J/A+A/707/A260ivo://CDS.VizieR/J/A+A/707/A260CDSTaniguchi D.de Laverny P.Recio-Blanco A.Tsujimoto T.Palicio P.A.2026-04-02T06:28:33Z2026-03-12T08:59:00ZCDS support team

CDS, Observatoire de Strasbourg, 11 rue de l'Universite, F-67000 Strasbourg, France

cds-question@unistra.frg-starsstellar-agesstellar-masseschemical-abundancesabsolute-magnitudetwo-color-diagramshertzsprung-russell-diagramSolar twins, stars whose stellar parameters (effective temperature Teff, surface gravity logg, and metallicity [M/H]) are very close to the Solar ones, offer a unique opportunity to investigate Galactic archaeology with very high accuracy and precision. However, most previous catalogs of Solar twins contain only a small number of objects (typically a few tens), and their selection functions are poorly characterized. We aim at building a large catalog of Solar twins from Gaia DR3 GSP- Spec, providing stellar parameters including ages determined using a model-driven, rather than data-driven, method, together with a well-characterized selection function. Using stellar parameters from the Gaia DR3 GSP-Spec catalog, we selected Solar-twin candidates whose parameters lie within +/-200K in Teff, +/-0.2 in logg, and +/-0.1dex in [M/H] of the Solar values. Candidates unlikely to be genuine Solar twins were removed using Gaia flags and photometric constraints. We determined accurate ages for individual twins with a Bayesian isochrone-projection method, considering three combinations of parameters: Teff, [M/H], and either logg, M_G_, or M_Ks_. We also constructed a mock catalog to characterize the properties and selection function of our observed sample. Our final GSP-Spec Solar-twin catalog contains 6594 stars. The mock catalog consisting of 75588 artificial twins well reproduces the main characteristics of the observed catalog, especially for ages determined with M_G_ or M_Ks_. To demonstrate the usefulness of our catalog, we compared chemical abundances [X/Fe] with age. We statistically confirmed the age-[X/Fe] relations for several species (e.g., Al, Si, Ca, and Y), demonstrating that trends previously identified in small but very high- precision samples persist in a much larger, independent sample. Our study bridges small high-precision Solar-twin samples and large data-driven ones by providing a large sample with model-driven stellar parameters and a quantified selection function, enabling demographic studies of Solar twins.2026A&A...707A.260Thttps://cdsarc.cds.unistra.fr/viz-bin/cat/J/A+A/707/A260CatalogResearchIsServedByTAP VizieR generic serviceIsServedByConesearch servicerelated-toI/352 : Distances to 1.47 billion stars in Gaia EDR3I/355 : Gaia DR3 Part 1. Main source (Gaia Collaboration, 2022)III/286 : APOGEE-2 DR17 final allStar catalog (Abdurro'uf+, 2022)J/A+A/703/A104 : Improving chemical abundances using star clusters (Kos+, 2025)https://cds.unistra.fr/vizier-org/licences_vizier.htmlhttps://vizier.cds.unistra.fr/viz-bin/VizieR-2?-source=J/A+A/707/A260https://vizier.iucaa.in/viz-bin/VizieR-2?-source=J/A+A/707/A260http://vizieridia.saao.ac.za/viz-bin/VizieR-2?-source=J/A+A/707/A260https://vizier.cds.unistra.fr/viz-bin/votable?-source=J/A+A/707/A260https://vizier.iucaa.in/viz-bin/votable?-source=J/A+A/707/A260http://vizieridia.saao.ac.za/viz-bin/votable?-source=J/A+A/707/A260GETtext/xml+votablehttps://tapvizier.cds.unistra.fr/TAPVizieR/tapCone search capability for table J/A+A/707/A260/tablee1 (*Catalog of Gaia DR3 GSP-Spec Solar twins)https://vizier.cds.unistra.fr/viz-bin/conesearch/J/A+A/707/A260/tablee1?https://vizier.iucaa.in/viz-bin/conesearch/J/A+A/707/A260/tablee1?http://vizieridia.saao.ac.za/viz-bin/conesearch/J/A+A/707/A260/tablee1?GETtext/xml+votable180.050000true128.1441875790977-36.34682174072040.0055555555555555565/1856 4539 7758 8119 9972 6/12 19 32 68 121 155 166 179 207 210 215 226 236 250 252 261 271 273 294 310 324 331 341 356 362 376 378 383 385 403 420 436 449 453 455 477 498 519 525 548 555 610 613 634 643 673-674 683 706 734 756 774 788-789 820 824 843 856 885 896 912 967 976 997-998 1007 1015 1028 1055 1065 1091 1101 1150-1151 1160 1174 1178 1186 1205 1230 1264 1286 1288 1290 1297 1307 1322 1326 1338 1346-1347 1354 1368 1377 1383 1396 1402 1408 1415 1417-1418 1428 1455-1457 1460 1462 1471 1480 1485 1487 1489 1515 1526 1530 1590 1592 1600 1611 1613 1615 1622 1629 1647 1653 1658 1662 1667 1670 1677 1680 1686 1688 1701 1712 1722 1724 1727 1744 1753-1754 1760 1769 1771 1778 1786 1792 1812 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22703 22710 22713 22716 22724-22725 22728 22735 22739 22756 22774 22780 22789 22794 22811 22813 22823 22826 22830 22842-22843 22846 22848 22855-22856 22862 22866 22872 22893-22895 22897 22899-22900 22904 22922 22926 22938 22941 22950 22960-22961 22966 22968 22973 22980 22991 22993 22997 23003 23013 23043-23044 23053 23055 23057-23058 23061 23088 23098 23101-23102 23117 23136 23138 23146 23150 23157 23160 23183 23201 23206 23225 23235 23241 23249-23250 23260 23269 23296 23306 23336 23344 23360 23363 23367 23375 23382 23388 23392 23409 23413 23416 23438-23439 23448 23464 23509 23526-23527 23551 23564 23573 23575 23597-23598 23600 23605 23613-23614 23634 23639 23646 23666 23672 23686 23689 23698 23703 23705 23717-23718 23724 23728-23729 23735 23739 23748 23773 23777 23787 23800 23816 23821 23840 23872 23875-23876 23879 23883 23903 23926 23933 23944 23958 23980 23992 24025 24035 24042 24046 24048 24064 24080 24087 24096 24104 24117 24126 24131 24133 24142-24143 24162 24177 24189 24212 24236 24240 24258 24265 24280 24284 24290 24292 24294-24295 24299 24306 24308 24324 24366 24373 24375-24376 24383 24388 24393 24412 24422 24442 24455 24457 24460 24465 24472 24474 24478 24488-24490 24514 24530 24547-24549 24571 24576 24581 24591 24600 24602-24603 24608 24612 24620-24621 24624-24625 24646 24650-24651 24656 24666-24667 24671 24684 24721 24723 24725 24733 24739 24743 24750 24752 24760 24811-24812 24826-24827 24831 24856-24857 24864 24923 24928 24937 24948 24963 24970 24980 24986 24995 24997 25000 25012 25027 25030 25055 25057 25062 25064 25068 25081 25089 25096 25099 25113 25116 25126 25138 25140 25143 25149 25156 25160 25168-25170 25192 25200-25201 25211 25215-25216 25225-25226 25239 25270 25277 25292 25297 25308 25344 25366 25388 25392 25396 25403 25408 25431 25433 25435 25437 25443 25453-25454 25460 25462 25495 25497 25505 25511 25515 25532 25538 25542 25555 25557-25558 25593 25597-25598 25601 25606 25610 25633 25650 25658 25671 25730 25736 25743 25746 25782 25785 25796-25798 25814 25827 25838 25843 25849 25870 25881 25884 25904 25938 25942 25945 25951 25960 25962 25966-25967 25970 25972 25989 25991 25998 26015-26016 26027-26028 26049 26073 26081 26115 26117 26129 26142 26157 26159 26188-26189 26197 26200 26227 26237 26241 26275 26293-26294 26329 26370 26374 26377 26380-26381 26383 26396 26398 26405-26406 26431 26440 26446 26453 26460 26464 26481 26487 26490 26496 26509 26520 26530 26534 26540 26549 26562 26570 26583 26586 26601 26604 26606 26618 26620-26621 26623 26626 26630 26639 26643 26647 26650 26654 26671 26690 26697 26704 26710-26711 26717 26750 26754 26783 26809 26823 26856 26864 26885 26888 26891 26893-26894 26909 26942 26966 26978 26996 27021 27029 27088 27105 27116 27118 27148 27155 27159 27177 27193 27202 27216 27219 27238 27266 27283 27287 27289 27291 27300-27301 27305 27307 27314 27325 27331 27352 27358 27375 27388 27394 27404 27427 27443 27454 27471 27482 27493-27494 27520 27529 27543 27546 27558 27580 27627 27641 27669 27672 27677 27690 27692 27718 27750-27751 27756 27759 27764 27769 27777 27789 27799 27811 27820 27825-27826 27838 27849 27865 27872 27899 27918-27919 27923 27926-27927 27955 27967 27972 27993 27998 28002 28008 28015 28019 28023 28033 28038 28045 28052 28055 28073 28093 28095 28101-28102 28110 28113 28121-28122 28127-28129 28147 28152 28155 28180 28190 28248 28255 28265 28280 28325 28329 28336-28337 28343 28369 28376 28430 28435 28455 28470 28473 28517-28518 28521 28542-28543 28550 28552 28594 28613 28626 28645 28654 28658 28663 28696-28697 28702 28711 28738 28752 28771 28784 28854 28865 28882 28884 28896 28910 28919 28949 28961 28967 28979 29026 29032 29038 29155 29161 29226 29253-29254 29262 29278 29297 29304 29329 29334 29376 29380 29396 29398 29401 29407 29435 29438 29463 29475 29487 29513 29535 29556 29564 29569-29570 29581 29603 29606 29609 29624 29627 29632 29636 29642 29657 29664 29672 29694 29712 29715 29722-29723 29755 29769 29774-29775 29778 29785 29788 29790 29798 29811 29838 29840 29850 29865 29876 29900 29907 29918 29939-29940 29942 29947 29950 29953 29961 29968 29972 29983 29996 29998 30015 30026 30029 30035 30038 30041-30042 30044 30046 30050 30062 30067 30083 30087 30093 30095 30098 30123 30125 30158 30160 30171 30173 30176-30177 30184 30192 30197 30202 30207 30215 30220 30262 30303 30330 30342 30359 30365 30375 30383 30408 30435 30471 30483 30491 30493-30494 30499 30523 30534 30540-30541 30546-30547 30549 30583 30623 30632 30634 30658 30666 30673 30688 30698 30703 30705 30715 30718 30756 30761 30763 30767 30769 30787 30811 30819 30835 30843 30862 30892 30918 30926 30928 30930 30935 30946 30955 30982 30993 30998 31047 31051-31052 31055 31059 31066 31070 31074 31076 31084 31088 31095 31102 31115-31116 31118 31128 31152 31160 31169 31174 31182 31185 31194 31200 31202 31223 31229 31237 31248 31274 31284 31287-31288 31303 31314 31326 31334 31339 31341 31371 31389 31394 31397-31398 31402 31409 31422 31439-31440 31473 31477-31478 31480 31488 31495 31498-31499 31504-31505 31524 31534 31539 31541 31552-31553 31558 31575 31577 31585 31589-31591 31599 31605 31611 31624 31635 31643 31645 31650 31663 31669 31673 31684 31688 31697 31702 31708 31713 31720 31732 31747 31750 31758 31762 31767 31771 31801 31806 31817 31823 31827 31829 31846 31858 31862-31863 31879 31884 31901 31906-31907 31911 31915 31917 31920 31937 31943 31967 31971 31975 31977 31982 31984 31987 31993 31998 32001 32010 32019 32035 32041 32045 32047 32050 32056 32062 32068 32076 32085 32088-32089 32101 32104 32106 32115 32123-32124 32129 32140-32142 32150 32161 32163 32167 32190-32191 32199 32203 32205 32207 32222 32224-32225 32232 32247 32251 32255 32264 32280 32285 32290 32294 32297 32313 32319 32326 32332-32334 32341 32345-32346 32353-32354 32356-32357 32366 32392-32393 32414-32416 32426 32430 32437 32441 32449 32452 32458 32470-32471 32483 32485 32487-32488 32492 32495 32499 32501 32505-32506 32509 32515 32522 32527-32528 32530 32540 32542 32545 32549 32555 32563 32566 32572 32574 32579 32584-32586 32589 32602 32619 32627 32629 32641 32660-32661 32664 32677 32679 32685 32687 32694 32699 32702-32705 32708 32717-32719 32723 32732 32737 32741-32742 32745 32751 32770 32777-32778 32791 32796 32798 32802 32811-32813 32815 32820 32853 32875 32880 32927 32946 32949 32957-32958 32985 32989 32998 33009 33017 33029 33043 33048-33049 33078-33079 33088 33102 33108 33111 33118 33139 33143 33157 33159 33163 33171 33175 33190 33201 33211 33220 33228 33245-33246 33249 33251 33261 33269 33274 33278 33284 33286 33289 33298 33300 33305 33334 33336 33365-33366 33416 33419 33426 33429 33435-33437 33441 33453 33473 33488 33498 33512 33519 33530 33534 33545 33549 33554 33556 33568 33574 33582-33583 33590 33600 33603-33604 33626-33628 33632 33634 33641 33646 33665 33667 33683 33696 33701 33732 33741 33756 33764 33772 33776 33781 33786 33791-33792 33807 33810 33813 33824 33837 33845 33859 33880 33883-33884 33889 33893 33901 33903 33913 33921 33923 33938 33941 33953 33956 33960 33964 33967 33984 33989 33992 33994 34000 34008 34017 34023-34024 34028 34032 34045 34048 34053 34057 34066 34069 34080 34087-34088 34098 34105-34106 34109 34117 34121 34159 34165 34172 34177 34180 34190-34191 34207-34208 34210 34213 34219 34227-34228 34233 34265-34266 34269-34270 34279 34283 34289-34290 34296 34298 34300 34308 34339 34347 34368 34371-34372 34375-34376 34382-34383 34387 34396 34402 34404 34407 34412 34415 34430-34431 34433-34435 34437 34439-34440 34445 34449 34453 34456 34465-34466 34478 34503 34505 34518 34533 34542 34550 34561 34563-34564 34568 34582-34583 34599 34611 34613 34615 34626 34638 34642 34649 34651 34653-34654 34660-34661 34663 34665-34666 34670-34671 34675 34683 34694 34713-34714 34725 34728-34729 34732 34738 34745 34747 34750 34755 34757 34768 34770 34773-34774 34777 34780 34785 34795 34803 34808 34811 34818 34823 34835-34836 34851 34870 34872 34886 34892 34894 34919 34924 34930-34931 34933 34935 34938 34945-34946 34951 34959 34974 34978 34981-34982 34988 34998 35001 35025 35031 35036-35037 35042 35048-35049 35054-35055 35057 35087 35089 35104 35111 35138 35140 35144 35150-35151 35175 35182 35193 35198 35207 35216 35221 35225 35228 35230 35243 35251 35257 35267 35276 35299 35301 35309 35316 35318 35331 35336 35349 35357-35358 35375 35384-35385 35392 35394 35406 35412 35415 35417 35421 35426 35444 35446-35447 35449-35450 35468 35471 35482 35490 35500 35510 35528 35530 35533-35534 35542 35545 35550-35551 35571 35573 35584 35592 35598-35599 35602 35604 35624-35626 35631 35635 35640 35645-35646 35652 35664 35676 35680 35683 35690 35697 35707 35717-35719 35728 35733 35736 35739 35749 35761 35768 35778 35787-35788 35800 35807 35828 35840-35841 35858 35867 35871 35874 35882 35884 35894 35896 35905 35907 35916 35918 35920 35925 35931 35935 35946 35952 35957 35959 35969 35979 35987 36006 36013-36014 36024 36041-36042 36049 36054 36080-36081 36087 36094 36098 36112 36115 36118-36119 36125 36127 36133-36134 36146-36147 36165 36167 36183 36187 36190 36192 36207 36214 36231 36239 36248 36252 36297 36301 36304 36316 36318 36329 36336 36340 36350 36360-36361 36366-36367 36374 36380 36392 36406 36408 36414-36415 36438 36453 36462 36481 36507 36513 36518 36525 36533 36536-36537 36539 36541 36548 36553 36556 36569 36573 36590 36595 36611 36628-36629 36631 36639 36646 36656 36668 36670 36676 36680 36687 36700 36710 36717 36720 36732 36745-36746 36761 36780 36789 36792 36830 36863 36866 36891 36903 36907 36912-36913 36930 36936 36941 36945 36954 36957-36959 36978 36988 36995 37003 37017-37018 37029 37032 37056 37061 37066 37068 37079 37081 37088 37096 37126-37128 37131 37139 37153 37158 37163-37164 37172 37179 37192 37233 37243 37254-37255 37258 37268 37277 37283 37289 37296 37298 37304-37305 37315 37326 37359 37361 37363 37383 37389 37401 37408 37410 37414 37416 37421 37443-37444 37448 37453 37473 37480 37486-37487 37492-37493 37501 37505 37515-37516 37525 37529 37540 37542 37548 37553 37569 37571 37574 37580 37590 37602 37604 37607 37615 37627 37630 37643 37695 37706 37709 37711 37728 37733 37743 37749 37758 37765 37772 37780 37782 37789 37792 37794 37802 37805 37818 37826 37828 37832 37842 37874 37876 37879 37886 37891 37894 37909 37917 37944 37959-37960 37963 37988 37999 38031 38049 38066-38067 38074 38081 38090 38094 38096 38099 38110 38125 38141 38159 38161-38162 38165-38166 38169 38181 38183 38192 38202 38204 38223 38226 38235 38242 38246 38249 38259 38274 38279 38283 38289-38290 38292 38299-38300 38310 38315 38319-38320 38323 38342 38358 38360-38362 38364 38367 38369 38373 38377 38387 38390 38392 38411 38417 38431 38438 38444-38445 38453 38486 38490 38496-38497 38499 38501-38502 38514 38517 38522 38530 38532 38535 38544 38562-38563 38574 38588 38590 38596 38610 38617 38620 38627 38641 38644 38650 38658-38660 38664 38677 38688 38703 38710 38722 38733 38738 38742 38748 38753 38755 38757 38760-38761 38767 38785 38787 38802-38803 38808 38818 38823-38824 38826 38838 38860 38863 38869 38880 38883 38889 38912 38970 38979 38986 38990 38999 39002 39026 39034 39037 39043 39068 39071 39073 39076 39083 39093 39095 39101 39114 39124 39127 39132 39135 39142 39158-39160 39166 39170 39175 39184 39190 39203 39207 39209 39218 39220 39223 39234 39240 39243 39255-39256 39263 39270 39273 39283 39286 39307 39311 39315-39316 39335 39350 39353 39355 39369 39372 39374 39378 39380-39381 39383 39386 39389-39390 39396 39402 39404 39410 39422-39423 39438 39442-39443 39447 39454 39462 39469 39476 39478 39487 39500 39503 39512 39534 39552 39554-39555 39557 39561 39570 39572 39574 39576 39592 39594 39599 39611 39621-39622 39630 39633 39639 39654 39656 39664 39670 39672 39676 39678 39681 39683 39687 39699 39705 39720 39724 39730 39732 39738 39747 39750 39752 39759 39773 39776 39784-39785 39789 39794 39796 39800 39809 39823 39829 39843 39851 39854 39859 39861 39875 39881-39882 39884-39885 39900 39903 39905 39916 39918 39920 39923 39927 39936 39948 39957 39975 39993 40006 40020-40021 40030 40041-40043 40045 40064-40065 40069 40087 40090 40105 40111 40116 40123 40135 40140 40144 40149 40157 40167 40169 40178 40187-40188 40191 40197 40203 40205-40206 40211 40219-40220 40227 40239 40249 40339 40353 40358 40365 40372-40373 40375 40381-40382 40388 40395 40416 40426-40428 40438 40444 40458 40464 40475 40479 40483 40486-40487 40491 40496 40508 40510 40516-40517 40520 40530 40533 40540 40543 40546 40551 40556 40560-40561 40569 40573-40574 40576 40580 40584 40588 40599 40607 40618-40619 40631 40637 40647 40649 40658 40668 40673-40675 40678 40692 40700 40703 40706 40709 40717 40726 40729 40737-40738 40748 40754 40757 40759-40761 40769 40781 40787-40788 40792 40796 40804 40819 40824 40829 40832 40841 40843 40851 40860 40864 40871 40874 40883 40888 40892-40893 40896 40906 40912 40917 40921 40925 40940 40966 40973 40979 40981-40982 40989-40990 40993 41023 41027-41029 41035 41038 41041 41043 41048 41054 41059 41061 41076 41082 41085-41087 41095-41096 41099 41102 41105 41117 41123-41124 41128 41142 41149 41155 41159 41169 41197 41201 41207 41218 41221 41227 41229-41231 41236 41242 41259 41261 41281 41298 41300 41303 41305 41316-41317 41324-41325 41328 41330 41334 41340 41349 41353 41357 41367 41376-41377 41389 41395 41397 41411 41417 41419 41425 41430 41446 41454 41474 41484 41504 41510-41512 41516 41556 41563-41564 41567-41568 41572 41576 41586 41600 41616 41618 41629 41648 41653 41671 41676-41677 41685 41699 41712 41722 41731 41740 41778 41782 41810 41826 41854 41859 41864 41870 41875 41882 41887 41901 41912 41916 41925 41933 41938 41942 41962 41979 41986 41990 42005 42034 42049 42060 42068 42073 42075 42080-42081 42099 42104 42146-42147 42152 42165 42188 42191 42230 42246 42252 42259 42289 42331 42348 42359 42379 42390 42440-42441 42468 42489 42536 42557 42559 42562 42580 42592 42608 42610-42611 42614-42615 42634 42642 42646 42652 42663 42687 42689 42695 42708 42718 42722 42753 42762 42792 42832 42865-42866 42880 42887 42890-42891 42896 42904 42911 42917 42921 42948 42961 42979 42986 42999 43008 43022 43024 43035 43061-43062 43067 43083 43086 43100 43110 43113 43127 43145 43162 43166 43170 43175 43180 43186-43187 43196-43197 43201 43212 43216 43226 43237 43242 43263 43269 43278 43280 43284 43288 43305 43311 43321 43327 43344 43346 43387 43396 43398 43410 43421-43422 43439-43440 43447 43452 43468 43489 43511-43512 43520 43527 43529 43539 43542 43551 43579 43583 43604 43613 43616 43621 43624 43631 43634 43644 43646 43648 43657-43658 43660-43661 43670 43675 43680 43702 43705 43710 43716-43718 43730 43732 43744-43745 43755 43758 43760 43769-43770 43787 43801 43803 43823 43834 43857 43864 43879 43889 43895 43913 43927 43929 43937 43942 43944-43945 43960 43963 43976-43977 43982 43999 44004 44012 44027-44028 44036 44054 44087 44094 44099 44104 44107-44108 44120 44122 44131 44159 44165 44170 44177 44183 44188 44190 44202 44225 44230 44232-44233 44253 44257 44315 44331 44338 44354 44382 44386 44388 44401 44405-44406 44418 44421 44458 44473-44474 44476 44497-44498 44514 44521 44533 44537 44547 44586 44594 44601 44605 44629 44649 44653 44678 44686 44690-44691 44699 44701 44710 44733 44748 44766 44769 44771 44784 44799 44805 44814-44815 44829 44837 44869 44875 44878 44890 44919-44920 44931 44951 44966 44978 44997-44998 45003-45005 45017-45018 45037 45042 45063-45064 45066 45069 45076 45078 45087 45099-45100 45102 45107-45108 45116-45117 45119 45121 45124 45130-45131 45133 45136 45144 45163 45174 45178 45180 45182 45188 45196-45197 45218 45226 45230 45247 45251 45261 45263 45265 45279 45284 45287 45290 45299 45303 45308 45310 45323-45324 45326 45329 45332 45334 45337 45343 45346 45352 45355 45359 45363 45368 45372 45374 45391 45397 45404 45412 45414 45418 45423 45430 45435-45436 45445 45452 45455 45462 45465 45467 45472 45486-45489 45499 45508 45516-45517 45519-45520 45522 45529 45532 45534 45543 45547 45552 45559 45563 45573 45577 45582 45584 45595 45597-45598 45608 45612-45613 45617 45619 45629 45632 45635 45639-45640 45653-45654 45657 45667 45672 45678 45680 45690 45696-45698 45700 45702 45706 45708 45711 45719 45721 45728 45731 45734 45738 45741 45750 45764-45765 45777 45797 45810 45812 45815 45821-45822 45825 45827 45833 45841 45844 45848 45851 45859 45862-45863 45866 45871 45875-45876 45883 45886 45903 45908-45909 45911 45914-45915 45920 45922 45937-45938 45943 45949 45955 45959 45970 45977 45979 45984 45998 46009 46011 46013 46015 46019 46026-46027 46029 46032-46033 46046-46047 46056 46058 46067 46073 46079-46080 46100 46104 46117 46119 46127 46131 46137 46139-46140 46146-46147 46152 46154 46156 46159 46166 46168 46172 46180 46184-46185 46197 46202 46207 46213-46214 46217 46223 46226 46231 46233-46234 46238 46242 46270 46273 46295 46301-46302 46308 46313 46316 46324 46332 46334 46336-46337 46350 46356-46357 46359 46371 46375 46385 46387-46388 46407 46419-46420 46430 46446 46452 46466 46473 46487 46496 46507 46526 46535 46559 46562 46581 46599 46606 46608-46609 46620 46622 46627-46628 46643-46644 46647-46649 46662 46664 46667 46671 46674-46675 46678 46682 46689 46692 46694 46704 46724 46735 46745-46746 46748-46750 46753 46776-46778 46780 46787-46788 46790 46807 46813 46819 46823 46828 46832 46839 46849-46850 46869-46872 46883 46886 46892 46896 46898 46901-46902 46928 46933 46955-46957 46967 46978 46981 46985-46988 46992 46998 47000 47011-47012 47022 47034 47036 47051 47059 47067 47082 47086 47089 47091 47093 47098 47100 47106-47107 47113 47124 47126 47129 47139 47153 47171 47183-47184 47189 47192 47194 47199 47205 47209 47216 47224 47244 47252 47257 47281 47285 47299 47316 47319 47328 47330 47336-47337 47344 47350 47355 47360 47369 47382 47391 47405 47412 47416 47422 47427 47434 47447 47451 47468 47474 47476 47478-47479 47492 47506 47519 47534-47535 47537 47555 47575 47578-47579 47584 47590 47599 47601 47606-47607 47614-47615 47621 47636 47653 47667 47672 47680 47705 47710 47724 47730 47761 47801-47802 47805 47823 47855 47879 47881 47894 47897 47903 47925 47939 47962 47967 47969 47975 47982 47986 47994 47996 48004 48009-48010 48038 48045 48066 48068 48078 48089 48092 48095-48096 48110 48127-48128 48130 48136-48137 48156 48159 48161-48162 48166-48168 48170 48172 48216 48218 48228 48242 48245 48253 48255 48260 48265 48277 48295 48318 48327 48329 48361 48370 48380 48382-48383 48386 48388 48391-48394 48402 48410 48417-48418 48438 48443-48444 48455 48472-48474 48477 48485 48487 48490 48499 48502 48504 48508 48514 48521 48523 48526 48538-48541 48549 48553 48565 48577 48583 48598 48603 48612 48616 48619 48622 48624 48633 48655 48661 48670 48676 48684 48693 48700 48709 48712 48718 48722 48726 48734-48736 48742 48748 48758 48760 48763 48770 48773 48823 48833 48837 48870 48872 48901 48913 48920 48933 48935 48937 48939 48946 48950-48951 48964 48969 48977 48996 49004 49015 49017 49019 49024 49031 49034 49036 49041 49046 49056 49073 49076 49079 49091 49095 49104 49114 49118 49121 49124 49130-49131 49136https://cdsarc.cds.unistra.fr/viz-bin/moc/J/A+A/707/A260?format=asciidefaultJ/A+A/707/A260/tablee1*Catalog of Gaia DR3 GSP-Spec Solar twinsrecnoRecord number assigned by the VizieR team. Should Not be used for identification.meta.recordintA0Monochromatic extinctionmagphys.absorptiondoublee_[Mg/Fe]Ap? Error in [MG/Fe]Aplog(Sun)stat.error;phys.abunddoublenullable[Sc/Fe]G4? Sc abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullableGaiaDR3Gaia DR3 source_idmeta.id;meta.mainRA_ICRSRight ascension (ICRS) at Ep=2016.0 in Gaia DR3degpos.eq.ra;meta.mainDE_ICRSDeclination (ICRS) at Ep=2016.0 in Gaia DR3degpos.eq.dec;meta.mainTeffCalibrated GSP-Spec effective temperatureKphys.temperature.effectiveinte_TeffError in TeffKstat.error;phys.temperature.effectivefloatloggCalibrated GSP-Spec surface gravitylog(cm.s**-2)phys.gravitydoublee_loggError in logglog(cm.s**-2)stat.errorfloat[M/H]Calibrated GSP-Spec current surface metallicitylog(Sun)phys.abund.Zdoublee_[M/H]Error in [M/H]log(Sun)stat.error;phys.abundfloat[alpha/Fe]GSP-Spec alpha abundancelog(Sun)phys.abunddoublee_[alpha/Fe]Error in [alpha/Fe]log(Sun)stat.error;phys.abundfloatb_A0Lower confidence bound of A0magphot.magdoubleB_A0Upper confidence bound of A0magphot.magdoubleBJ21rgeoGeometric distance (1)pcpos.distancedoubleb_BJ21rgeoLower confidence bound of BJ21rgeopcstat.fit.paramdoubleB_BJ21rgeoUpper confidence bound of BJ21rgeopcstat.fit.paramdoubleGMAGAbsolute magnitude in the G band of Gaia DR3magphys.magAbsdoubleb_GMAGLower confidence bound of GMAGmagstat.fit.paramdoubleB_GMAGUpper confidence bound of GMAGmagstat.fit.paramdoubleBPMAGAbsolute magnitude in the BP band of Gaia DR3magphys.magAbsdoubleb_BPMAGLower confidence bound of BPMAGmagstat.fit.paramdoubleB_BPMAGUpper confidence bound of BPMAGmagstat.fit.paramdoubleRPMAGAbsolute magnitude in the RP band of Gaia DR3magphys.magAbsdoubleb_RPMAGLower confidence bound of RPMAGmagstat.fit.paramdoubleB_RPMAGUpper confidence bound of RPMAGmagstat.fit.paramdoubleJMAGAbsolute magnitude in the J band of 2MASSmagphys.magAbsdoubleb_JMAGLower confidence bound of JMAGmagstat.fit.paramdoubleB_JMAGUpper confidence bound of JMAGmagstat.fit.paramdoubleHMAG? Absolute magnitude in the H band of 2MASSmagphys.magAbsdoublenullableb_HMAG? Lower confidence bound of HMAGmagstat.fit.paramdoublenullableB_HMAG? Upper confidence bound of HMAGmagstat.fit.paramdoublenullableKsMAGAbsolute magnitude in the Ks band of 2MASSmagphys.magAbsdoubleb_KsMAGLower confidence bound of KsMAGmagstat.fit.paramdoubleB_KsMAGUpper confidence bound of KsMAGmagstat.fit.paramdoubleAge(logg)Age determined with loggGyrtime.agefloatb_Age(logg)Lower confidence bound of Age(logg)Gyrtime.age;stat.fit.paramfloatB_Age(logg)Upper confidence bound of Age(logg)Gyrtime.age;stat.fit.paramfloatMini(logg)Initial mass determined with loggsolMassphys.massdoubleb_Mini(logg)Lower confidence bound of Mini(logg)solMassstat.fit.paramdoubleB_Mini(logg)Upper confidence bound of Mini(logg)solMassstat.fit.paramdouble[M/H]ini(logg)Initial metallicity determined with logglog(Sun)phys.abund.Zdoubleb_[M/H]ini(logg)Lower confidence bound of [M/H]ini(logg)log(Sun)stat.fit.paramdoubleB_[M/H]ini(logg)Upper confidence bound of [M/H]ini(logg)log(Sun)stat.fit.paramdoubleAge(GMAG)Age determined with GMAGGyrtime.agefloatb_Age(GMAG)Lower confidence bound of Age(GMAG)Gyrtime.age;stat.fit.paramfloatB_Age(GMAG)Upper confidence bound of Age(GMAG)Gyrtime.age;stat.fit.paramfloatMini(GMAG)Initial mass determined with GMAGsolMassphys.massdoubleb_Mini(GMAG)Lower confidence bound of Mini(GMAG)solMassstat.fit.paramdoubleB_Mini(GMAG)Upper confidence bound of Mini(GMAG)solMassstat.fit.paramdouble[M/H]ini(GMAG)Initial metallicity determined with GMAGlog(Sun)phys.abund.Zdoubleb_[M/H]ini(GMAG)Lower confidence bound of [M/H]ini(GMAG)log(Sun)stat.fit.paramdoubleB_[M/H]ini(GMAG)Upper confidence bound of [M/H]ini(GMAG)log(Sun)stat.fit.paramdoubleAge(KsMAG)Age determined with KsMAGGyrtime.agefloatb_Age(KsMAG)Lower confidence bound of Age(KsMAG)Gyrtime.age;stat.fit.paramfloatB_Age(KsMAG)Upper confidence bound of Age(KsMAG)Gyrtime.age;stat.fit.paramfloatMini(KsMAG)Initial mass determined with KsMAGsolMassphys.massdoubleb_Mini(KsMAG)Lower confidence bound of Mini(KsMAG)solMassstat.fit.paramdoubleB_Mini(KsMAG)Upper confidence bound of Mini(KsMAG)solMassstat.fit.paramdouble[M/H]ini(KsMAG)Initial metallicity determined with KsMAGlog(Sun)phys.abund.Zdoubleb_[M/H]ini(KsMAG)Lower confidence bound of [M/H]ini(KsMAG)log(Sun)stat.fit.paramdoubleB_[M/H]ini(KsMAG)Upper confidence bound of [M/H]ini(KsMAG)log(Sun)stat.fit.paramdoubleecc? Eccentricitysrc.orbital.eccentricitydoublenullableb_ecc? Lower confidence bound of eccstat.fit.paramdoublenullableB_ecc? Upper confidence bound of eccstat.fit.paramdoublenullableLz? Vertical angular momentumSunphys.angMomentumdoublenullableb_Lz? Lower confidence bound of LzSunstat.fit.paramdoublenullableB_Lz? Upper confidence bound of LzSunstat.fit.paramdoublenullableRg? Guiding radiuskpcphys.size.radiusdoublenullableb_Rg? Lower confidence bound of Rgkpcstat.fit.paramdoublenullableB_Rg? Upper confidence bound of Rgkpcstat.fit.paramdoublenullableRapo? Apocenter distancekpcpos.distancedoublenullableb_Rapo? Lower confidence bound of Rapokpcstat.fit.paramdoublenullableB_Rapo? Upper confidence bound of Rapokpcstat.fit.paramdoublenullableRperi? Pericenter distancekpcpos.distance;src.orbitaldoublenullableb_Rperi? Lower confidence bound of Rperikpcstat.fit.paramdoublenullableB_Rperi? Upper confidence bound of Rperikpcstat.fit.paramdoublenullableZmax? Maximum vertical distancekpcpos.cartesian.z;pos.galacticdoublenullableb_Zmax? Lower confidence bound of Zmaxkpcstat.fit.paramdoublenullableB_Zmax? Upper confidence bound of Zmaxkpcstat.fit.paramdoublenullable[N/Fe]? Calibrated N abundance in Gaia DR3 GSP-Speclog(Sun)phys.abunddoublenullablee_[N/Fe]? Error in [N/Fe]log(Sun)stat.error;phys.abundfloatnullable[Mg/Fe]? Calibrated Mg abundance in Gaia DR3 GSP-Speclog(Sun)phys.abunddoublenullablee_[Mg/Fe]? Error in [Mg/Fe]log(Sun)stat.error;phys.abundfloatnullable[Si/Fe]? Calibrated Si abundance in Gaia DR3 GSP-Speclog(Sun)phys.abunddoublenullablee_[Si/Fe]? Error in [Si/Fe]log(Sun)stat.error;phys.abundfloatnullable[S/Fe]? Calibrated S abundance in Gaia DR3 GSP-Speclog(Sun)phys.abunddoublenullablee_[S/Fe]? Error in [S/Fe]log(Sun)stat.error;phys.abundfloatnullable[Ca/Fe]Calibrated Ca abundance in Gaia DR3 GSP-Speclog(Sun)phys.abunddoublee_[Ca/Fe]Error in [Ca/Fe]log(Sun)stat.error;phys.abundfloat[Ti/Fe]? Calibrated Ti abundance in Gaia DR3 GSP-Speclog(Sun)phys.abunddoublenullablee_[Ti/Fe]? Error in [Ti/Fe]log(Sun)stat.error;phys.abundfloatnullable[Cr/Fe]? Calibrated Cr abundance in Gaia DR3 GSP-Speclog(Sun)phys.abunddoublenullablee_[Cr/Fe]? Error in [Cr/Fe]log(Sun)stat.error;phys.abundfloatnullable[Fe/H]? Calibrated Fe abundance in Gaia DR3 GSP-Speclog(Sun)phys.abund.Fedoublenullablee_[Fe/H]? Error in [Fe/H]log(Sun)stat.error;phys.abund.Fefloatnullable[FeII/H]? Calibrated FeII abundance in Gaia DR3 GSP-Speclog(Sun)phys.abunddoublenullablee_[FeII/H]? Error in [FeII/H]log(Sun)stat.error;phys.abundfloatnullable[Ni/Fe]? Calibrated Ni abundance in Gaia DR3 GSP-Speclog(Sun)phys.abunddoublenullablee_[Ni/Fe]? Error in [Ni/Fe]log(Sun)stat.error;phys.abundfloatnullable[Zr/Fe]? Calibrated Zr abundance in Gaia DR3 GSP-Speclog(Sun)phys.abunddoublenullablee_[Zr/Fe]? Error in [Zr/Fe]log(Sun)stat.error;phys.abundfloatnullable[Ce/Fe]? Calibrated Ce abundance in Gaia DR3 GSP-Speclog(Sun)phys.abunddoublenullablee_[Ce/Fe]? Error in [Ce/Fe]log(Sun)stat.error;phys.abundfloatnullable[Nd/Fe]? Calibrated Nd abundance in Gaia DR3 GSP-Speclog(Sun)phys.abunddoublenullablee_[Nd/Fe]? Error in [Nd/Fe]log(Sun)stat.error;phys.abundfloatnullable[Fe/H]Ap? Iron abundance in APOGEE DR17 (2)log(Sun)phys.abund.Fedoublenullablee_[Fe/H]Ap? Error in [FE_Hlog(Sun)stat.error;phys.abund.Fedoublenullable[C/Fe]Ap? C abundance in APOGEE DR17 (2)log(Sun)phys.abunddoublenullablee_[C/Fe]Ap? Error in [C/Fe]Aplog(Sun)stat.error;phys.abunddoublenullable[Ci/Fe]Ap? Ci abundance in APOGEE DR17 (2)log(Sun)phys.abunddoublenullablee_[Ci/Fe]Ap? Error in [CI/Fe]Aplog(Sun)stat.error;phys.abunddoublenullable[N/Fe]Ap? N abundance in APOGEE DR17 (2)log(Sun)phys.abunddoublenullablee_[N/Fe]Ap? Error in [N/Fe]Aplog(Sun)stat.error;phys.abunddoublenullable[O/Fe]Ap? O abundance in APOGEE DR17 (2)log(Sun)phys.abunddoublenullablee_[O/Fe]Ap? Error in [O/Fe]Aplog(Sun)stat.error;phys.abunddoublenullable[Na/Fe]Ap? Na abundance in APOGEE DR17 (2)log(Sun)phys.abunddoublenullablee_[Na/Fe]Ap? Error in [NA/Fe]Aplog(Sun)stat.error;phys.abunddoublenullable[Mg/Fe]Ap? Mg abundance in APOGEE DR17 (2)log(Sun)phys.abunddoublenullable[Al/Fe]Ap? Al abundance in APOGEE DR17 (2)log(Sun)phys.abunddoublenullablee_[Al/Fe]Ap? Error in [AL/Fe]Aplog(Sun)stat.error;phys.abunddoublenullable[Si/Fe]Ap? Si abundance in APOGEE DR17 (2)log(Sun)phys.abunddoublenullablee_[Si/Fe]Ap? Error in [SI/Fe]Aplog(Sun)stat.error;phys.abunddoublenullable[S/Fe]Ap? S abundance in APOGEE DR17 (2)log(Sun)phys.abunddoublenullablee_[S/Fe]Ap? Error in [S/Fe]Aplog(Sun)stat.error;phys.abunddoublenullable[K/Fe]Ap? K abundance in APOGEE DR17 (2)log(Sun)phys.abunddoublenullablee_[K/Fe]Ap? Error in [K/Fe]Aplog(Sun)stat.error;phys.abunddoublenullable[Ca/Fe]Ap? Ca abundance in APOGEE DR17 (2)log(Sun)phys.abunddoublenullablee_[Ca/Fe]Ap? Error in [CA/Fe]Aplog(Sun)stat.error;phys.abunddoublenullable[Ti/Fe]Ap? Ti abundance in APOGEE DR17 (2)log(Sun)phys.abunddoublenullablee_[Ti/Fe]Ap? Error in [TI/Fe]Aplog(Sun)stat.error;phys.abunddoublenullable[V/Fe]Ap? V abundance in APOGEE DR17 (2)log(Sun)phys.abunddoublenullablee_[V/Fe]Ap? Error in [V/Fe]Aplog(Sun)stat.error;phys.abunddoublenullable[Cr/Fe]Ap? Cr abundance in APOGEE DR17 (2)log(Sun)phys.abunddoublenullablee_[Cr/Fe]Ap? Error in [CR/Fe]Aplog(Sun)stat.error;phys.abunddoublenullable[Mn/Fe]Ap? Mn abundance in APOGEE DR17 (2)log(Sun)phys.abunddoublenullablee_[Mn/Fe]Ap? Error in [MN/Fe]Aplog(Sun)stat.error;phys.abunddoublenullable[Mi/Fe]Ap? Ni abundance in APOGEE DR17 (2)log(Sun)phys.abunddoublenullablee_[Mi/Fe]Ap? Error in [NI/Fe]Aplog(Sun)stat.error;phys.abunddoublenullable[Co/Fe]Ap? Co abundance in APOGEE DR17 (2)log(Sun)phys.abunddoublenullablee_[Co/Fe]Ap? Error in [CO/Fe]Aplog(Sun)stat.error;phys.abunddoublenullable[Ce/Fe]Ap? Ce abundance in APOGEE DR17 (2)log(Sun)phys.abunddoublenullablee_[Ce/Fe]Ap? Error in [CE/Fe]Aplog(Sun)stat.error;phys.abunddoublenullable[Fe/H]G4? Iron abundance in GALAH DR4 (3)log(Sun)phys.abund.Fedoublenullablee_[Fe/H]G4? Error in [Fe/H]G4log(Sun)stat.error;phys.abund.Fedoublenullable[O/Fe]G4? O abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[O/Fe]G4? Error in [O/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[Na/Fe]G4? Na abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[Na/Fe]G4? Error in [Na/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[Mg/Fe]G4? Mg abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[Mg/Fe]G4? Error in [Mg/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[Al/Fe]G4? Al abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[Al/Fe]G4? Error in [Al/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[Si/Fe]G4? Si abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[Si/Fe]G4? Error in [Si/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[K/Fe]G4? K abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[K/Fe]G4? Error in [K/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[Ca/Fe]G4? Ca abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[Ca/Fe]G4? Error in [Ca/Fe]G4log(Sun)stat.error;phys.abunddoublenullablee_[Sc/Fe]G4? Error in [Sc/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[Ti/Fe]G4? Ti abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[Ti/Fe]G4? Error in [Ti/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[V/Fe]G4? V abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[V/Fe]G4? Error in [V/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[Cr/Fe]G4? Cr abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[Cr/Fe]G4? Error in [Cr/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[Mn/Fe]G4? Mn abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[Mn/Fe]G4? Error in [Mn/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[Co/Fe]G4? Co abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[Co/Fe]G4? Error in [Co/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[Ni/Fe]G4? Ni abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[Ni/Fe]G4? Error in [Ni/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[Cu/Fe]G4? Cu abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[Cu/Fe]G4? Error in [Cu/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[Zn/Fe]G4? Zn abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[Zn/Fe]G4? Error in [Zn/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[Y/Fe]G4? Y abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[Y/Fe]G4? Error in [Y/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[Ba/Fe]G4? Ba abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[Ba/Fe]G4? Error in [Ba/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[Nd/Fe]G4? Nd abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[Nd/Fe]G4? Error in [Nd/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[Zr/Fe]G4? Zr abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[Zr/Fe]G4? Error in [Zr/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[La/Fe]G4? La abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[La/Fe]G4? Error in [La/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[Ce/Fe]G4? Ce abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[Ce/Fe]G4? Error in [Ce/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[Rb/Fe]G4? Rb abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[Rb/Fe]G4? Error in [Rb/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[Sm/Fe]G4? Sm abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[Sm/Fe]G4? Error in [Sm/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[C/Fe]G4? C abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[C/Fe]G4? Error in [C/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[N/Fe]G4? N abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[N/Fe]G4? Error in [N/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[Eu/Fe]G4? Eu abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[Eu/Fe]G4? Error in [Eu/Fe]G4log(Sun)stat.error;phys.abunddoublenullable[Sr/Fe]G4? Sr abundance in GALAH DR4 (3)log(Sun)phys.abunddoublenullablee_[Sr/Fe]G4? Error in [Sr/Fe]G4log(Sun)stat.error;phys.abunddoublenullableExoplanet[Y/N] Known exoplanet? (4)meta.codechar2MASS2MASS designationmeta.idchar