1F3 52,137.67 1.000 1.00 .987 4\nf3G3 52,857.88 .750 .89 .861 1\nf3G4 53,333.37 1.050 1.05 1.036 1\nf3G5 54,434.65 1.200 1.20 1.21 0\nf3F2 53,885.24 .667 .77 .751 2\nf3F3 54,840.04 1.083 1.14 1.088 1\nf3F4 55,321.35 1.250 1.16 1.136 5\ng3D1 52,169.66 .500 .67 .621 6\ng3D2 52,734.81 1.167 1.17 1.154 2\ng3D3 53,689.56 1.333 1.21 1.218 7\ne3S1 54,365.80 2.000 1.42 1.455 4\ne1P1 53,302.56 1.000 — 1.335 2\ne3P1 55,230.33 1.500 1.57 1.552 2\ne3P2 56,036.60 1.500 1.22 1.203 1\nf1G4 56,035.70 1.000 1.03 1.027 4\ng1D2 55,184.05 1.000 1.08 1.183 3\ne3H4 55,107.25 .800 .94 .883 7\ne3H5 55,982.09 1.033 1.04 1.033 3\ne3H6 56,837.94 1.167 1.18 1.14 0\ng3F2 57,399.58 .667 — .675 4\ng3F3 57,918.50 1.083 1.11 1.085 4\ng3F4 58,259.41 1.250 1.22 1.196 3\ng1G4 59,527.60 1.000 1.07 1.046 2\nh1D2 59,900.08 1.000 1.00 1.035 5\nf3P0 60,094.84 0/0 0/0 0/0 5\nf3P1 61,128.83 1.500 1.47 1.528 6\nf3P2 62,506.36 1.500 1.45 1.416 4\ni1D2 62,026.27 1.000 — 1.054 4\ne1I6 62,408.40 1.000 1.01 1.003 0\ng3P0 63,463.95 0/0 — 0/0 2\ng3P1 63,703.18 1.500 — 1.471 2\ng3P2 64,278.92 1.500 — 1.414 3\nh3D1 64,361.28 .500 — .506 5\nh3D2 64,529.90 1.167 — 1.217 4\nf3S1 60,660.18 2.000 — 1.955 1\n1°3 57,364.12 — — 1.07 0\n4°4 60,744.17 — — 1.25 1\n6°4,3 61,514.46 — — .97? 0\n7°4 63,598.87 — — 1.205 1\n8°3 64,411.17 — — .97 0\nf1S0 66,591.91 0/0 — 0/0 2\nTests of g-sum rule in La I.\nLow even terms\nJ = 1 2\na4P 7231 2.667 +.039 −.019\na2P 9044 .667 +.00 +.023\nSum 3.334 +.04 +.004\nJ = 1 1 2\na2D 0 .800 −.010 −.002\na4F 2668 .400 +.011 +.005\na4P 7490 1.733 −.04 −.029\nb2D 8446 .800 +.09 +.142\na2P 9719 1.333 −.01 −.10\nSum 5.066 +.04 +.02\nJ = 2 1 2\na2D 1053 1.200 +.003 −.002\na4F 3010 1.029 +.003 +.001\na2F 7011 .857 +.04 +.036\na4P 7679 1.600 −.06 −.102\nb2D 9183 1.200 +.09 +.050\nSum 5.886 +.08 −.017\nJ = 3 1 2\na4F 3494 1.238 −.016 +.001\na2F 8052 1.143 −.01 −.006\na2G 9960 .889 +.021 +.02\nSum 3.270 −.01 +.02\nJ = 4 1 2\na4F 4121 1.333 −.006 +.005\na2G 9919 1.111 +.01 +.01\nSum 2.444 +.00 +.02\nTests of g-sum rule in La II.\na3D 1895 .500 +.020 −.002\na3P 5718 1.500 +.006 −.003\nSum 2.000 +.026 −.005\na3F 0 .667 +.063 +.054\na1D 1394 1.000 −.013 −.023\na3D 2591 1.167 −.027 −.034\na3P 6227 1.500 −.012 −.019\nb1D 10,094 1.000 +.015 +.005\nSum 5.334 +.026 −.017\na3F 1016 1.083 +.009 .000\na3D 3250 1.333 +.004 +.001\nSum 2.416 +.013 +.001\na3F 1970 1.250 +.008 −.002\na1G 7473 1.000 +.003 .000\nSum 2.250 +.011 −.002\nMiddle odd terms\nz3D° 21441 .500 +.047 +.042\nz3P° 22705 1.500 −.042 −.069\ny3D° 25973 .500 +.299 +.282\nz1P° 27423 1.000 −.118 −.124\ny3P° 28154 1.500 −.238 −.233\ny1P° 30353 1.000 +.066 +.074\nx3P° 32160 1.500 +.015 −.008\nx1P° 45692 1.000 −.03 −.001\nSum 8.500 .00 −.037\nMiddle odd terms—Continued\nz3F° 14147 .667 +.009 −.003\ny3F° 17211 .667 +.090 +.087\nz1D° 18895 1.000 −.069 −.077\nz3D° 22106 1.167 +.019 .000\nz3P° 23246 1.500 −.038 −.041\ny1D° 24462 1.000 −.103 −.113\nx3F° 26414 .667 +.169 +.158\ny3D° 27388 1.167 +.024 +.001\ny3P° 29498 1.500 −.005 −.029\nx3P° 33204 1.500 −.022 −.006\nSum 10.833 +.074 −.023\nz3F° 14375 1.083 +.004 −.027\nz1F° 15773 1.000 +.047 +.017\ny3F° 18235 1.083 +.007 +.003\nz3G° 20402 .750 +.025 +.007\nz3D° 22537 1.333 −.016 −.045\ny1F° 24522 1.000 +.032 +.034\nx3F° 26837 1.083 −.002 +.005\ny3D° 28315 1.333 −.021 −.025\nx1F° 32201 1.000 +.006 +.005\nSum 8.667 +.082 −.026\nz3F° 15698 1.250 +.008 −.003\nz1G° 16599 1.000 −.004 −.031\nz3H° 17825 .800 +.065 +.046\ny3F° 19214 1.250 −.007 −.018\nz3G° 21331 1.050 +.010 −.001\nx3F° 28565 1.250 −.004 −.005\nSum 6.600 +.068 −.012\nz3H° 18580 1.033 +.049 −.016\nz3G° 22282 1.200 +.003 −.003\nz1H° 28525 1.000 .00 +.004\nSum 3.233 +.05 −.015\nHigh even terms\ne3D 38534 .500 −.005 −.003\nf3D 49733 .500 +.020 .000\ng3D 52169 .500 +.17 +.121\ne1P 53302 1.000 — +.335\ne3S 54365 2.000 −.580 −.545\ne3P 55230 1.500 +.070 +.052\nf3S 60660 2.000 — −.045\nf3P 61128 1.500 −.030 +.028\ng3P 63703 1.500 — −.029\nh3D 64361 .500 — +.006\nSum 11.500 — −.080\ne3F 35787 .667 +.065 +.052\ne3D 38221 1.167 −.067 −.096\ne1D 40457 1.000 +.046 +.036\nf3D 49884 1.167 −.026 −.050\nf1D 51523 1.000 +.02 +.036\ng3D 52734 1.167 +.00 −.013\nf3F 53885 .667 +.10 +.084\ng1D 55184 1.000 +.08 +.183\ne3P 56036 1.500 −.28 −.297\ng3F 57399 .667 — +.008\nh1D 59900 1.000 .00 +.035\ni1D 62026 1.000 — +.054\nf3P 62506 1.500 −.050 −.084\ng3P 64278 1.500 — −.086\nh3D 64529 1.167 — +.050\nSum 16.169 — −.088\ne3G 35452 .750 +.123 +.126\ne3F 36954 1.083 −.022 −.022\ne1F 37209 1.000 −.047 −.056\nHigh even terms—Continued\ne3D 39402 1.333 −.027 −.059\nf3D 51228 1.333 −.002 −.018\nf1F 52137 1.000 .000 −.013\nf3G 52857 .750 +.14 +.111\ng3D 53689 1.333 −.12 −.115\nf3F 54840 1.083 +.06 +.005\ng3F 57918 1.083 +.03 +.002\nSum 10.748 +.13 −.039\ne3G 37172 1.050 +.096 +.077\ne3F 37790 1.250 −.109 −.137\ne1G 39221 1.000 +.060 +.059\nf3G 53333 1.050 .00 −.014\ne3H 55107 .800 +.14 +.083\nf3F 55321 1.250 −.09 −.114\nf1G 56035 1.000 +.03 +.027\ng3F 58259 1.250 −.03 −.056\ng1G 59527 1.000 +.07 +.046\nSum 9.650 +.17 −.029\ne3G 39018 1.200 +.003 +.01\nf3G 54434 1.200 .00 +.01\ne3H 55982 1.033 +.01 .000\nSum 3.433 +.01 +.02\ne3H 56837 1.167 +.01 −.03\ne1I 62408 1.000 +.01 +.003\nSum 2.167 +.02 −.03


A Time to Keep Silence by Patrick Leigh Fermor - Alibris\nAlibris ID: 16604192630\nAlibris ID: 16472025050\nAlibris ID: 16594735747\nAlibris ID: 16615167753\nAlibris ID: 16486007832\nAlibris ID: 16499162246\nAlibris ID: 16571823491\nAlibris ID: 16472009162\nAlibris ID: 16474664630\nGood. 12mo-over 6¾"-7¾" A good reading copy (crease to front cover; light shelf wear, bumping and rubbing to corners and edges).\nAlibris ID: 16617030859


AIRDUC PUR 356 EC 50mm 2", 15m Absaugschlauch\nAIRDUC® PUR 356 EC 50mm (2 Zoll), Länge 15m\nGrundpreis: EUR 78,56 pro Meter, inkl. 19 % USt, zzgl. Versandkosten\nAIRDUC® PUR 356 EC 50mm (2 Zoll), Länge 15m Elektrisch leitfähiger Polyurethanschlauch, superschwer


vorlage kündigung arcor vodafone - Kündigung Vorlage fwptc.com\nVorlage Kündigung Arcor Vodafone\nBy fwptcOn March 4, 2017 164 views\nVorlage Kündigung Arcor Vodafone,5 / 5 ( 1votes )\nVorlage Kündigung Vodafone : Vorlage Kündigung Arcor Vodafone\nHere is required advice on Kündigung, adresse vodafone kündigung düsseldorf, kündigung vodafone vorlage download, kündigung vodafone vorlage email, muster kündigung vodafone dsl vertrag, muster vodafone kündigung doc. We have the excellent sources for Kündigung, adresse vodafone kündigung düsseldorf, kündigung vodafone vorlage download, kündigung vodafone vorlage email, muster kündigung vodafone dsl vertrag, muster vodafone kündigung doc. Check it out for yourself! You can find Vorlage Kündigung Arcor Vodafone guide and look the latest Vorlage Kündigung Vodafone.


Version vom 16. Januar 2010, 14:29 Uhr (Quelltext anzeigen)\nMasteeR (Diskussion | Beiträge)\nVersion vom 26. Januar 2010, 20:57 Uhr (Quelltext anzeigen)\nMayoria (Diskussion | Beiträge)\nVersion vom 26. Januar 2010, 20:57 Uhr\n3'-Phosphoadenosin-5'-phosphosulfat • 4711 • Apfelsaft • Ameisensäure • Asoziale Elemente • Baked Beans • Benzaldehyd • Benzol • Blutwurst • Brom • Burger King • Caesium • Chemisches Element Bor • DHMO • Dihydrogenmonoxid • Eduard Zimmermann Lösung • Fast Food • Fleischkäse • Fluor • Heft • Helium • Hexen • Hexamethylendiisocyanat • Hohes C • Knoblauch • Lachgas • Lippenkondom • Maggi • Mokasin • Nasenspray • Niveau • Papier • Plasma • Putzmittel • Radio • Rost • Salzsäure • Sathan • Sauerstoff • Schmand • Schminke • Silikon • Software • Holland • Superozon • Tränengas • Vitamin C • Waschmittel • Wasser • Wasserstoff\nAbgerufen von „https://www.stupidedia.org/stupi?title=Portal:Chemie&oldid=1300415“