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<ri:Resource created="2016-09-21T09:29:42Z" status="active" updated="2025-05-19T09:50:00Z" version="1.2" xmlns:cs="http://www.ivoa.net/xml/ConeSearch/v1.0" xmlns:ri="http://www.ivoa.net/xml/RegistryInterface/v1.0" xmlns:vr="http://www.ivoa.net/xml/VOResource/v1.0" xmlns:vs="http://www.ivoa.net/xml/VODataService/v1.1" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://www.ivoa.net/xml/ConeSearch/v1.0 http://vo.ari.uni-heidelberg.de/docs/schemata/ConeSearch.xsd http://www.ivoa.net/xml/VOResource/v1.0 http://vo.ari.uni-heidelberg.de/docs/schemata/VOResource.xsd http://www.ivoa.net/xml/VODataService/v1.1 http://vo.ari.uni-heidelberg.de/docs/schemata/VODataService.xsd" xsi:type="vs:CatalogService"><title>WISE and 2MASS photometry of M giant stars</title><shortName>J/ApJ/823/59</shortName><identifier>ivo://CDS.VizieR/J/ApJ/823/59</identifier><altIdentifier>doi:10.26093/cds/vizier.18230059</altIdentifier><curation><publisher ivo-id="ivo://CDS">CDS</publisher><creator><name>Li J.</name></creator><creator><name>Smith M.C.</name></creator><creator><name>Zhong J.</name></creator><creator><name>Hou J.</name></creator><creator><name>Carlin J.L.</name></creator><creator><name>Newberg H.J.</name></creator><creator><name>Liu C.,Chen L.</name></creator><creator><name>Li L.</name></creator><creator><name>Shao Z.</name></creator><creator><name>Small E.</name></creator><creator><name>Tian H.</name></creator><date role="Updated">2017-01-23T22:00:00Z</date><date role="Created">2016-09-21T09:29:42Z</date><contact><name>CDS support team</name><address>CDS, Observatoire de Strasbourg, 11 rue de l'Universite, F-67000 Strasbourg, France</address><email>cds-question@unistra.fr</email></contact></curation><content><subject>m-stars</subject><subject>giant-stars</subject><subject>infrared-photometry</subject><subject>surveys</subject><description>Using a spectroscopically confirmed sample of M giants, M dwarfs, and quasars from the LAMOST survey, we assess how well Wide-field Infrared Survey Explorer (WISE) and Two Micron All Sky Survey color cuts can be used to select M giant stars. The WISE bands are very efficient at separating M giants from M dwarfs, and we present a simple classification that can produce a clean and relatively complete sample of M giants. We derive a new photometric relation to estimate the metallicity for M giants, calibrated using data from the APOGEE survey. We find a strong correlation between the (W1-W2) color and [M/H], where almost all of the scatter is due to photometric uncertainties. We show that previous photometric distance relations, which are mostly based on stellar models, may be biased and devise a new empirical distance relation, investigating trends with metallicity and star formation history. Given these relations, we investigate the properties of M giants in the Sagittarius stream. The offset in the orbital plane between the leading and trailing tails is reproduced, and by identifying distant M giants in the direction of the Galactic anticenter, we confirm that the previously detected debris in the outer halo is the apocenter of the trailing tail. We also find tentative evidence supporting an existing overdensity near the leading tail in the northern Galactic hemisphere, possibly an extension to the trailing tail (so-called Branch C). We have measured the metallicity distribution along the stream, finding a clear metallicity offset between the leading and trailing tails, in agreement with models for the stream formation. We include an online table of M giants to facilitate further studies.</description><source format="bibcode">2016ApJ...823...59L</source><referenceURL>https://cdsarc.cds.unistra.fr/viz-bin/cat/J/ApJ/823/59</referenceURL><type>Catalog</type><contentLevel>Research</contentLevel><relationship><relationshipType>IsServedBy</relationshipType><relatedResource ivo-id="ivo://CDS.VizieR/TAP">TAP VizieR generic service</relatedResource></relationship><relationship><relationshipType>IsServedBy</relationshipType><relatedResource>Conesearch service</relatedResource></relationship><relationship><relationshipType>related-to</relationshipType><relatedResource ivo-id="ivo://CDS.VizieR/V/146">V/146 : LAMOST DR1 catalogs (Luo+, 2015)</relatedResource><relatedResource ivo-id="ivo://CDS.VizieR/II/328">II/328 : AllWISE Data Release (Cutri+ 2013)</relatedResource><relatedResource ivo-id="ivo://CDS.VizieR/II/305">II/305 : SAGE LMC and SMC IRAC Source Catalog (IPAC 2009)</relatedResource><relatedResource ivo-id="ivo://CDS.VizieR/II/246">II/246 : 2MASS All-Sky Catalog of Point Sources (Cutri+ 2003)</relatedResource><relatedResource ivo-id="ivo://CDS.VizieR/III/198">III/198 : Palomar/MSU nearby star spectroscopic survey (Hawley+ 1997)</relatedResource><relatedResource ivo-id="ivo://CDS.VizieR/J/other/RAA/15.1154">J/other/RAA/15.1154 : M-giant star candidates in LAMOST DR 1 (Zhong+, 2015)</relatedResource><relatedResource ivo-id="ivo://CDS.VizieR/J/AJ/150/42">J/AJ/150/42 : Catalog of 2612 M dwarfs from LAMOST (Zhong+, 2015)</relatedResource><relatedResource ivo-id="ivo://CDS.VizieR/J/AJ/147/76">J/AJ/147/76 : M giant cand. photometry in the Milky Way (Bochanski+, 2014)</relatedResource><relatedResource ivo-id="ivo://CDS.VizieR/J/AJ/145/163">J/AJ/145/163 : Catalog of stars in Sgr dwarf galaxy (Newby+, 2013)</relatedResource><relatedResource ivo-id="ivo://CDS.VizieR/J/AJ/145/102">J/AJ/145/102 : Bright M dwarfs spectrosc. in the northern sky (Lepine+, 2013)</relatedResource><relatedResource ivo-id="ivo://CDS.VizieR/J/ApJ/765/154">J/ApJ/765/154 : RR Lyrae stars in the Catalina Sky Survey (Drake+, 2013)</relatedResource><relatedResource ivo-id="ivo://CDS.VizieR/J/AJ/145/52">J/AJ/145/52 : Abundances of late K&amp;M dwarfs in binary systems (Mann+, 2013)</relatedResource><relatedResource ivo-id="ivo://CDS.VizieR/J/ApJ/753/90">J/ApJ/753/90 : Stellar param. of K5 and later type Kepler stars (Mann+, 2012)</relatedResource><relatedResource ivo-id="ivo://CDS.VizieR/J/ApJ/749/77">J/ApJ/749/77 : MW halo. 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33662 33689 33692 33701 33712 33780 33789 33790 33836 33837 33840 33841 33842 33848 33849 33852 33860 33861 33864 33866 33867 33868 33869 33872 33873 33874 33876 33877 33884 33893 33920 33921 33934 33942 33951 33968 34015 34030 34050 34057 34058 34071 34072 34081 34101 34119 34124 34148 34160 34162 34221 34226 34228 34229 34249 34328 34350 34375 34455 34534 34552 34563 34604 34618 34717 34719 34737 34789 34806 34820 34822 34826 34863 34881 34884 34889 34940 34957 34970 34975 34980 34985 34991 35037 35050 35054 35082 35091 35107 35109 35123 35131 35134 35160 35212 35267 35302 35335 35338 35376 35396 35399 35403 35524 35525 35541 35552 35560 35563 35580 35581 35613 35669 35694 35752 35787 35882 35968 35969 35985 36017 36029 36039 36053 36054 36107 36114 36119 36146 36157 36252 36272 36273 36291 36295 36339 36350 36353 36359 36394 36444 36454 36465 36472 36490 36509 36578 36612 36625 36634 36638 36660 36663 36692 36707 36716 36722 36734 36735 36751 36756 36763 36797 36805 36829 36849 36861 36865 36869 36871 36873 36874 36879 36881 36891 36897 36898 36900 36907 36908 36913 36914 36916 36917 36920 36926 36930 36932 36933 36934 36936 36937 36941 36943 36945 36948 36949 36950 36961 36963 36965 36975 36981 36985 36994 36996 36997 36999 37000 37002 37003 37004 37006 37007 37008 37012 37018 37023 37024 37027 37028 37033 37034 37038 37047 37048 37051 37052 37054 37059 37061 37065 37068 37069 37076 37077 37079 37084 37086 37097 37100 37101 37103 37105 37108 37109 37111 37113 37116 37117 37122 37123 37126 37133 37134 37135 37136 37138 37145 37146 37147 37148 37149 37151 37154 37155 37248 37249 37251 37256 37259 37289 37290 37291 37294 37295 37356 37357 37358 37360 37361 37362 37364 37368 37394 37395 37396 37398 37404 37407 37430 37431 37436 37437 37438 37440 37444 37448 37449 37451 37454 37458 37461 37463 37465 37466 37467 37472 37474 37476 37479 37481 37485 37488 37490 37491 37492 37493 37495 37502 37503 37525 37526 37527 37532 37534 37535 37552 37553 37554 37556 37557 37559 37560 37562 37563 37564 37565 37566 37569 37570 37572 37573 37575 37576 37578 37580 37583 37584 37585 37586 37588 37589 37590 37593 37594 37595 37597 37599 37603 37604 37609 37610 37616 37617 37621 37622 37625 37629 37631 37632 37636 37637 37639 37641 37644 37646 37647 37674 37675 37676 37677 37678 37688 37690 37691 37696 37697 37698 37704 37705 37706 37712 37726 37745 37746 37747 37750 37751 37752 37753 37756 37758 37760 37761 37763 37769 37770 37773 37774 37775 37778 37779 37788 37790 37791 37794 37795 37796 37797 37800 37801 37804 37805 37807 37830 37850 37851 37854 37856 37858 37859 37864 37865 37867 37876 37879 37881 37882 37883 37885 37887 37892 37896 37897 37898 37903 37905 37907 37913 37914 37915 37920 37921 37922 37925 37926 37927 38012 38014 38017 38019 38048 38049 38057 38058 38059 38092 38093 38095 38108 38109 38120 38122 38123 38125 38126 38127 38128 38130 38131 38136 38137 38138 38140 38142 38143 38156 38157 38158 38160 38162 38163 38164 38165 38166 38169 38170 38171 38175 38181 38182 38183 38184 38185 38186 38188 38192 38193 38195 38198 38199 38200 38202 38205 38206 38209 38213 38215 38216 38219 38221 38222 38228 38229 38231 38234 38236 38240 38242 38243 38245 38247 38249 38251 38253 38272 38273 38274 38278 38279 38280 38281 38282 38288 38290 38295 38297 38299 38301 38302 38308 38312 38313 38315 38316 38317 38320 38321 38326 38328 38329 38333 38335 38336 38338 38339 38340 38348 38353 38354 38366 38376 38380 38385 38387 38389 38391 38392 38398 38429 38430 38431 38440 38443 38444 38445 38447 38449 38450 38452 38455 38456 38457 38459 38460 38462 38476 38478 38504 38513 38514 38515 38517 38518 38519 38522 38523 38524 38525 38529 38531 38533 38537 38539 38541 38543 38546 38547 38548 38549 38553 38554 38557 38569 38570 38576 38577 38578 38580 38582 38583 38584 38586 38587 38589 38591 38600 38602 38603 38604 38605 38607 38608 38609 38611 38613 38614 38616 38617 38618 38621 38636 38638 38641 38642 38644 38645 38655 38656 38658 38660 38661 38662 38664 38668 38669 38671 38672 38674 38678 38689 38692 38696 38702 38705 38712 38716 38721 38722 38727 38730 38732 38738 38739 38740 38742 38752 38757 38758 38764 38782 38784 38785 38787 38790 38791 38792 38794 38795 38800 38801 38812 38814 38819 38825 38831 38834 38837 38843 38844 38846 38850 38852 38856 38857 38862 38863 38866 38868 38870 38879 38882 38883 38891 38900 38928 38930 38931 38940 38942 38943 38948 38949 38951 38952 38954 38955 38960 38962 38964 38966 38969 38971 38976 38981 38985 38987 38989 38992 38994 38997 38999 39003 39005 39012 39016 39017 39018 39020 39022 39023 39027 39028 39032 39033 39037 39038 39039 39044 39045 39050 39052 39055 39056 39067 39068 39077 39079 39093 39100 39101 39105 39107 39109 39116 39117 39119 39124 39125 39129 39130 39132 39134 39137 39146 39154 39156 39159 39164 39166 39168 39171 39173 39176 39179 39180 39182 39184 39185 39187 39188 39190 39191 39193 39194 39195 39196 39198 39200 39201 39204 39205 39207 39208 39209 39216 39218 39219 39223 39228 39229 39230 39232 39234 39235 39236 39237 39239 39244 39248 39253 39255 39260 39262 39263 39271 39285 39286 39287 39297 39298 39300 39301 39303 39304 39307 39308 39309 39310 39312 39313 39315 39316 39322 39324 39325 39329 39330 39331 39336 39340 39343 39344 39345 39350 39354 39365 39370 39371 39377 39378 39379 39380 39382 39392 39393 39396 39397 39402 39408 39409 39411 39412 39413 39415 39417 39419 39425 39428 39429 39430 39438 39440 39448 39451 39453 39454 39459 39460 39463 39470 39473 39477 39479 39484 39486 39491 39493 39494 39501 39505 39506 39509 39510 39511 39513 39514 39515 39516 39518 39526 39528 39532 39539 39543 39544 39545 39547 39549 39558 39562 39574 39583 39613 39617 39634 39636 39638 39640 39641 39645 39646 39661 39662 39668 39672 39673 39680 39682 39685 39686 39687 39689 39691 39692 39694 39695 39702 39704 39706 39707 39710 39712 39713 39716 39717 39719 39720 39722 39723 39725 39727 39728 39729 39736 39737 39738 39740 39743 39747 39749 39750 39757 39758 39760 39761 39762 39764 39765 39767 39768 39770 39771 39773 39774 39775 39777 39778 39779 39781 39784 39785 39787 39790 39791 39793 39801 39803 39808 39809 39810 39815 39822 39823 39830 39833 39834 39838 39839 39840 39849 39858 39859 39866 39868 39871 39872 39875 39878 39879 39881 39882 39885 39886 39890 39891 39892 39895 39897 39899 39904 39906 39909 39911 39912 39913 39915 39917 39918 39919 39922 39924 39927 39928 39931 39932 39935 39940 39945 39947 39948 39951 39952 39954 39955 39956 39957 39960 39973 39974 39975 39984 39985 39987 39988 39991 39993 39994 39996 39997 39999 40001 40002 40003 40006 40007 40008 40012 40015 40017 40018 40022 40024 40030 40033 40034 40037 40039 40043 40045 40046 40048 40050 40053 40054 40060 40061 40064 40066 40070 40071 40073 40074 40075 40076 40078 40080 40081 40082 40085 40087 40088 40090 40091 40092 40093 40094 40096 40098 40099 40100 40101 40102 40107 40110 40112 40113 40115 40120 40121 40122 40124 40125 40128 40130 40131 40132 40133 40136 40137 40140 40145 40146 40151 40161 40162 40166 40167 40170 40171 40173 40186 40187 40189 40200 40202 40203 40206 40207 40208 40223 40231 40246 40250 40251 40262 40265 40270 40276 40280 40283 40308 40311 40318 40323 40329 40345 40351 40354 40358 40359 40371 40379 40380 40381 40387 40403 40404 40411 40416 40418 40422 40427 40439 40443 40445 40446 40452 40453 40456 40457 40461 40462 40464 40466 40467 40469 40471 40472 40477 40478 40481 40482 40485 40486 40487 40493 40494 40496 40497 40498 40501 40503 40507 40508 40511 40513 40516 40518 40519 40525 40527 40528 40533 40535 40547 40550 40551 40556 40558 40562 40566 40568 40571 40578 40579 40581 40582 40585 40586 40587 40590 40591 40593 40595 40598 40599 40600 40602 40608 40609 40610 40612 40617 40621 40622 40624 40626 40628 40630 40633 40635 40642 40647 40648 40649 40650 40654 40657 40658 40660 40661 40665 40672 40673 40676 40677 40681 40684 40685 40687 40690 40695 40703 40706 40713 40714 40716 40717 40718 40723 40727 40734 40743 40744 40753 40780 40790 40808 40816 40830 40831 40832 40836 40843 40848 40860 40867 40872 40874 40875 40877 40881 40883 40888 40894 40895 40902 40905 40914 40917 40931 40940 40941 40947 40953 40966 40974 40979 40982 40988 40991 40995 40999 41002 41012 41015 41018 41020 41023 41027 41030 41031 41035 41037 41038 41043 41051 41053 41055 41060 41061 41062 41065 41070 41071 41073 41074 41075 41086 41087 41088 41090 41093 41094 41095 41097 41099 41101 41105 41106 41110 41111 41112 41113 41115 41124 41127 41133 41134 41135 41137 41138 41141 41142 41143 41144 41145 41147 41148 41150 41151 41156 41158 41159 41221 41222 41223 41225 41227 41231 41234 41235 41240 41241 41242 41244 41245 41247 41248 41250 41251 41252 41254 41255 41257 41258 41259 41269 41272 41273 41275 41277 41278 41279 41281 41282 41283 41285 41286 41287 41288 41289 41293 41294 41295 41296 41300 41301 41302 41308 41310 41312 41314 41315 41317 41318 41319 41474 41475 41477 41479 41485 41486 41487 41592 41648 41649 41650 41652 41653 41661 41663 41668 41672 41674 41690 41691 41699 41700 41702 41703 41705 41706 41707 41752 41753 41754 41756 41757 41760 41761 41764 41765 41774 41775 41786 41787 41792 41793 41794 41796 41797 41809 41812 41820 41822 41823 41829 41830 41831 41858 41859 41985 41987 41996 41998 41999 42001 42002 42003 42049 42051 42053 42054 42055 42152 42153 42156 42157 42164 42165 42166 42200 42201 42204 42208 42209 42219 42221 42222 42223 42227 42230 42368 42369 42371 42372 42373 42374 42384 42388 42389 42403 42406 42407 42433 42436 42437 42452 42458 42462 42469 42470 42471 42484 42486 42487 42506 42507 42515 42517 42518 42519 42652 42653 42654 42668 42669 42670 42676 42677 42679 42681 42682 42683 42685 42686 42724 42727 42734 42737 42745 42748 42751 42888 42890 42891 42904 42905 42906 42908 42909 42911 42920 42921 42922 42925 42927 42928 42929 42930 42932 42933 42935 42942 42957 42958 42971 42973 42974 42975 42977 42979 42980 42982 42984 42985 42986 42988 42989 42991 42996 42997 42999 43005 43006 43007 43012 43021 43023 43029 43030 43031 43041 43042 43043 43050 43051 43208 43210 43211 43221 43222 43223 43224 43225 43226 43236 43237 43238 43244 43245 43252 43253 43254 43256 43257 43259 43260 43261 43263 43276 43277 43278 43308 43309 43311 43317 43318 43319 43320 43321 43323 43328 43329 43330 43348 43349 43350 43365 43367 43368 43370 43371 43372 43373 43375 43376 43377 43379 43384 43385 43388 43389 43390 43405 43406 43407 43408 43409 43416 43418 43419 43422 43430 43431 43432 43435 43437 43442 43443 43444 43453 43456 43457 43458 43464 43466 43467 43470 43471 43472 43481 43483 43487 43489 43491 43498 43500 43501 43506 43507 43518 43533 43534 43535 43544 43545 43547 43552 43554 43555 43556 43557 43559 43560 43561 43564 43565 43566 43571 43575 43576 43578 43581 43589 43590 43591 43596 43598 43601 43603 43604 43605 43606 43610 43611 43614 43617 43618 43620 43621 43622 43626 43627 43628 43631 43632 43633 43635 43642 43648 43649 43651 43653 43655 43656 43657 43659 43660 43665 43666 43667 43669 43670 43672 43674 43675 43679 43680 43683 43689 43692 43693 43698 43699 43702 43705 43706 43715 43717 43724 43725 43734 43739 43745 43746 43748 43758 43776 43778 43779 43781 43785 43786 43787 43793 43797 43801 43806 43808 43809 43812 43823 43825 43828 43831 43833 43835 43836 43837 43841 43843 43848 43849 43852 43855 43860 43862 43866 43868 43869 43872 43874 43876 43878 43879 43881 43883 43897 43900 43906 43907 43908 43914 43920 43922 43926 43930 43933 43943 43944 43945 43949 43950 43967 43968 43971 43982 43986 43988 43993 43998 43999 44008 44022 44040 44042 44043 44047 44050 44052 44053 44055 44056 44058 44059 44065 44072 44075 44082 44085 44088 44093 44096 44099 44102 44107 44113 44116 44127 44128 44131 44133 44140 44147 44148 44151 44152 44153 44155 44161 44162 44163 44171 44172 44178 44196 44201 44212 44223 44227 44231 44233 44235 44237 44240 44245 44251 44254 44270 44271 44273 44280 44288 44292 44294 44295 44300 44303 44304 44305 44306 44311 44314 44315 44327 44339 44342 44343 44344 44345 44349 44351 44353 44354 44356 44358 44359 44360 44361 44362 44364 44365 44367 44368 44370 44371 44380 44382 44383 44384 44387 44391 44393 44394 44395 44396 44397 44398 44400 44403 44416 44419 44424 44425 44427 44429 44430 44434 44437 44438 44439 44441 44442 44443 44449 44453 44468 44470 44472 44473 44474 44476 44478 44481 44482 44490 44491 44504 44506 44507 44520 44521 44522 44551 44553 44554 44564 44566 44569 44570 44589 44591 44592 44615 44616 44621 44623 44625 44628 44630 44631 44634 44635 44636 44639 44646 44656 44657 44674 44679 44686 44687 44709 44711 44715 44721 44725 44726 44733 44738 44739 44740 44743 44754 44757 44758 44763 44764 44767 44780 44787 44788 44789 44793 44795 44806 44814 44815 44818 44819 44821 44823 44825 44832 44833 44835 44839 44844 44847 44848 44850 44851 44855 44857 44861 44863 44868 44870 44871 44876 44877 44878 44880 44881 44883 44888 44889 44890 44896 44897 44898 44904 44905 44906 44912 44914 44915 44916 44917 44919 44924 44925 44927 44934 44936 44943 44944 44946 44947 44955 44960 44968 44969 44970 44973 44975 44977 44979 44981 44983 44996 44997 44998 45015 45016 45017 45018 45024 45025 45026 45032 45033 45035 45040 45041 45042 45044 45046 45047 45053 45054 45055 45056 45066 45069 45070 45072 45074 45082 45083 45086 45087 45092 45095 45096 45099 45101 45105 45106 45110 45111 45112 45127 45130 45144 45149 45150 45153 45161 45164 45169 45170 45177 45181 45182 45189 45191 45197 45199 45200 45202 45204 45208 45209 45213 45217 45223 45230 45243 45245 45248 45253 45257 45270 45282 45289 45290 45291 45297 45301 45309 45316 45317 45319 45324 45328 45346 45350 45353 45354 45358 45363 45366 45376 45380 45382 45383 45386 45390 45394 45402 45422 45427 45438 45447 45451 45454 45456 45457 45468 45476 45480 45483 45493 45511 45535 45542 45564 45567 45569 45576 45584 45586 45593 45595 45602 45612 45614 45615 45618 45621 45625 45626 45632 45640 45642 45643 45644 45651 45664 45667 45668 45671 45674 45678 45679 45682 45689 45693 45699 45706 45709 45711 45722 45724 45728 45731 45734 45735 45738 45740 45741 45742 45747 45752 45756 45758 45759 45761 45765 45767 45772 45777 45781 45782 45784 45785 45786 45789 45798 45799 45800 45804 45805 45816 45822 45823 45824 45826 45834 45838 45839 45840 45844 45850 45851 45866 45867 45869 45891 45892 45894 45898 45908 45928 45949 45950 45953 45970 45976 45980 45984 45985 45993 45994 45997 45998 45999 46000 46001 46012 46017 46024 46027 46029 46030 46045 46046 46053 46059 46065 46073 46076 46089 46095 46114 46123 46129 46134 46142 46171 46179 46212 46219 46222 46226 46234 46242 46250 46257 46319 46359 46361 46370 46382 46386 46403 46410 46415 46443 46449 46456 46460 46463 46496 46501 46504 46516 46529 46540 46545 46547 46557 46571 46572 46599 46601 46611 46614 46617 46627 46630 46652 46655 46657 46658 46661 46662 46663 46664 46673 46678 46689 46697 46708 46710 46719 46737 46738 46741 46743 46757 46772 46774 46775 46781 46783 46795 46796 46798 46801 46807 46808 46822 46828 46832 46838 46840 46844 46846 46852 46867 46870 46892 46905 46906 46922 46923 46929 46930 46943 46949 46950 46958 46960 46965 46966 46970 46976 46977 46982 46984 46985 46987 46989 46991 46994 46997 46999 47002 47003 47005 47008 47014 47016 47017 47020 47026 47029 47031 47034 47037 47038 47039 47041 47043 47046 47052 47063 47064 47067 47072 47076 47080 47081 47083 47088 47089 47093 47102 47104 47105 47106 47113 47115 47119 47133 47136 47138 47142 47145 47147 47149 47150 47159 47160 47166 47167 47170 47171 47172 47173 47174 47179 47188 47195 47198 47200 47202 47212 47214 47218 47219 47225 47229 47232 47234 47235 47236 47237 47240 47243 47244 47247 47248 47249 47251 47255 47256 47257 47258 47263 47264 47267 47269 47271 47272 47273 47274 47278 47279 47280 47281 47283 47288 47290 47291 47294 47296 47298 47300 47304 47306 47308 47309 47312 47313 47315 47318 47321 47322 47325 47328 47330 47331 47334 47338 47339 47340 47342 47344 47347 47354 47357 47361 47362 47369 47371 47375 47377 47389 47393 47399 47407 47410 47411 47415 47423 47424 47429 47440 47442 47459 47461 47463 47464 47465 47468 47473 47475 47476 47477 47490 47491 47503 47505 47509 47510 47513 47514 47515 47521 47524 47525 47526 47530 47533 47534 47542 47543 47545 47549 47550 47551 47552 47554 47559 47563 47564 47571 47573 47575 47577 47579 47580 47582 47583 47584 47585 47590 47591 47600 47601 47602 47604 47605 47607 47612 47613 47615 47629 47630 47631 47636 47638 47661 47662 47663 47680 47684 47685 47686 47688 47689 47690 47694 47695 47696 47698 47703 47704 47708 47711 47717 47719 47724 47725 47727 47728 47729 47730 47733 47738 47824 47827 47829 47830 47831 47873 47874 47879 47881 47882 47888 47890 47891 47961 47962 47963 47964 47965 47966 47988 47996 47997 47998 48068 48070 48071 48072 48073 48075 48078 48080 48081 48083 48084 48085 48089 48090 48094 48096 48097 48098 48100 48101 48102 48112 48114 48116 48117 48118 48121 48122 48123 48124 48125 48127 48131 48132 48134 48135 48141 48145 48147 48149 48150 48151 48154 48155 48156 48159 48163 48165 48166 48167 48168 48169 48173 48176 48186 48187 48192 48193 48195 48198 48200 48203 48204 48208 48211 48213 48217 48227 48228 48229 48243 48244 48245 48246 48248 48250 48254 48255 48260 48263 48264 48265 48266 48268 48270 48271 48272 48273 48277 48278 48279 48281 48282 48284 48285 48288 48289 48291 48293 48294 48295 48301 48302 48306 48307 48310 48316 48323 48324 48328 48330 48334 48340 48341 48343 48346 48347 48353 48356 48357 48361 48362 48369 48372 48373 48379 48380 48384 48387 48391 48397 48398 48402 48403 48407 48408 48412 48414 48419 48420 48421 48425 48429 48430 48435 48436 48437 48440 48441 48448 48452 48454 48455 48461 48467 48488 48490 48496 48503 48513 48517 48518 48519 48524 48526 48528 48530 48532 48537 48548 48559 48564 48565 48581 48586 48594 48600 48607 48609 48610 48614 48616 48617 48622 48632 48635 48640 48642 48643 48644 48646 48660 48662 48665 48667 48668 48669 48672 48673 48676 48678 48681 48687 48689 48690 48691 48694 48698 48700 48703 48707 48709 48711 48712 48720 48723 48725 48732 48738 48739 48742 48747 48749 48750 48754 48755 48761 48762 48763 48764 48766 48767 48769 48770 48771 48775 48781 48783 48784 48785 48793 48794 48795 48796 48798 48801 48803 48804 48805 48809 48810 48814 48816 48817 48818 48820 48822 48824 48827 48830 48832 48838 48839 48841 48843 48844 48845 48846 48848 48850 48852 48854 48857 48859 48862 48864 48865 48866 48870 48875 48876 48877 48879 48880 48883 48885 48887 48888 48889 48892 48893 48896 48904 48906 48909 48910 48912 48919 48920 48928 48929 48932 48933 48935 48942 48947 48949 48950 48951 48953 48960 48970 48976 48981 48989 48990 48996 48997 48998 49000 49002 49003 49004 49009 49012 49014 49020 49029 49033 49034 49035 49038 49040 49042 49052 49054 49056 49059 49065 49066 49069 49077 49078 49080 49081 49083 49087 49088 49089 49092 49100 49102 49108 49110 49112 49118 49119 49120 49123 49127 49138 49139 49142 49148</spatial><spectral>3.830199579824256e-20 1.7003137259100215e-19</spectral><footprint ivo-id="ivo://ivoa.net/std/moc">https://cdsarc.cds.unistra.fr/viz-bin/moc/J/ApJ/823/59?format=ascii</footprint><waveband>Infrared</waveband></coverage><tableset><schema><name>default</name><table><name>J/ApJ/823/59/table4</name><description>*Positions, magnitudes and reddening for a sample of halo M-giants</description><column><name>2M</name><description>Display the 2MASS data (Cutri+ 2003, Cat. II/246) within 3"</description><ucd>meta.ref.url</ucd><dataType xsi:type="vs:VOTableType" arraysize="*">char</dataType></column><column><name>recno</name><description>Record number assigned by the VizieR team. Should Not be used for identification.</description><ucd>meta.record</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>WISEA</name><description>AllWISE designation (Cutri+, 2013, II/328)</description><ucd>meta.id;meta.main</ucd><dataType xsi:type="vs:VOTableType" arraysize="19*">char</dataType></column><column><name>RAJ2000</name><description>Right Ascension, decimal degrees (J2000)</description><unit>deg</unit><ucd>pos.eq.ra;meta.main</ucd><flag>indexed</flag></column><column><name>DEJ2000</name><description>Declination, decimal degrees (J2000)</description><unit>deg</unit><ucd>pos.eq.dec;meta.main</ucd><flag>indexed</flag></column><column><name>Jmag</name><description>[12/16] 2MASS J magnitude (1.25um)</description><unit>mag</unit><ucd>phot.mag;em.IR.J</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>e_Jmag</name><description>[0.01/0.1] Uncertainty in Jmag</description><unit>mag</unit><ucd>stat.error;phot.mag;em.IR.J</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>Ksmag</name><description>[10.7/14.6] 2MASS Ks magnitude (2.17um)</description><unit>mag</unit><ucd>phot.mag;em.IR.K</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>e_Ksmag</name><description>[0.01/0.1] Uncertainty in Ksmag</description><unit>mag</unit><ucd>stat.error;phot.mag;em.IR.K</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>W1mag</name><description>[10.5/13.8] W1 magnitude (3.35um)</description><unit>mag</unit><ucd>phot.mag;em.IR.3-4um</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>e_W1mag</name><description>[0.02/0.06] Uncertainty in W1mag</description><unit>mag</unit><ucd>stat.error;phot.mag</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>W2mag</name><description>[10.5/13.9] W2 magnitude (4.6um)</description><unit>mag</unit><ucd>phot.mag;em.IR.4-8um</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>e_W2mag</name><description>[0.01/0.06] Uncertainty in W2mag</description><unit>mag</unit><ucd>stat.error;phot.mag</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>E(B-V)</name><description>[0.005/2.1] Reddening (1)</description><unit>mag</unit><ucd>phot.color.excess</ucd><dataType xsi:type="vs:VOTableType">float</dataType></column></table></schema></tableset></ri:Resource>