<?xml-stylesheet href='/static/xsl/oai.xsl' type='text/xsl'?>
<ri:Resource created="2024-05-27T09:38:12Z" 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>Improving the open cluster census. III.</title><shortName>J/A+A/686/A42</shortName><identifier>ivo://CDS.VizieR/J/A+A/686/A42</identifier><altIdentifier>doi:10.26093/cds/vizier.36860042</altIdentifier><curation><publisher ivo-id="ivo://CDS">CDS</publisher><creator><name>Hunt E.L.</name></creator><creator><name>Reffert S.</name></creator><date role="Updated">2024-11-21T20:01:21Z</date><date role="Created">2024-05-27T09:38:12Z</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>milky-way-galaxy</subject><subject>surveys</subject><subject>open-star-clusters</subject><subject>astrometry</subject><subject>visible-astronomy</subject><description>The census of open clusters has exploded in size thanks to data from the Gaia satellite. However, it is likely that many of these reported clusters are not gravitationally bound, making the open cluster census impractical for many scientific applications. We aim to test different physically motivated methods for distinguishing between bound and unbound clusters, using them to create a cleaned star cluster catalogue. We derived completeness-corrected photometric masses for 6957 clusters from our earlier work. Then, we used these masses to compute the size of the Roche surface of these clusters (their Jacobi radius) and distinguish between bound and unbound clusters. We find that only 5648 (79%) of the clusters from our previous catalogue are compatible with bound open clusters, dropping to just 11% of clusters within 250pc. Our catalogue contains 3530 open clusters in a more strongly cut high-quality sample of objects. The moving groups in our sample show different trends in their size as a function of age and mass, suggesting that they are unbound and undergoing different dynamical processes. Our cluster mass measurements constitute the largest catalogue of Milky Way cluster masses to date, which we also use for further science. Firstly, we inferred the mass- dependent completeness limit of the open cluster census, showing that the census is complete within 1.8~kpc only for objects heavier than 230 MSun. Next, we derived a completeness-corrected age and mass function for our open cluster catalogue, including estimating that the Milky Way contains a total of 1.3*10^5^ open clusters, only ~4% of which are currently known. Finally, we show that most open clusters have mass functions compatible with the Kroupa initial mass function. We demonstrate Jacobi radii for distinguishing between bound and unbound star clusters, and publish an updated star cluster catalogue with masses and improved cluster classifications.</description><source format="bibcode">2024A&amp;A...686A..42H</source><referenceURL>https://cdsarc.cds.unistra.fr/viz-bin/cat/J/A+A/686/A42</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/I/355">I/355 : Gaia DR3 Part 1. Main source (Gaia Collaboration, 2022)</relatedResource><relatedResource ivo-id="ivo://CDS.VizieR/J/A+A/646/A104">J/A+A/646/A104 : Improving the open cluster census. I. (Hunt+, 2021)</relatedResource><relatedResource ivo-id="ivo://CDS.VizieR/J/A+A/673/A114">J/A+A/673/A114 : Improving the open cluster census. II. (Hunt+, 2023)</relatedResource></relationship></content><rights>https://cds.unistra.fr/vizier-org/licences_vizier.html</rights><capability><interface xsi:type="vr:WebBrowser"><accessURL use="full">https://vizier.cds.unistra.fr/viz-bin/VizieR-2?-source=J/A+A/686/A42</accessURL><mirrorURL title="VizieR at IUCAA: Pune, India">https://vizier.iucaa.in/viz-bin/VizieR-2?-source=J/A+A/686/A42</mirrorURL><mirrorURL title="VizieR at SAAO: SAAO, South Africa">http://vizieridia.saao.ac.za/viz-bin/VizieR-2?-source=J/A+A/686/A42</mirrorURL></interface></capability><capability><interface xsi:type="vs:ParamHTTP"><accessURL use="base">https://vizier.cds.unistra.fr/viz-bin/votable?-source=J/A+A/686/A42</accessURL><mirrorURL title="VizieR at IUCAA: Pune, India">https://vizier.iucaa.in/viz-bin/votable?-source=J/A+A/686/A42</mirrorURL><mirrorURL title="VizieR at SAAO: SAAO, South Africa">http://vizieridia.saao.ac.za/viz-bin/votable?-source=J/A+A/686/A42</mirrorURL><queryType>GET</queryType><resultType>text/xml+votable</resultType></interface></capability><capability standardID="ivo://ivoa.net/std/TAP#aux"><interface xsi:type="vs:ParamHTTP" role="std"><accessURL use="base">https://tapvizier.cds.unistra.fr/TAPVizieR/tap</accessURL></interface></capability><capability xsi:type="cs:ConeSearch" standardID="ivo://ivoa.net/std/ConeSearch"><description>Cone search capability for table J/A+A/686/A42/clusters (Main catalogue (table 1))</description><interface xsi:type="vs:ParamHTTP" role="std"><accessURL use="base">https://vizier.cds.unistra.fr/viz-bin/conesearch/J/A+A/686/A42/clusters?</accessURL><mirrorURL title="VizieR at IUCAA: Pune, India">https://vizier.iucaa.in/viz-bin/conesearch/J/A+A/686/A42/clusters?</mirrorURL><mirrorURL title="VizieR at SAAO: SAAO, South Africa">http://vizieridia.saao.ac.za/viz-bin/conesearch/J/A+A/686/A42/clusters?</mirrorURL><queryType>GET</queryType><resultType>text/xml+votable</resultType></interface><maxSR>180.0</maxSR><maxRecords>50000</maxRecords><verbosity>true</verbosity><testQuery><ra>352.59216492</ra><dec>58.55341329</dec><sr>0.005555555555555556</sr></testQuery></capability><capability xsi:type="cs:ConeSearch" standardID="ivo://ivoa.net/std/ConeSearch"><description>Cone search capability for table J/A+A/686/A42/members (Member stars of clusters (table 2))</description><interface xsi:type="vs:ParamHTTP" role="std"><accessURL use="base">https://vizier.cds.unistra.fr/viz-bin/conesearch/J/A+A/686/A42/members?</accessURL><mirrorURL title="VizieR at IUCAA: Pune, India">https://vizier.iucaa.in/viz-bin/conesearch/J/A+A/686/A42/members?</mirrorURL><mirrorURL title="VizieR at SAAO: SAAO, South Africa">http://vizieridia.saao.ac.za/viz-bin/conesearch/J/A+A/686/A42/members?</mirrorURL><queryType>GET</queryType><resultType>text/xml+votable</resultType></interface><maxSR>180.0</maxSR><maxRecords>50000</maxRecords><verbosity>true</verbosity><testQuery><ra>345.3846598489</ra><dec>53.5756614381</dec><sr>0.005555555555555556</sr></testQuery></capability><coverage><spatial>3/20 28 49 56 221-223 229 241 245 325 338 345 581 583 589 612-614 621 652 661-662 672 4/21-23 28 30-31 64-65 75 84 86 89-92 97 101 103 108 110-111 120-121 149 179 183 189-191 193 195 201-206 228 230-233 236 294-295 424 810-811 815 830 859-860 873-877 879 881 883 896-897 900-902 908-909 912 914 920 925 932 950 960-961 972 976 978-979 985 1012-1013 1296-1297 1299 1307 1311 1333 1335 1338-1339 1341 1344 1346 1358-1359 1376-1378 1384-1385 1387-1388 1390 1414-1415 1425 1428-1429 1438 1461 1463 1465 1468 1470-1471 1473 1476-1477 1479-1480 1482-1485 1487 1496-1498 1505-1506 1512-1514 1523 1526 1528 1531-1532 1534 1794-1795 1800-1802 1807 1814-1815 1817-1820 1822-1823 1841 1844-1845 1847 1865-1866 1888 1890-1891 1894 1897 1915 1918-1919 1941 1986 2005 2010-2011 2013 2310 2316-2317 2321 2323 2329-2330 2349 2351 2353-2355 2361 2363 2365-2370 2376 2383 2402 2404 2408 2437 2460-2462 2481-2482 2488-2489 2491 2493-2495 2538 2575 2579 2582 2589 2597-2598 2600 2602-2606 2612 2614 2616-2617 2629 2634-2637 2639 2641-2642 2652-2653 2657 2663 2665 2677-2678 2686 2696 2701 2712 2772 2954 3027 5/64-65 67 70-71 79-81 83 101 116-118 209 212 220 223 239 245-247 251-252 254 264-266 268 270 272-274 278-279 282-283 285 287 292 295 298-299 304 306-307 309 311-313 315 317-319 340 342 348-349 351-353 355 372-373 375-377 382 384-386 392 394-396 403 409-411 416 422 429-431 437-439 470 472-473 475-476 478 488 490 492 494 496 498-500 505 507 582 587 593 595 601-602 604 608-610 613-615 619-620 622 624-626 633-634 673 675 691 693-696 704 706 711 714-715 722 725 728 731 736-737 741 744 747 750-753 755 777 779 800 802-803 828-830 832-834 836-838 840-842 844-845 847 857 859 867-869 871-872 878-879 883 888 891 916 918-919 936-937 939-940 942-943 948-949 954 960 962-963 968-969 993 1003 1009 1019 1063 1074 1083 1157-1159 1165 1167 1169 1171-1172 1174-1175 1195 1200 1218 1224 1373 1407 1513 1516 1534-1535 1578 1664 1666 1672 1674 1677 1679 1688 1690-1691 1694 1704-1705 1707 1709-1710 1713 1716-1717 1720 1723 1753 1756 1758 1760 1876 2042 2045 2358 2374 2573 2579-2580 2584-2585 2677 2686 2769 2772 2774 2843 2859 2868 3066-3067 3070 3073 3076 3101 3106 3111 3132-3134 3200-3202 3206-3208 3211 3228-3229 3231 3233 3235 3239 3249 3251 3254 3257-3259 3274-3275 3281 3290 3298 3302 3304 3306-3307 3316-3317 3319 3325-3327 3343 3348 3354-3355 3365 3375 3377 3389 3419 3422-3423 3431-3432 3444 3446 3448-3450 3453 3455 3479 3481 3484 3488 3490 3512 3514-3515 3521 3523 3528-3529 3531 3592-3594 3596-3597 3599 3612-3614 3616 3618 3620-3622 3626-3627 3629-3631 3640 3642-3643 3646 3652 3654-3655 3660-3662 3686-3688 3697-3699 3712-3713 3716 3718-3719 3732-3733 3749 3795 3804 3806-3807 3848-3850 3852-3853 3872 3874-3876 3878-3880 3882 3894-3895 3898-3899 3908-3910 3936-3937 3939 3945 3949 3952-3954 3956-3957 3960 3962 3967 3978 3985 3988-3989 3998-3999 4032-4033 4036 4044-4045 4047 4056-4058 4061 4111 4113 4120-4122 4133 4135 4144 4152 4161 4164 4228 4417 4530 4655 4739-4741 4743 4759 4772 4776-4777 4779 4781 4857 4873 5085 5110 5113 5115-5116 5120-5122 5124-5125 5127 5134 5138 5140-5141 5146-5147 5150 5156-5157 5159 5165 5167-5170 5172 5176 5183 5193 5220-5221 5226-5227 5232 5234-5235 5237-5239 5241-5243 5270-5272 5274 5276-5277 5285 5298-5299 5304 5309-5312 5316-5318 5321 5324 5328-5329 5331 5337-5339 5346-5347 5350-5351 5361-5362 5368-5370 5373 5380 5382-5383 5388-5390 5392-5393 5396 5426 5429 5442-5443 5449 5454 5474-5475 5478-5479 5481-5482 5484-5485 5496 5500 5503 5516-5518 5544-5546 5556 5558 5564 5566-5568 5570 5576-5577 5579-5580 5590 5600 5608 5618 5624-5625 5647 5649 5651 5667-5669 5680-5681 5684-5685 5696-5697 5699 5704 5708-5710 5720-5721 5723-5726 5729 5731-5733 5735 5741 5744 5746 5749 5751 5756-5757 5759 5813 5815 5820-5821 5823-5824 5828 5831-5832 5834-5835 5838 5841 5849 5851 5856-5857 5864 5866-5867 5869-5870 5877-5879 5888-5889 5899-5900 5903 5912-5914 5924 5926 5944-5946 5953-5954 5961-5963 5966 5971 5976 5978 5982 5996 5998-6000 6002 6004 6006-6008 6010 6016 6018 6029-6033 6036-6038 6041-6045 6047 6061-6064 6066 6068-6069 6071-6074 6080-6081 6083-6084 6086-6088 6090-6091 6096 6099 6102 6116 6118-6122 6133-6135 6140-6142 6150 6210 6223 6273 6295 6469 6586 6714 7010 7016 7018 7023 7032 7034 7047 7058 7110-7111 7120-7122 7170-7171 7212-7213 7216 7218-7219 7221-7225 7227 7238 7241 7243-7245 7247-7249 7251-7252 7254-7255 7265-7267 7284-7286 7296 7298 7300 7302 7304 7308-7309 7316-7317 7322-7323 7326 7333 7335 7344 7346-7347 7349 7360-7361 7363 7371-7372 7374 7384 7386 7393-7395 7397 7401 7404-7405 7407-7409 7411-7413 7415 7417 7419-7422 7432 7434-7435 7438 7444-7446 7453 7457-7459 7468-7469 7472 7474 7480 7483-7486 7531 7544 7558 7575 7582-7583 7585-7587 7593-7595 7600 7606 7609-7612 7614-7615 7620 7623 7627 7634 7636 7638-7639 7654-7656 7658-7659 7664 7666 7669 7671 7773 7775 7778 7798-7799 7849 7854 7937-7941 7948 7952-7953 7956 7963 7966-7967 7973 7982 7998-7999 8004 8013 8016-8017 8024 8027 8030-8031 8033-8034 8039 8049-8051 8056-8058 8062-8063 8072-8073 8084-8085 8128-8129 8132-8133 8144 8155 8184 8263 8268-8269 8271 8274-8275 8277-8278 8280 8324 8326 8329 8332 8334 8410 8450 8468 8493 8498 8550 8553 8560 8600 8602 8605 8634 8678 8697 8891 8894 8965 9112 9195 9229 9232-9234 9239 9244-9246 9248 9261 9263 9272-9273 9277 9280 9282-9283 9289-9290 9313-9315 9324-9326 9349 9351 9357 9360 9364-9365 9371 9374-9375 9381-9382 9385-9386 9393-9395 9401 9403 9408 9410-9411 9441-9443 9449-9451 9456 9458-9459 9484 9486 9488-9489 9492 9508-9510 9512-9514 9516 9518 9530-9531 9588 9594 9600 9602-9605 9620 9631 9636-9637 9640-9642 9644-9645 9651 9656-9658 9725 9741 9753-9758 9765 9776 9781-9782 9787-9788 9790-9791 9852 9854-9855 9861-9863 9867-9870 9873-9875 9878 9880-9881 9885 9887 9892-9893 9899 9902 9905 9907-9908 9912-9914 9918-9919 9921 9933-9934 9960 9963 9969-9971 9984-9986 9989-9990 9992 9994 10000 10003 10009 10017 10024-10026 10112 10114-10115 10120 10122 10144-10146 10157 10169 10174 10219 10254-10256 10264 10266-10267 10272 10274 10276-10277 10279 10281 10283 10286 10288 10294 10299 10308 10314-10315 10322 10326 10333 10345-10349 10355 10360-10361 10365-10370 10377-10381 10385 10387 10396 10398-10399 10405-10407 10428 10452-10454 10460-10462 10480-10481 10493 10499 10503 10506-10510 10512-10513 10515 10526-10528 10530-10532 10534-10535 10552-10554 10562 10572-10573 10575 10616-10618 10620-10621 10624-10625 10627 10637-10639 10641-10642 10644-10645 10647-10648 10651 10659 10664-10665 10671-10672 10674-10675 10688-10690 10692 10695 10702-10703 10705-10707 10716-10718 10734-10736 10738-10739 10750 10768-10769 10776 10781 10788 10792 10795 10801 10812-10813 10819 10822-10823 10825 10834 10852-10854 10856 10862 10865 10882 11013-11015 11025 11027 11076-11077 11079 11092 11094 11096-11097 11276 11278 11304 11376 11400 11402 11714 11753 11782 11784 11786 11788-11789 11791 11821-11822 11905 11907-11908 11910-11911 11929 11938 11944 11946 11953 11955-11956 11958 11961 11963 11976 11992 11994 11997 12010 12013 12015 12026-12027 12133-12135 12141 12146 12153-12154 12162 12248 12274-12275 12281 12284 6/34-35 38-39 41 43-44 46 80-81 83-85 87 89 92 95 197 207 209 214 217-218 220 226 231 236-237 240 247 249 251 264-265 272-274 276 278-279 289 293-294 296-297 299-301 304-305 307 309-313 315 329-331 393 396 401 411 413-414 423 427 429 436-437 439 441 443-444 447 476 478-479 579 583 593 598 600 607 611 621 624-625 627-630 633 635-636 638 693 705 716 718 720 722 725 727 766 768-770 774-775 778-781 784 786 788-789 793-795 797-798 801 806 808-809 812 814 816-817 819 823-824 832 834-835 840 843-845 847 853 855-857 859 861-864 866-867 870-872 877 884 887 890-891 902 905 907-908 910 917 930 938 945 947 950-951 955 961 963 971-972 974 978-979 994-995 997-999 1003 1012-1014 1021-1022 1068 1078 1087 1100-1102 1104 1106-1109 1111 1120 1122-1125 1127 1138 1144 1146-1147 1152-1154 1157-1160 1162-1163 1166-1167 1173-1174 1176 1179 1191 1221 1232 1234 1240-1242 1256-1258 1264 1267 1364-1365 1367 1373-1375 1400 1402-1403 1416-1418 1497 1499 1512-1514 1516-1518 1520-1522 1525-1527 1532-1534 1548-1549 1551 1572 1574-1575 1589-1592 1594 1596-1598 1600-1602 1604 1606-1607 1609-1611 1633-1635 1668-1670 1672-1674 1676-1677 1679 1683-1684 1687 1692-1693 1695 1710-1712 1715 1745-1747 1857-1859 1861 1863-1864 1866-1867 1870 1872-1873 1875-1878 1884 1886 1896 1899 1908 1918 1956-1958 1965-1967 1972-1974 1982-1983 1989-1991 2008-2010 2016 2025-2027 2041 2044 2120 2133 2135 2141 2143 2155 2157 2160 2166 2172 2179 2187 2190 2208-2210 2261 2269 2271 2289 2291-2294 2304 2307 2312 2318 2320-2321 2323-2324 2326-2327 2332-2333 2335 2337 2341-2343 2347 2352 2354-2355 2360-2361 2364 2366-2367 2369-2371 2378-2379 2401-2403 2412-2414 2420 2422 2424-2425 2428 2446 2450 2467 2469-2471 2473-2475 2484 2486 2492 2494 2509 2511 2513-2514 2517 2519-2520 2522 2527 2529-2531 2540 2542 2544 2546 2551 2557-2559 2570-2571 2592-2593 2600 2605 2607 2610 2614-2616 2618-2619 2621-2623 2638 2647 2653 2655-2658 2660 2664 2666 2668 2677-2679 2681 2684-2685 2687-2690 2696-2697 2699 2705-2706 2709-2710 2712 2714 2720-2721 2723-2724 2728-2729 2742-2743 2748 2759 2763 2769-2771 2788 2801 2806-2807 2810-2813 2815 2820-2822 2828 2833 2837-2839 2841-2843 2848 2851 2855 2880-2881 2883 2887 2893-2895 2897-2898 2904 2906-2907 2909-2911 2918-2920 2922-2923 2952-2953 2956-2957 2959-2962 2972-2973 2975 2980 2983 2985-2987 2992 2994 2997 2999 3016 3018-3019 3075-3078 3081 3085-3087 3105 3107 3113-3115 3204-3206 3324-3326 3340-3342 3358-3359 3373-3375 3384-3386 3392-3394 3396 3398-3401 3405-3407 3409-3412 3416 3418 3422 3424-3425 3432 3434-3435 3443 3456 3458 3463-3464 3466 3481-3483 3492-3493 3500 3502-3503 3505-3508 3510-3511 3522-3524 3526-3528 3530-3531 3536 3538 3546 3556-3558 3560-3561 3563 3568 3668 3670-3671 3752-3753 3755 3764-3766 3800-3802 3804 3811-3813 3815 3838 3856-3857 3860-3861 3863-3865 3867 3870 3880-3881 3884 3887-3888 3891-3893 3895-3897 3900 3903 3905-3910 3913 3916 3936 3938-3940 3943-3945 3949-3951 3967-3968 3977 3980 3985-3989 3991 3996 3998 4004 4007 4009-4011 4018 4022 4024-4025 4027-4028 4032 4035 4041 4044 4053 4073-4075 4266 4276-4277 4281-4283 4287 4318-4322 4330-4331 4338 4340 4342 4346-4347 4349 4489 4491 4511 4513 4523 4548 4585 4612-4613 4615 4620 4626-4627 4644 4646-4647 4652 4655 4657-4659 4664-4665 4667 4672-4673 4675 4680-4681 4683 4692 4694-4695 4773-4775 4784 4786 4792 4804-4805 4813 4816-4817 4819-4820 4822-4825 4827-4828 4830 4837 4840 4848 4851 4853 4857 4863 4866-4868 4870 4877-4878 4900 4903 4906-4907 4910 4914 4951 4993-4994 4996 4998 5008 5010 5018 5028 5033-5034 5036-5037 5076-5078 5080 5085 5117 5145 5160 5166 5177 5196 5218 5222 5242-5243 5265 5269 5276-5277 5290 5292-5293 5301 5305 5309 5321-5322 5331 5352 5355 5459 5462-5463 5466 5473 5478-5479 5485 5497 5499 5501 5535 5577 5581 5585-5586 5589 5591 5595-5596 5605 5607 5614 5619 5622 5625 5636 5638 5644-5645 5652 5665 5677 5704 5751 5764-5765 5770 5772-5773 5775 5789 5791 5800 5804 5812-5813 5816-5817 5822 5824 5845-5846 5855 5864 5866 5871 5894-5895 5897 5901 5906-5907 5909-5910 5912-5913 5915-5916 5922-5923 5926 5929 5940 5943 5947 5957 5962 5974 5978 6008 6011 6016 6018 6020-6021 6026-6027 6031-6032 6039 6041-6043 6045-6046 6049-6051 6060-6062 6070-6073 6077 6079 6090 6095 6098 6106-6107 6110-6111 6115-6117 6119-6120 6122-6124 6126-6127 6129-6130 6134-6135 6148-6149 6154 6162 6168 6170 6187 6190 6306-6307 6310 6316 6326-6327 6332 6368-6370 6389-6391 6396 6485 6493 6517 6526 6623 6639 6662 6668 6692 6694-6695 6702 6756 6758-6759 6770-6771 6780 6782-6783 6801-6802 6805 6808-6810 6813 6824-6825 6827 6833-6835 6844 6846-6850 6857 6859 6876 6884 6886 6888 6890-6891 6907-6908 6910-6911 6933 6935 6937 6939 6941 6943 6953 6958 6964-6965 6967 6973 6983-6984 6986-6988 6990-6991 7002 7005-7006 7008-7009 7011 7019 7021 7029-7031 7036 7039 7044 7048-7049 7052 7057 7062 7070 7077 7082 7088-7089 7091-7092 7095 7097 7115 7119 7137 7141 7168 7181 7184 7189 7199 7203 7206 7209 7223 7231 7237-7239 7246 7252 7262 7265 7271-7272 7275 7279 7285-7287 7294 7327 7349 7351 7363 7367-7369 7372 7375 7378 7381-7382 7385-7386 7389-7391 7397 7399 7404 7408-7409 7413-7414 7416-7418 7422 7428 7441 7444-7446 7452 7466 7468 7470 7475 7488-7490 7492-7494 7497-7498 7500 7503 7508-7510 7518 7525-7526 7540 7542 7550 7552 7555 7567 7570 7578 7582 7585 7595 7599 7603-7604 7606-7607 7609 7612 7614 7686 7689-7690 7715 7726-7727 7733 7738-7739 7741-7743 7748 7764 7766 7768 7771 7786 7797-7798 7805 7809 7815 7821 7824 7829-7830 7832-7833 7837 7875 7880-7882 7885 7896 7898 7925 7936 7969 7974 7978 7980-7981 7983-7984 7987 7993-7994 7996 7998 8071-8073 8076 8083-8084 8090 8092 8114 8119 8127 8149 8151 8155 8157 8159 8188-8189 8191 8510 8512-8513 8552 8670 8675 8744-8745 8747-8748 8750 8755 8758 8761 8764 8786 8807 8809 8902 8907-8908 8912 8915 8921 8930 8943 8948 8952-8953 8955 8957 8981 9083 9103 9131 9134 9173 9205 9213 9238-9241 9252 9264 9281 9285 9287 9291 9304 9312 9315 9320 9330 9337 9339 9342 9360 9379 9385 9387 9390 9397 9415 9418 9425-9428 9430-9431 9436-9438 9441 9446 9449 9452 9457 9460 9473 9476-9478 9485 9487 9489-9490 9492-9493 9495 9500 9502 9507 9509 9520 9526 9536-9537 9540 9549 9623 9629 9664-9666 9668 9672 9679 9690 9697 9701-9703 9706 9710-9711 9714-9715 9720 9729 9735 9738 9751 9754-9755 9766-9767 9769 9773 9778 9780 9782 9786-9787 9800-9801 9817 9828 9852 9858 9860 9862-9863 9866 9871 9888-9890 9915-9916 9933 9940 9943 9948-9949 9951 9967-9969 9973-9974 9976 9979-9980 9982-9983 9997 10008 10010 10028 10036 10041 10044 10047-10048 10052-10053 10059-10060 10063-10066 10074 10083 10088-10090 10092-10094 10134 10137 10144-10146 10152 10158 10161 10167-10169 10180 10182 10186-10188 10190 10200-10202 10223 10232 10234 10276 10285-10286 10289-10291 10298 10300 10303 10315 10334 10345 10348 10356 10361 10364 10369-10370 10387 10391 10397 10403 10409 10413 10417 10419 10425-10427 10429 10431-10432 10434 10443 10448 10455 10468 10470 10476-10477 10491 10502-10503 10517-10518 10540 10543 10550 10560 10562 10567 10571-10572 10581-10582 10594 10596 10623 10630 10636 10639 10646 10653 10662 10684 10694 10703 10706 10715-10717 10724 10726 10732 10741 10743 10748-10749 10754 10758 10787-10788 10797 10819 10828 10830 10834 10877 10895 10920 10945 10953 10957 10962 10966-10967 10972 10978 10980 10985 10987 10990-10991 10999 11003 11011 11025 11027 11029 11031 11037-11039 11042 11051 11055 11057 11074 11080-11081 11087 11094 11101 11103 11105 11107 11109 11111 11115 11120 11122 11126 11128 11132-11133 11137 11142 11160 11165 11175-11176 11192-11193 11197 11202 11205 11208-11209 11218 11221 11225 11245 11247 11250 11261 11263 11306 11314 11317 11323 11333-11334 11337 11343 11345-11348 11350-11351 11353-11356 11358 11361 11363-11365 11367 11371 11378-11379 11382 11384 11392-11394 11396 11400 11402 11406 11408 11410 11412 11417-11421 11424 11426 11430-11431 11444 11446 11449 11451 11453-11454 11459-11460 11462-11463 11467 11469-11471 11476 11478 11482-11483 11487 11489-11492 11494-11496 11498-11502 11507 11509-11512 11515-11516 11524 11526-11527 11532-11534 11541-11542 11547 11554 11562 11569 11573 11604 11653 11658 11666 11680 11691 11779 11782 11789-11790 11795 11798 11800 11804 11809 11813 11815 11818 11825 11832 11835-11836 11839 11841 11844 11848 11852-11853 11860 11872 11911 11918 11931 11940 11945 11950 11979 11982 12074 12184 12243 12261-12263 12272 12274-12275 12284 12286 12289-12291 12296 12299 12301 12312-12313 12324 12331 12352-12354 12362-12363 12383 12409 12412-12413 12418-12419 12428 12430 12434 12439 12441 12448-12449 12451-12452 12454-12455 12457 12459-12460 12462 12468 12472 12495 12499 12506 12510 12513 12516-12517 12520-12521 12525 12540-12542 12545 12549 12560 12573 12591 12593 12601-12605 12607-12608 12613-12614 12620-12621 12623 12676-12677 12679 12683 12686-12687 12689 12691 12693-12694 12696-12698 12700 12702 12706-12708 12712-12713 12736 12739 12778-12779 12782-12783 12812-12814 12816 12818-12820 12823 12836 12838-12841 12843 12849 12852-12853 12855 12858 12861 12872 12874-12875 12877-12879 12889-12891 12894-12897 12899-12902 12904-12906 12908-12909 12911 12920-12921 12923 12931 12936 12938-12939 12945-12947 12949 12951 12953-12955 12993-12995 13001-13003 13012 13020 13022 13024-13025 13027 13082 13088 13090-13091 13094 13118-13119 13121-13123 13129-13130 13132-13134 13136 13138-13139 13142 13144 13147-13148 13150 13166 13168 13184 13187 13196 13198-13200 13204-13205 13214 13221-13223 13235 13237 13239-13240 13242-13243 13246 13248-13249 13253 13255 13259-13260 13272-13273 13275 13297-13298 13367 13370 13381 13383 13385 13387 13389 13398 13403-13404 13406 13410-13411 13414-13415 13457-13459 13464-13465 13467-13468 13470 13476-13477 13479 13485 13488 13491-13492 13494 13499 13504 13506-13507 13512 13514-13516 13518-13519 13533-13537 13539-13542 13544 13547-13549 13551 13553 13555 13560-13561 13565-13567 13572 13578 13589 13591 13600 13611 13624 13628-13629 13631 13636 13645 13649-13650 13653 13659 13670-13671 13673 13681-13682 13686-13687 13706-13708 13710-13711 13714 13721-13723 13732-13733 13735-13736 13738-13739 13741-13743 13780 13782 13788 13790 13804-13805 13808-13810 13817-13819 13841 13844 13866-13867 13870 13874-13875 13880-13881 13883 13886-13887 13903 13905 13908-13909 13914-13915 13921 13929-13933 13942-13943 13945-13948 13950-13951 13956 13964 13966-13967 14053-14055 14081-14083 14089-14091 14121-14123 14380-14381 14392-14393 14395 14460-14462 14468-14469 14471 14492-14493 14495-14498 14501-14503 14513-14515 14564 14577 14580 14589-14591 14612-14614 14652-14653 14655 14736-14738 14740-14741 14743 14756-14757 14762 14767-14768 14772-14774 14776 14778-14779 14782 14784-14785 14787 14816-14817 14820-14821 14823 14827 14829-14831 14836-14837 14839-14841 14843 14845-14846 14856 14859-14861 14863 14868 14870 14886 14896-14897 14900-14901 14903 14906 14908 14910 14936 14939-14940 14944 14946 14949-14951 14954-14956 14958-14959 14970-14971 14975 14981 14983 14992-14993 14995 15001 15006 15040-15041 15043-15046 15048 15050 15056 15058-15060 15104 15109 15120-15121 15124 15157 15159 15168 15172-15173 15175 15177-15179 15184 15188 15193-15194 15198-15199 15220 15222-15223 15296-15297 15300-15301 15315 15318-15319 15325 15327 15404-15405 15407 15416-15417 15420-15421 15423 15492-15494 15509-15511 15524-15526 15532-15534 15536-15537 15540-15541 15543 15549 15551 15568 15570-15571 15573-15575 15585-15586 15589-15591 15602 15607 15610-15612 15644 15646-15647 15778-15779 15784-15786 15789-15792 15794-15795 15801-15805 15807 15821 15832-15833 15835-15836 15846 15852 15854-15855 15860 15862 15864 15866-15867 15904 15907 15916 15923 15929 15945 15947-15949 15964-15965 15967 15982 15986 15989-15991 16002 16006-16007 16015 16018-16019 16022 16024-16025 16028 16030-16031 16052 16067 16074-16075 16078-16079 16084-16085 16087 16136 16138 16140 16143 16148-16149 16151-16153 16157-16161 16164-16165 16167-16169 16171-16172 16175 16184-16185 16187 16237 16239-16242 16249 16252-16254 16257 16276-16277 16320 16325 16370-16371 16374-16375 16377 16380 16382 16415 16435 16437-16439 16441 16443 16450 16457-16462 16464-16465 16472 16492 16494 16496 16498 16531 16536 16560 16565-16566 16571-16572 16580 16582 16584-16586 16588 16590-16591 16605 16614 16616 16622 16631 16639 16652-16653 16696 16699 16701 16770 16775 16782 16789-16790 16810 16843 16885 16902 16908-16909 16911 16918 16920-16921 16925 16927 16932 16939 16949 16960 16962-16963 16968 16975-16976 16979-16980 16982-16985 16988-16989 16999 17008-17009 17012 17014-17015 17017 17025 17035 17045 17080 17099 17102 17108 17117 17121 17124 17157 17162 17176 17185 17187 17192 17284 17286 17407 17535 17623 17625-17627 17648 17656-17658 17661 17675 17679-17680 17682-17684 17688-17689 17697 17701 17703 17711 17713 17716 17720 17723-17725 17733 17745 17760 17770 17810 17818-17820 17827 17829 17837 17841-17842 17849 17967 17983 17987-17988 17993 17998-17999 18004 18012 18017 18025 18032 18040 18054 18063 18069-18073 18075 18077 18079 18083 18086 18091 18099 18101 18103-18104 18108-18110 18116 18118-18119 18124 18127 18136 18144 18147 18153 18155 18157 18162 18179 18457 18461 18463 18474 18485 18488 18494 18534 18540 18547 18554 18559 18578 18585 18591 18603 18606-18607 18616 18619 18629 18631 18634 18642 18644 18648-18649 18651 18653 18655 18660 18664-18666 18671 18673 18675-18676 18679-18680 18683 18687 18730 18769 18774 18782 18789 18798 18802-18805 18807 18809 18811 18813 18815 18824 18828 18855-18857 18880 18895 18899 18901 18944 18946-18950 18953-18955 18968-18969 18971 18980-18981 18992-18993 18996-18997 19004-19005 19007-19009 19012-19013 19015-19016 19018 19022-19023 19025-19030 19033-19035 19040-19042 19046 19048-19049 19051 19053-19054 19056-19057 19059-19061 19063-19065 19068 19072 19075-19077 19079-19080 19083 19086 19093-19094 19097 19099 19101 19112-19113 19115 19120-19121 19123 19128-19129 19131 19133-19134 19136 19139 19146 19156-19157 19165 19167 19177-19179 19182-19183 19188 19199 19201-19203 19208 19210-19211 19235 19238 19240 19242-19243 19246 19309 19312 19328 19332 19334 19336 19338-19339 19361 19367-19368 19370 19380-19381 19383 19386 19388 19395 19401 19406 19410 19424-19425 19427 19432 19437-19439 19443 19448 19450 19458 19460-19461 19463 19465-19467 19470-19471 19473 19476-19477 19480-19481 19486 19489 19491 19501 19503 19505 19507 19514 19585 19587-19588 19592 19932 19935 19955-19956 19963 19965 19967 19978-19979 20000-20001 20187 20192 20208 20212 20218 20222-20223 20239 20260 20268 20286-20288 20300-20301 20306 20310 20313-20314 20317 20323-20324 20329 20334 20336 20338-20339 20347 20349-20350 20359 20363-20364 20367-20368 20372 20374-20375 20377-20378 20380-20381 20383 20391 20394 20403 20412 20415-20416 20419 20422-20423 20427-20428 20430-20431 20433-20434 20436-20437 20444 20446-20447 20451 20457-20459 20470 20472-20473 20476-20477 20492-20493 20505-20507 20513 20515-20517 20521-20526 20528 20532-20533 20535 20541-20544 20546 20551 20557-20558 20568 20570-20574 20576-20578 20580-20581 20583 20593-20595 20598-20599 20604 20606 20609-20612 20616-20618 20620 20622 20633-20635 20640 20643 20645 20649 20651 20653-20654 20657-20658 20666 20685-20686 20692-20694 20696 20698 20700-20701 20703 20709-20710 20712 20714-20715 20730 20768-20769 20771 20778 20780-20781 20869 20871 20873 20893 20895-20896 20898-20899 20901 20903 20933-20935 20944-20945 20947 20960-20961 20963 20996 20998 21007-21009 21011-21013 21015 21017-21021 21023 21031 21033 21036 21038 21040 21045 21050 21052-21053 21056-21058 21062-21066 21069 21071 21073-21077 21079 21094-21095 21100 21102-21103 21113 21117 21119-21120 21122 21125 21129 21134-21135 21137-21139 21145-21146 21148 21152-21153 21160 21169 21171 21173 21176 21178 21181 21183 21185-21186 21189-21191 21200 21202-21203 21205-21207 21209-21211 21213-21215 21220-21222 21224 21227-21230 21233-21235 21253 21255-21257 21261 21263 21276-21277 21280 21282-21283 21288-21290 21292-21293 21295 21300 21303 21306-21308 21311 21320-21322 21347 21376-21377 21381 21383 21392-21393 21395-21396 21398-21399 21442-21443 21453 21455 21484-21485 21487 21489-21491 21496 21498-21501 21503 21524-21526 21564 21566-21567 21577-21580 21590 21592 21602-21603 21606 21608-21610 21612 21696-21698 21700 21711 21722-21723 21726-21727 21761 21763-21764 21766 21786-21787 21793 21805 21808-21810 21890-21891 21905-21907 21910-21911 21921-21923 21932-21933 21935 21944 21946-21950 21962 21967 21978 21992-21993 21995-21996 22004 22006-22009 22076 22078-22079 22188-22189 22191 22228-22229 22231 22237-22239 22260 22262-22263 22277 22286-22288 22291 22297-22299 22312-22314 22328-22330 22333 22335 22357 22378 22387 22393 22408 22410 22421 22423-22424 22428-22429 22431 22437-22441 22443-22446 22453 22464 22466-22467 22476 22478 22504-22505 22508-22509 22523 22543 22545 22549-22550 22552 22556 22558-22559 22565 22572-22573 22578-22579 22582-22583 22585-22586 22595 22603 22610-22613 22615-22616 22618-22621 22658 22660 22664-22665 22667 22680 22682 22684-22685 22688-22689 22695 22705 22728 22732-22733 22744-22745 22747-22750 22753 22757 22767-22769 22772-22774 22776 22781 22783 22792-22793 22795 22820-22821 22823 22825-22827 22829-22831 22844 22846-22847 22889 22891 22908 22910-22913 22915 22920-22922 22936-22938 22944 22946-22948 22951 22953-22957 22960 22970 22972-22974 22980-22982 22988-22990 22992-22993 22995 23001-23003 23033-23035 23044 23049 23066 23072 23075 23077 23080 23082-23083 23085-23086 23090 23102 23124-23125 23127 23129 23131-23132 23134-23135 23152 23154-23155 23157-23160 23163-23165 23170 23172 23176 23178 23185 23204 23242 23244 23247-23249 23251 23257-23259 23268-23269 23271 23277 23289 23301-23303 23310-23311 23316-23317 23321-23323 23333 23335 23344-23346 23356 23358-23359 23361-23362 23368-23370 23372-23373 23375 23392-23393 23395 23400 23402-23403 23433-23436 23438-23439 23461-23463 23472 23475 23485 23487 23504-23505 23507 23560-23562 23564-23565 23567 23584 23587-23588 23593-23595 23605-23607 23609-23611 23660-23661 23663 23701 23703 23708-23710 23788-23790 23809-23811 23820 23822 23824 23826 23831 23839-23842 23858-23859 23861-23862 23868-23869 23871 23880 23882-23883 23888 23898 23916 23919-23920 23922 23934 23988-23989 23991 24005-24007 24012 24014 24020 24022 24038 24044 24046 24049-24053 24056-24058 24060-24061 24063 24068-24070 24076 24078 24112 24114-24115 24136 24138-24141 24143 24156-24157 24159 24161-24163 24184 24186 24240-24242 24260-24262 24269-24270 24280-24281 24283 24300 24302-24306 24308 24310-24311 24319 24328-24330 24341-24343 24357-24359 24388-24389 24391-24394 24401-24404 24406-24407 24412-24414 24432 24434-24437 24439-24442 24445 24447 24469-24471 24492 24494-24495 24528-24530 24573-24575 24579 24583 24587 24590 24593 24596-24597 24605 24607 24612 24616-24617 24620 24623-24625 24630-24633 24640 24642 24646 24650 24655 24658 24661 24663 24667 24677-24678 24681 24684 24703 24705 24707-24709 24714 24722 24724 24754 24766 24792 24803 24815 24827 24830 24836 24846 24858 24863 24865 24879-24880 24886 24936 24938 25089 25100 25103 25108 25110 25116 25121 25123 25125 25127 25129 25134 25139 25141 25154 25157 25160 25168 25189 25193 25196 25207 25213 25216 25229 25232 25250 25256 25285 25296 25304 25491 25873 25875 26301 26303 26486-26487 26492-26493 26667 26755 26758 26762 26999 27200-27201 27237 27504 27506 27597-27599 27602-27603 27606 27611-27612 27620-27621 27632-27633 27636 27641 27669 27671 27712 27714-27715 27720 27722-27723 27745 27821 27860 27879 27886 27895 27901 27903 27973 27975 27981 27983-27984 27986 27992 27994-27996 28013-28014 28022 28027 28031 28035 28038 28044 28046 28069-28071 28076 28078-28079 28083 28085 28087 28100 28105 28108 28112 28116 28118 28122-28123 28125 28127 28133-28134 28140-28142 28144 28150-28154 28156 28177 28181 28185 28213 28224 28226-28227 28230-28231 28236-28238 28244 28256 28259-28261 28265 28268 28270 28272-28273 28275-28276 28278 28286-28288 28316 28364 28367 28376-28377 28397 28416-28417 28425 28431 28433 28437 28439 28452-28453 28455 28457 28467 28469-28470 28492 28494-28496 28498-28500 28502 28504 28506 28508-28509 28515-28516 28519 28526 28528 28530 28537 28555 28560 28565 28567 28577 28579-28580 28608 28672 28674-28675 28678-28679 28688 28695-28696 28698-28699 28702-28703 28737 28740-28742 28745-28748 28750-28752 28758-28759 28762 28768-28769 28771 28776 28778-28781 28784 28786 28795 28798-28799 28861 28868 28870-28871 28881-28883 28904-28905 28928-28930 28938-28939 28943 28946 28948-28949 28957-28960 28962-28963 28968 28970 28984-28985 28987 29001 29003 29014-29015 29057-29059 29148 29150-29151 29190-29191 29197-29199 29204-29205 29213-29214 29220-29222 29226 29229-29230 29241-29243 29245-29250 29253 29262 29277 29280 29282-29283 29285-29287 29297-29299 29302-29303 29308 29310-29313 29315-29316 29318-29319 29325 29328 29330-29331 29337 29365 29367 29380-29382 29392-29394 29400-29401 29404-29405 29408-29410 29417 29425 29428-29430 29448 29450-29451 29477 29479-29480 29482-29483 29492 29494-29495 29500 29502-29503 29541-29543 29548-29549 29551 29568 29571 29584-29585 29587 29592-29594 29596 29598-29601 29603 29610 29613 29624-29626 29640-29641 29656-29657 29659 29664 29666-29667 29672-29673 29692-29693 29695 29698 29700 29702 29704 29706-29707 29710 29716 29718-29719 29721 29724 29734-29735 29747 29750 29758-29759 29762 29765 29767 29773 29789-29791 29796-29797 29803 29805 29808-29809 29811 29816 29818-29819 29824-29826 29880-29882 29884 29886-29887 29894 29900 29902-29903 29905 29913-29916 29918-29919 29924 29926-29929 29931 29949-29951 29961 29966 29979 29984 29986 29992-29993 29995-29996 30001 30010 30017 30030 30034 30037 30039 30046 30049 30051 30054 30058 30081 30085-30086 30092 30098-30100 30111-30112 30114-30115 30118-30121 30123 30133-30134 30136 30138 30146-30147 30149 30154 30162 30168-30169 30173 30180 30182-30183 30189 30192-30193 30197-30198 30207 30224 30226-30227 30229 30236 30238-30239 30276-30277 30282-30283 30287-30289 30292-30293 30295 30298 30320-30321 30323 30325-30326 30336 30338-30339 30368 30370-30371 30384-30386 30388-30390 30392 30394-30395 30397-30399 30405-30408 30413 30415-30416 30418-30419 30421-30423 30428-30430 30433-30435 30453-30455 30464 30466 30468-30469 30471-30472 30474 30476-30478 30484 30486 30488-30489 30498-30499 30502-30503 30506-30507 30513 30515-30516 30520 30527-30528 30531-30534 30543 30550-30551 30560-30562 30565 30567 30569 30572-30574 30576-30578 30580-30581 30583-30584 30586-30587 30590 30594-30597 30599-30601 30603 30605 30609-30612 30614-30615 30631 30660 30662 30669 30673 30675 30680 30682-30683 30737 30741-30743 30745 30747-30748 30768-30769 30771-30773 30786 30794 30808 30823 30841 30856 30858 30880 30934 30949 30967 30972-30973 30975-30977 30992-30993 30995 30998 31004 31015 31018-31019 31022-31023 31041-31043 31045-31046 31052-31053 31055 31077 31079 31088-31089 31091 31097-31099 31105-31108 31123 31128-31129 31131 31135 31137-31139 31143-31144 31146 31148-31150 31156 31167 31170 31175-31177 31179 31182 31185-31187 31201-31202 31206 31208 31214 31217-31218 31220 31303 31311 31318 31320 31357 31395 31410-31411 31415 31489 31491-31492 31494-31496 31510 31516 31520 31526 31528 31539-31540 31550-31552 31556 31562 31564 31567 31578 31583-31585 31589 31594 31596 31600 31602 31605 31610 31632 31666 31681-31682 31696 31698 31700 31705 31708 31722-31723 31733 31744 31746-31747 31768 31770-31771 31796 31798 31805-31807 31816-31817 31820-31821 31828-31829 31832 31843 31845-31847 31850 31856 31858 31862 31873 31876 31882 31891 31896-31897 31901 31910 31916 31919 31923 31933 31936 31938-31939 31941 31944 31946 31953 31956-31957 31965 31975 31981 31983 31985-31987 31989-31991 32000-32001 32005-32006 32021 32023 32026-32027 32029-32031 32040 32042-32044 32046-32047 32049 32058-32059 32072-32074 32076-32077 32079 32102-32105 32107 32112 32114-32115 32117-32119 32128-32130 32140-32141 32143-32146 32150 32154 32193-32195 32236-32238 32240 32242-32243 32245-32247 32257 32263-32264 32266-32267 32270 32272 32283 32286 32306 32317 32325 32328 32347-32349 32367 32376 32379 32391 32405 32407 32464 32467 32474 32491 32495 32520-32521 32523-32525 32536-32538 32540-32541 32543 32557 32574 32580-32582 32585-32588 32591 32593-32594 32597-32599 32601 32604-32605 32619 32634 32648 32651 32653 32655 32657-32658 32660 32672-32674 32679 32682 32685-32687 32696 32701 32703 32708-32709 32716 32742 32744-32746 32748 32776 32788-32790 32792 32805 32808 32829 32833 32836-32838 32840 32844 32855 32881 32888 32890-32891 32894 32917 32923 32926 32929-32930 32937 32939-32940 32944-32946 32948 32950-32951 32954-32955 32957-32959 32970 32980-32981 32993-32995 33000-33001 33006 33019 33031 33033 33035-33037 33042 33050-33051 33061 33065 33067 33069 33080-33081 33088 33092 33094 33105-33107 33116 33118-33119 33124-33126 33129 33136-33138 33140-33141 33145 33149-33152 33157 33170-33171 33176 33186 33189 33205 33211 33216 33223 33227 33230 33235 33238 33249 33278-33282 33288 33290-33291 33300 33302 33308 33310 33312-33313 33325 33327 33332 33334-33335 33340 33342-33343 33349 33355 33361 33367 33371 33374 33382 33396 33398 33422 33428-33429 33434 33443 33446 33452 33454-33456 33461 33464 33467 33470 33482 33500-33501 33510 33512-33513 33517 33520 33523 33529 33532-33534 33545 33569-33570 33583 33585 33593-33594 33596 33602 33615 33620 33630 33632 33634-33635 33644-33645 33647 33649 33654 33660-33662 33664 33666-33667 33670 33679 33682 33685 33689-33690 33693-33694 33697 33700 33702 33705-33707 33714 33716 33718 33721 33730 33735-33738 33744 33748 33750 33754 33756 33763 33781-33782 33786-33787 33791 33793-33794 33806 33824 33848 33856-33857 33876-33877 33923 33928 33931 33940 33950-33951 33955 33965 33969 33980-33981 33983 33986-33987 33990-33991 34013 34016 34018-34019 34023-34026 34040-34041 34043 34046-34047 34058 34065 34068 34074 34077-34079 34092 34094 34100 34108 34113 34116 34119-34120 34125-34126 34129-34131 34133-34135 34139-34142 34144 34146 34148 34154-34155 34159-34160 34164 34166-34167 34169 34172-34174 34179 34187 34190 34192 34199 34206 34208 34218-34220 34222 34227 34230 34234 34244 34246 34248-34249 34259 34265 34269-34271 34287 34293 34297 34301 34303 34305 34312 34314 34317 34325-34326 34330-34331 34334 34337-34338 34346 34361 34365 34368 34371 34374 34378 34380 34382-34384 34386-34388 34393 34395 34398 34406-34407 34414-34417 34419 34426 34429 34434 34436 34444 34450-34451 34455 34463 34468 34476 34479 34481-34482 34485-34487 34490-34493 34495 34499-34500 34502 34504-34505 34508-34510 34514 34517 34519-34521 34524-34526 34529-34530 34534 34540 34542 34546-34547 34551-34554 34557 34560-34562 34565-34566 34572 34576-34578 34580-34581 34583 34588 34590 34600 34607 34610-34611 34624-34626 34632 34634 34653 34659 34691-34692 34694 34699 34702-34704 34710 34716 34718 34720 34722 34724 34727 34730 34732-34733 34735 34737 34739-34741 34749-34750 34752 34757-34758 34760 34764 34766-34767 34770-34771 34775 34777 34779 34785-34786 34793-34795 34798-34800 34804 34809-34812 34814 34819 34822-34823 34825 34829-34830 34834 34837 34840 34843 34857 34864 34866 34880 34885-34886 34895-34896 34910-34911 34927 34930 34959 34963 34998 35002 35027 35037 35060 35063 35069-35070 35077 35079 35081 35093 35099 35107 35115 35118-35119 35131 35148-35149 35158 35164-35165 35168 35200 35202-35203 35206 35214 35224 35226 35233-35234 35242 35268 35414-35415 35420 35442 35527 35535 35538 35544 35546 35553 35556-35557 35559 35568 35570-35571 35627 35683-35686 35701 35759 35770-35771 35844 35854 35857-35859 35868 35875 35877 35882 35885 35887 35896 35904-35905 35907 35910-35911 35919 35924 35929 35934 35936-35937 35942 35944-35945 35958 35965 36096 36102 36104 36107 36114-36115 36117-36122 36125-36126 36129 36132-36133 36148 36152 36162-36163 36166 36169-36170 36172 36174 36176-36177 36180 36182 36186 36194 36198-36200 36209-36211 36218 36330 36333 36358 36360-36362 36364 36366 36384-36385 36426 36454-36455 36457 36460-36461 36466 36472 36497 36499-36500 36502 36505 36618 36622-36623 36629 36631 36636 36641 36643-36645 36671 36673 36683 36697 36703 36717 36725 36731-36734 36794 36799 36804 36809 36816 36819-36820 36822 36825-36829 36840 36848-36849 36852 36856-36858 36869 36882 36884-36885 36887 36893-36895 36899 36903 36907 36911 36913 36915 36922 36925 36927 36942-36944 36946 36948 36951 36953-36955 36988-36990 36996 36999-37000 37002 37006-37007 37009-37010 37012-37013 37015 37019 37021-37022 37024 37028 37035 37038 37040-37041 37048 37096-37098 37100-37102 37104-37106 37112-37114 37116-37117 37119 37124-37126 37152 37154-37155 37164-37166 37249-37251 37308-37309 37311 37379 37393-37395 37402 37409 37411 37417 37426 37432 37435 37437-37439 37444-37445 37447-37448 37450-37451 37453 37465 37467-37468 37471 37473-37474 37476 37479 37481-37483 37488 37490 37492 37494-37495 37517 37520-37521 37523 37533 37536 37538-37539 37548-37550 37552-37553 37557-37559 37567 37569-37570 37600-37601 37603 37609-37610 37636-37638 37760-37761 37763 37793-37795 37828-37829 37831 37940 37942-37943 37948-37950 37960-37962 37965-37967 37972-37973 37975 37981 37984 37986-37987 37989 37992 38007 38012 38044 38046-38047 38060 38063 38068-38070 38076-38078 38095-38096 38106-38107 38113-38114 38117-38119 38144-38145 38148-38149 38158 38160 38176-38177 38179 38189 38195 38199 38205 38242-38243 38246 38248-38249 38256 38261 38263-38265 38267 38269 38271 38287 38304 38307 38312 38314 38324 38326 38330-38332 38335 38341-38342 38348-38349 38351 38358 38360 38362 38365 38367-38368 38371-38373 38380 38384-38385 38387 38397 38404-38406 38424 38426 38428-38429 38431 38451-38452 38455-38456 38458-38459 38461 38463 38486 38488 38491 38493 38495-38497 38503-38506 38508 38512-38513 38515 38518-38519 38522-38523 38552-38554 38558-38559 38572 38574-38575 38584-38585 38587-38590 38598 38601 38603 38609 38612-38614 38618 38636 38638-38640 38657 38665-38668 38670 38689 38691-38692 38699 38720 38749-38751 38770 38773-38774 38777 38787-38788 38790-38791 38796-38797 38827 38830 38895-38896 38899 38904-38905 38908-38909 38911-38914 38916 38920 38935 38941 38943 38973-38975 38977-38978 38980-38981 38984 38986 38989-38991 39008 39010-39011 39037 39039 39051-39052 39069 39071 39073-39074 39080-39081 39085 39093-39097 39099-39102 39108-39110 39112-39113 39115-39116 39119 39122-39123 39132 39134 39136 39138-39139 39141-39144 39147 39156 39158-39159 39412-39414 39431 39436 39438 39441-39443 39457-39458 39461-39465 39467 39484-39486 39489-39491 39504-39506 39508-39510 39528-39529 39532 39534-39535 39538-39539 39545-39547 39553-39557 39559-39560 39564 39566-39567 39576-39577 39579-39580 39583 39585 39587 39589-39591 39593-39595 39600-39602 39604-39605 39613 39615 39624-39625 39627 39636 39638-39642 39645 39647 39660 39663-39664 39666-39667 39669 39671 39680 39683 39688 39690-39694 39729-39731 39740-39742 39844-39845 39847 39849 39851 39873-39875 39948 39953-39955 39965-39967 39972 39974-39975 39980 39984-39985 39988 39995 39997-39999 40004 40011 40033-40035 40040-40041 40043-40046 40064 40066-40067 40072 40074-40077 40079 40081-40085 40088-40090 40108 40110 40112 40114-40115 40120-40121 40139 40142 40164 40273 40306 40312 40314 40389 40396 40399-40402 40404 40407-40410 40412 40414 40433 40452 40454-40455 40469 40471 40474 40477-40479 40484-40485 40487 40493 40495-40496 40499 40502 40505-40508 40510 40512 40514 40520 40522-40523 40544 40555 40588 40590-40594 40597 40600-40601 40603-40604 40606-40607 40624-40625 40627 40633-40635 40640 40648-40650 40653-40655 40666 40672 40674 40683-40685 40687-40688 40690-40691 40707 40710 40716 40743 40749 40751 40754 40760 40762-40763 40846 40867-40868 40870-40871 40873-40874 40961 40965 40975 40977 40984 40986 40991 40993 40997 40999 41002 41004-41005 41007 41009-41011 41013-41015 41028 41030-41031 41034-41036 41038 41040 41042-41045 41047 41051 41055 41061 41063 41074-41077 41080-41081 41086-41087 41092-41094 41100 41102 41112 41121-41123 41128 41130 41136-41137 41139-41142 41151 41156-41158 41162-41163 41167 41169-41174 41180-41181 41183 41186 41191 41194-41195 41217-41219 41222 41227 41230 41236-41237 41239 41241 41243 41245-41247 41251-41252 41254-41255 41293-41295 41298 41309-41311 41328-41329 41331 41337-41340 41342-41345 41348-41349 41351 41356 41371 41375 41377-41379 41400-41402 41404 41410 41412 41414-41415 41417-41419 41449-41450 41453-41458 41487-41488 41491 41493-41495 41502-41503 41505-41507 41528-41530 41533-41538 41544-41545 41547 41589-41591 41616 41618-41619 41716-41718 41720-41722 41724 41820-41821 41823 41852-41853 41889 41891-41893 41898 41905-41909 41916 41918-41919 41928-41929 41932-41933 41937 41939 41944 41946-41950 41952-41954 41956 41958-41960 41962 41965 41968-41969 41971 41976-41977 41980-41981 41983 41987 41989 41991 41994-41995 42001-42003 42007-42008 42010-42011 42016-42017 42019-42021 42023 42045-42047 42056-42058 42082-42085 42087 42089-42091 42093-42098 42101-42103 42117-42118 42134-42135 42220-42221 42223 42242 42246-42247 42252-42253 42255 42296-42298 42476-42478 42488-42489 42493 42504-42506 42528 42530 42532-42533 42538-42539 42544-42546 42562-42563 42572 42574-42575 42584-42585 42587 42597-42601 42603 42627 42629-42632 42634-42635 42664-42665 42669 42672-42674 42676 42678 42681-42683 42692 42694-42695 42704 42707-42709 42714 42718-42720 42722-42726 42728-42730 42732 42746 42764-42765 42767 42775-42777 42779 42787 42789 42792 42798-42800 42803 42805-42807 42816-42817 42819 42877-42879 42896 42900-42901 42903 42905 42908-42909 42911 42927 42933-42935 42950-42951 42960-42962 42964-42965 42968 42970 42992 42994-42995 43080 43082-43083 43086 43088-43089 43092-43094 43096 43099 43103 43112 43114 43117 43121 43128 43156-43157 43160 43167 43172 43174 43176-43178 43189-43193 43195-43198 43209-43211 43213-43215 43232-43234 43237-43238 43245 43257 43259-43262 43264 43268 43270-43273 43280 43282 43287 43311-43314 43316 43319 43321 43323 43326-43328 43330 43333-43334 43341-43342 43346 43351-43352 43360-43361 43366-43368 43373 43375-43376 43378 43386 43420-43422 43428-43429 43432 43437 43439 43441-43444 43446 43456 43464 43468 43520 43522-43524 43526 43532 43552 43557 43559 43580 43605 43607 43620 43622 43695 43697 43730 43747 43750 43752-43754 43759-43760 43773 43775 43781 43783 43792-43794 43922 43936 43947-43948 44047-44048 44050-44051 44065 44067-44069 44081-44084 44086 44096-44098 44104-44106 44112 44114-44115 44118-44121 44123-44125 44133 44214-44215 44220-44221 44295 44301 44303 44312-44313 44315 44340-44341 44343 44375 44380 44382 44397 44400-44402 44404 44408 44425 44427 44430 44448-44449 44452 44509 44511 44532-44533 44830 44862 44904-44905 44908 44913 44915 44933 44950 44961 44979 44990 45001 45024-45025 45040 45044 45067 45072-45073 45081 45086 45095-45096 45098 45101 45103 45110 45116 45118 45120 45168 45179 45186-45187 45192 45194-45195 45197 45199-45200 45202-45205 45207-45208 45210 45214 45225 45227-45228 45232-45233 45236 45240 45245 45248 45267 45297 45305-45308 45310 45312 45324-45325 45336 45345 45349 45351 45358 45364 45366-45367 45373 45378 45382 45385 45389 45391 45394 45416 45418-45421 45432-45433 45443 45456-45458 45460-45461 45463 45467-45468 45470-45472 45492 45503 45510 45512-45514 45516-45518 45527-45528 45530 45538-45539 45542 45544 45548 45553 45555 45562-45563 45568-45570 45574 45576-45578 45580 45586 45590 45592 45594 45598 45605-45607 45612 45614-45615 45628 45657 45667 45672 45674 45690 45694 45696-45698 45701 45711-45712 45718 45723-45724 45730 45734 45743 45746 45750 45754-45755 45759 45773 45800 45802 45852 45876 45888-45889 45893-45894 45903-45904 45914 45921 45927 45932 45934 45963 45967 45970 45977 46013 46022 46025 46033 46081-46082 46084 46087 46094 46167 46173 46188 46338-46339 46507 46677 46679 46849-46850 46852-46854 46860 46862 46990 47002 47011 47017 47020-47021 47023-47024 47026 47032-47034 47120-47121 47123-47125 47127 47132 47134-47135 47140-47141 47148-47150 47160-47161 47163 47168 47170-47171 47177-47178 47192 47200 47202 47205 47207-47208 47212 47225 47232 47239-47240 47242-47244 47246 47248-47249 47251-47252 47254-47257 47259-47260 47262 47280 47282-47283 47292 47301 47303 47310 47374 47486 47490 47591 47610 47615-47617 47619 47624-47626 47636 47638-47639 47650 47652-47653 47658-47659 47664-47665 47667-47669 47675 47695 47706-47707 47710-47711 47720 47724-47725 47727-47730 47732-47733 47735-47736 47739 47742-47744 47746-47748 47756 47758 47764-47766 47770-47773 47780 47782 47788-47789 47802 47804-47805 47807-47808 47810-47811 47817 47819 47828 47830-47831 47843 47848-47849 47856 47858-47859 47862-47866 47868 47901-47903 47911 47916 47935 47941 47943 47956-47958 47965-47966 47987 47993 47995-47997 48000-48001 48012-48014 48021 48027 48030 48034-48035 48038-48039 48044-48045 48047-48049 48056-48058 48064 48069 48071 48074 48076 48080 48084-48085 48096 48098-48099 48102 48119 48122 48126 48318 48325 48361 48387-48389 48391 48400 48408 48410-48412 48414 48423 48429-48431 48453 48470 48480 48482 48488-48489 48495 48513 48515 48517-48518 48525 48528-48529 48531 48553 48560-48562 48569 48573-48576 48578 48581-48582 48590 48608 48610 48620 48622 48624 48636 48641-48643 48652 48654 48676-48677 48679 48681 48685 48687 48696 48698 48784 48807-48808 48870 48877 48879 48890-48891 48894 48905 48913 48916-48917 48919 48943 48951-48954 48960 48962 48970-48971 48974 48978 48980 48989 48991 48997 48999 49001 49005 49009-49010 49013 49016 49019 49022 49045-49046 49052-49053 49055 49066 49077 49081 49088 49090-49091 49094-49095 49105-49106 49112-49113 49115 49117-49119 49121-49123 49132-49134 49140-49142 49144 49147 49149-49150</spatial><footprint ivo-id="ivo://ivoa.net/std/moc">https://cdsarc.cds.unistra.fr/viz-bin/moc/J/A+A/686/A42?format=ascii</footprint><waveband>Optical</waveband></coverage><tableset><schema><name>default</name><table><name>J/A+A/686/A42/clusters</name><description>Main catalogue (table 1)</description><column><name>ID</name><description>Internal cluster ID</description><ucd>meta.id</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>N</name><description>[10/153797] Number of member stars</description><ucd>meta.number</ucd><dataType xsi:type="vs:VOTableType">int</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>Type</name><description>[omgdr] Estimated type of object (1)</description><ucd>src.class</ucd><dataType xsi:type="vs:VOTableType" arraysize="1*">char</dataType></column><column><name>CST</name><description>[3/99] Astrometric SNR (cluster significance test) (2)</description><ucd>stat.snr</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>_DE.icrs</name><description>Declination (ICRS) at Epoch=J2000, proper motions taken into account</description><unit>deg</unit><ucd>pos.eq.dec</ucd><flag>indexed</flag></column><column><name>RV</name><description>? Mean Gaia DR3 radial velocity</description><unit>km/s</unit><ucd>phys.veloc;pos.heliocentric</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>_RA.icrs</name><description>Right ascension (ICRS) at Epoch=J2000, proper motions taken into account</description><unit>deg</unit><ucd>pos.eq.ra</ucd><flag>indexed</flag></column><column><name>Name</name><description>Main accepted cluster name</description><ucd>meta.id;meta.main</ucd><dataType xsi:type="vs:VOTableType" arraysize="20*">char</dataType></column><column><name>CSTt</name><description>[2.9/99] Astrometric SNR within tidal radius</description><ucd>stat.snr</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>Nt</name><description>[10/53464] Number of stars within tidal radius</description><ucd>meta.number</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>RA_ICRS</name><description>Right ascension of densest point (ICRS) at Ep=2016.0</description><unit>deg</unit><ucd>pos.eq.ra;meta.main</ucd></column><column><name>DE_ICRS</name><description>Declination of densest point (ICRS) at Ep=2016.0</description><unit>deg</unit><ucd>pos.eq.dec;meta.main</ucd></column><column><name>GLON</name><description>Galactic longitude</description><unit>deg</unit><ucd>pos.galactic.lon</ucd></column><column><name>GLAT</name><description>Galactic latitude</description><unit>deg</unit><ucd>pos.galactic.lat</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>r50</name><description>Radius containing 50% of members within the tidal radius</description><unit>deg</unit><ucd>phys.angSize</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>rc</name><description>Core radius (approximate estimate)</description><unit>deg</unit><ucd>phys.angSize;src</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>rt</name><description>Tidal radius (approximate estimate)</description><unit>deg</unit><ucd>phys.angSize;src</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>rtot</name><description>Total radius (including tidal tails, coma, etc)</description><unit>deg</unit><ucd>phys.angSize</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>r50pc</name><description>Radius containing 50% of members in parsecs</description><unit>pc</unit><ucd>phys.size.radius</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>rcpc</name><description>Core radius in parsecs</description><unit>pc</unit><ucd>phys.size.radius</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>rtpc</name><description>Tidal radius in parsecs</description><unit>pc</unit><ucd>phys.size.radius</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>rtotpc</name><description>Total radius in parsecs</description><unit>pc</unit><ucd>phys.size.radius</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>pmRA</name><description>Mean proper motion in right ascension multiplied by cos(dec)</description><unit>mas/yr</unit><ucd>pos.pm;pos.eq.ra</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>s_pmRA</name><description>Standard deviation of pmra</description><unit>mas/yr</unit><ucd>stat.stdev</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>e_pmRA</name><description>Standard error of pmra</description><unit>mas/yr</unit><ucd>stat.error;pos.pm;pos.eq.ra</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>pmDE</name><description>Mean proper motion in declination</description><unit>mas/yr</unit><ucd>pos.pm;pos.eq.dec</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>s_pmDE</name><description>Standard deviation of pmdec</description><unit>mas/yr</unit><ucd>stat.stdev</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>e_pmDE</name><description>Standard error of pmdec</description><unit>mas/yr</unit><ucd>stat.error;pos.pm;pos.eq.dec</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>Plx</name><description>Mean parallax</description><unit>mas</unit><ucd>pos.parallax;stat.mean</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>s_Plx</name><description>Standard deviation of parallax</description><unit>mas</unit><ucd>stat.stdev;pos.parallax</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>e_Plx</name><description>Standard error of parallax</description><unit>mas</unit><ucd>stat.error;pos.parallax</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>dist16</name><description>16th percentile of maximum likelihood distance</description><unit>pc</unit><ucd>pos.distance</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>dist50</name><description>50th percentile of maximum likelihood distance</description><unit>pc</unit><ucd>pos.distance</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>dist84</name><description>84th percentile of maximum likelihood distance</description><unit>pc</unit><ucd>pos.distance</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>Ndist</name><description>Number of stars used for distance calculation</description><ucd>meta.number</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>globalPlx</name><description>[0/1] Flag indicating clusters for which a star-by-star parallax offset correction was not possible during distance calculation</description><ucd>meta.code</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>X</name><description>X coordinate in heliocentric galactic coordinates</description><unit>pc</unit><ucd>pos.cartesian.x;pos.galactic;pos.heliocentric</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>Y</name><description>Y coordinate in heliocentric galactic coordinates</description><unit>pc</unit><ucd>pos.cartesian.y;pos.galactic;pos.heliocentric</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>Z</name><description>Z coordinate in heliocentric galactic coordinates</description><unit>pc</unit><ucd>pos.cartesian.z;pos.galactic;pos.heliocentric</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>s_RV</name><description>? Standard deviation of radial velocity</description><unit>km/s</unit><ucd>stat.stdev;spect.dopplerVeloc</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>e_RV</name><description>? Standard error of radial velocity</description><unit>km/s</unit><ucd>stat.error</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>n_RV</name><description>Number of member stars with a radial velocity</description><ucd>meta.note</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>CMDCl2.5</name><description>[0/1] 2.5th percentile of CMD class</description><ucd>meta.code</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>CMDCl16</name><description>[0/1] 16th percentile of CMD class</description><ucd>meta.code</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>CMDCl50</name><description>[0/1] 50th percentile of CMD class</description><ucd>meta.code</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>CMDCl84</name><description>[0/1] 84th percentile of CMD class</description><ucd>meta.code</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>CMDCl97.5</name><description>[0/1] 97.5th percentile of CMD class</description><ucd>meta.code</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>CMDClHuman</name><description>Human-assigned CMD class (where available) (3)</description><ucd>meta.code</ucd><dataType xsi:type="vs:VOTableType" arraysize="3*">char</dataType></column><column><name>logAge16</name><description>? 16th percentile of logarithm of cluster age</description><unit>log(yr)</unit><ucd>time.age</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>logAge50</name><description>? 50th percentile of logarithm of cluster age</description><unit>log(yr)</unit><ucd>time.age</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>logAge84</name><description>? 84th percentile of logarithm of cluster age</description><unit>log(yr)</unit><ucd>time.age</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>AV16</name><description>? 16th percentile of V-band cluster extinction</description><unit>mag</unit><ucd>phys.absorption</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>AV50</name><description>? 50th percentile of V-band cluster extinction</description><unit>mag</unit><ucd>phys.absorption</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>AV84</name><description>? 84th percentile of V-band cluster extinction</description><unit>mag</unit><ucd>phys.absorption</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>diffAV16</name><description>? 16th percentile of approximate V-band differential extinction</description><unit>mag</unit><ucd>phys.absorption;arith.diff</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>diffAV50</name><description>? 50th percentile of approximate V-band differential extinction</description><unit>mag</unit><ucd>phys.absorption;arith.diff</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>diffAV84</name><description>? 84th percentile of approximate V-band differential extinction</description><unit>mag</unit><ucd>phys.absorption;arith.diff</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>MOD16</name><description>? 16th percentile of photometrically estimated distance modulus</description><unit>mag</unit><ucd>phot.mag.distMod</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>MOD50</name><description>? 50th percentile of photometrically estimated distance modulus</description><unit>mag</unit><ucd>phot.mag.distMod</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>MOD84</name><description>? 84th percentile of photometrically estimated distance modulus</description><unit>mag</unit><ucd>phot.mag.distMod</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>r50J</name><description>? Radius containing 50% of members within the best fitting Jacobi radius</description><unit>deg</unit><ucd>phys.angSize;src</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>rJ</name><description>? Best fitting Jacobi radius - still defined even for clusters with low Jacobi radius probability</description><unit>deg</unit><ucd>phys.angSize;src</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>r50Jpc</name><description>? Radius containing 50% of members within the Jacobi radius in parsecs</description><unit>pc</unit><ucd>phys.size.radius</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>rJpc</name><description>? Jacobi radius in parsecs</description><unit>pc</unit><ucd>phys.size.radius</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>probJ</name><description>? Probability of the cluster having a valid Jacobi radius</description><ucd>stat.fit.goodness</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>NJ</name><description>[9/4171]? Number of stars within best-fit Jacobi radius</description><ucd>meta.number</ucd><dataType xsi:type="vs:VOTableType">int</dataType><flag>nullable</flag></column><column><name>MassJ</name><description>? Cluster mass within the Jacobi radius</description><unit>solMass</unit><ucd>phys.mass</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>e_MassJ</name><description>? Error on cluster mass within the Jacobi radius</description><unit>solMass</unit><ucd>stat.error</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>MassTot</name><description>? Total observed cluster mass</description><unit>solMass</unit><ucd>phys.mass</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>e_MassTot</name><description>? Error on total observed cluster mass</description><unit>solMass</unit><ucd>stat.error</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>minClSize</name><description>[-1/80] HDBSCAN parameter used to construct cluster membership list (-1 for membership lists not made with HDBSCAN)</description><ucd>meta.code.member;instr.setup</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>isMerged</name><description>[0/1] Flag indicating manually merged cluster membership list</description><ucd>meta.code</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>isGMMMemb</name><description>[0/1] Flag indicating cluster membership list constructed using additional Gaussian mixture model post-processing step</description><ucd>meta.code</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>NXmatches</name><description>[0/24] Number of unique crossmatches to this cluster</description><ucd>meta.number</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>XmatchType</name><description>Type of crossmatch (4)</description><ucd>meta.code</ucd><dataType xsi:type="vs:VOTableType" arraysize="16*">char</dataType></column><column><name>Note</name><description>Reason why cluster was rejected</description><ucd>meta.note</ucd><dataType xsi:type="vs:VOTableType" arraysize="33*">char</dataType></column><column><name>AllNames</name><description>Comma separated list of all cluster names this object crossmatched against and all name variants</description><ucd>meta.id</ucd><dataType xsi:type="vs:VOTableType" arraysize="253*">char</dataType></column></table><table><name>J/A+A/686/A42/members</name><description>Member stars of clusters (table 2)</description><column><name>Seq</name><description>Sequential number</description><ucd>meta.record</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>_RA.icrs</name><description>Right ascension (ICRS) at Epoch=J2000, proper motions taken into account</description><unit>deg</unit><ucd>pos.eq.ra</ucd><flag>indexed</flag></column><column><name>_DE.icrs</name><description>Declination (ICRS) at Epoch=J2000, proper motions taken into account</description><unit>deg</unit><ucd>pos.eq.dec</ucd><flag>indexed</flag></column><column><name>BPmag</name><description>Mean BP-band magnitude</description><unit>mag</unit><ucd>phot.mag;em.opt.B</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>RPmag</name><description>Mean RP-band magnitude</description><unit>mag</unit><ucd>phot.mag;em.opt.R</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>BP-RP</name><description>BP-RP colour</description><unit>mag</unit><ucd>phot.color;em.opt.B;em.opt.R</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>BP-G</name><description>BP-G colour</description><unit>mag</unit><ucd>phot.color;em.opt;em.opt</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>G-RP</name><description>G-RP colour</description><unit>mag</unit><ucd>phot.color;em.opt;em.opt</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>RV</name><description>? Mean Gaia DR3 radial velocity</description><unit>km/s</unit><ucd>phys.veloc;pos.heliocentric</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>e_RV</name><description>? Standard error of radial velocity</description><unit>km/s</unit><ucd>stat.error</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></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>ID</name><description>Internal cluster ID</description><ucd>meta.id</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>GaiaDR3</name><description>Gaia DR3 source ID</description><ucd>meta.id;meta.main</ucd></column><column><name>inrj</name><description>[0/1] Flag indicating if cluster is within Jacobi radius (i.e. true tidal radius from cluster mass)</description><ucd>meta.code</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>inrt</name><description>[0/1] Flag indicating if cluster is within estimated King (1962AJ.....67..471K) tidal radius based on cluster profile</description><ucd>meta.code</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>Prob</name><description>[0/1] Membership probability</description><ucd>stat.probability</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>RA_ICRS</name><description>Right ascension of star (ICRS) at Ep=2016.0</description><unit>deg</unit><ucd>pos.eq.ra;meta.main</ucd><flag>indexed</flag></column><column><name>e_RA_ICRS</name><description>Standard error on ra</description><unit>mas</unit><ucd>stat.error;pos.eq.ra</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>DE_ICRS</name><description>Declination of star (ICRS) at Ep=2016.0</description><unit>deg</unit><ucd>pos.eq.dec;meta.main</ucd><flag>indexed</flag></column><column><name>e_DE_ICRS</name><description>Standard error on dec</description><unit>mas</unit><ucd>stat.error;pos.eq.dec</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>GLON</name><description>Galactic longitude</description><unit>deg</unit><ucd>pos.galactic.lon</ucd></column><column><name>GLAT</name><description>Galactic latitude</description><unit>deg</unit><ucd>pos.galactic.lat</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>pmRA</name><description>Mean proper motion in right ascension multiplied by cos(dec)</description><unit>mas/yr</unit><ucd>pos.pm;pos.eq.ra</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>e_pmRA</name><description>Standard error of pmRA</description><unit>mas/yr</unit><ucd>stat.error;pos.pm;pos.eq.ra</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>pmDE</name><description>Mean proper motion in declination</description><unit>mas/yr</unit><ucd>pos.pm;pos.eq.dec</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>e_pmDE</name><description>Standard error of pmDE</description><unit>mas/yr</unit><ucd>stat.error;pos.pm;pos.eq.dec</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>Plx</name><description>Mean parallax</description><unit>mas</unit><ucd>pos.parallax;stat.mean</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>e_Plx</name><description>Standard error of parallax</description><unit>mas</unit><ucd>stat.error;pos.parallax</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>pscol</name><description>? Estimated pseudocolour</description><unit>um**-1</unit><ucd>stat.fit.param</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>e_pscol</name><description>? Standard error on pseudocolor</description><unit>um**-1</unit><ucd>stat.error</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>PlxpmRACor</name><description>Correlation between parallax and pmra</description><ucd>stat.correlation</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>PlxpmDECor</name><description>Correlation between parallax and pmdec</description><ucd>stat.correlation</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>pmRApmDECor</name><description>Correlation between pmra and pmdec</description><ucd>stat.correlation</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>PlxpscolCor</name><description>? Correlation between parallax and pseudocolour</description><ucd>stat.correlation</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>pmRApscolCor</name><description>? Correlation between pmra and pseudocolour</description><ucd>stat.correlation</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>pmDEpscolCor</name><description>? Correlation between pmdec and pseudocolour</description><ucd>stat.correlation</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>Solved</name><description>[31/95] Gaia DR3 flag indicating which parameters solved for</description><ucd>meta.number</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>ELAT</name><description>Ecliptic latitude</description><unit>deg</unit><ucd>pos.ecliptic.lat</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>nueff</name><description>? Effective wavenumber of source used in astrometric solution</description><unit>um**-1</unit><ucd>em.freq</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>RUWE</name><description>Renormalised unit weight error</description><ucd>stat.error</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>FidelityV1</name><description>Rybizki et al. (2022MNRAS.510.2597R) V1 fidelity parameter</description><ucd>meta.code</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>FG</name><description>Mean G-band flux</description><ucd>phot.flux.density;em.opt</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>e_FG</name><description>Error on mean G-band flux</description><ucd>stat.error</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>FBP</name><description>Mean BP-band flux</description><ucd>phot.flux.density;em.opt.B</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>e_FBP</name><description>Error on mean BP- band flux</description><ucd>stat.error</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>FRP</name><description>Mean RP-band flux</description><ucd>phot.flux.density;em.opt.R</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>e_FRP</name><description>Error on mean RP- band flux</description><ucd>stat.error</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>Gmag</name><description>Mean G-band magnitude</description><unit>mag</unit><ucd>phot.mag;em.opt</ucd><dataType xsi:type="vs:VOTableType">double</dataType></column><column><name>n_RV</name><description>? Method used to obtain the RV</description><ucd>meta.note</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>o_RV</name><description>? Number of transits used to compute the RV</description><ucd>meta.number</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>o_RVd</name><description>? Number of transits that underwent deblending</description><ucd>meta.number</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>GRVSmag</name><description>? Mean Grvs magnitude</description><unit>mag</unit><ucd>phot.mag;em.opt</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>e_GRVSmag</name><description>? Error on mean Grvs magnitude</description><unit>mag</unit><ucd>stat.error;phot.mag</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>o_GRVSmag</name><description>? Number of transits used to construct Grvs magnitude</description><ucd>meta.number</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>Vbroad</name><description>? Spectral line broadening parameter</description><unit>km/s</unit><ucd>spect.line.broad;spect.line</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>e_Vbroad</name><description>? Error on the spectral line broadening</description><unit>km/s</unit><ucd>stat.error</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>o_Vbroad</name><description>? Number of transits used to compute vbroad</description><ucd>meta.number</ucd><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>VarFlag</name><description>Gaia DR3 photometric variability flag</description><ucd>meta.code;src.var</ucd><dataType xsi:type="vs:VOTableType" arraysize="13*">char</dataType></column><column><name>NSS</name><description>[0/6] Flag indicating source has additional information in the Gaia DR3 non single star tables</description><ucd>meta.code</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>RVS</name><description>[0/1] Flag indicating the availability of mean RVS spectrum for this source</description><ucd>meta.code</ucd><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>Mass2.5</name><description>? 2.5th percentile of stellar mass for this star, assuming star is single</description><unit>solMass</unit><ucd>phys.mass</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>Mass16</name><description>? 16th percentile of stellar mass for this star, assuming star is single</description><unit>solMass</unit><ucd>phys.mass</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>Mass50</name><description>? 50th percentile of stellar mass for this star, assuming star is single</description><unit>solMass</unit><ucd>phys.mass</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>Mass84</name><description>? 84th percentile of stellar mass for this star, assuming star is single</description><unit>solMass</unit><ucd>phys.mass</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>Mass97.5</name><description>? 97.5th percentile of stellar mass for this star, assuming star is single</description><unit>solMass</unit><ucd>phys.mass</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>Name</name><description>Main accepted cluster name</description><ucd>meta.id.parent</ucd><dataType xsi:type="vs:VOTableType" arraysize="20*">char</dataType></column></table><table><name>J/A+A/686/A42/crossma</name><description>All (non-)xmatched clusters</description><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>ID</name><description>? Internal cluster ID (blank if object has no crossmatched cluster in our work)</description><ucd>meta.id;meta.main</ucd><dataType xsi:type="vs:VOTableType">int</dataType><flag>nullable</flag></column><column><name>NameLit</name><description>Name in literature catalogue</description><ucd>meta.id</ucd><dataType xsi:type="vs:VOTableType" arraysize="21*">char</dataType></column><column><name>SourceCat</name><description>Source catalogue reference (1)</description><ucd>meta.id;meta.dataset</ucd><dataType xsi:type="vs:VOTableType" arraysize="16*">char</dataType></column><column><name>TypeSourceCat</name><description>Comma separated list of all source catalogue crossmatch types for this crossmatch</description><ucd>src.class</ucd><dataType xsi:type="vs:VOTableType" arraysize="28*">char</dataType></column><column><name>Sep</name><description>[0/2]? Separation between cluster centres</description><unit>deg</unit><ucd>pos.angDistance</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>SepTidal</name><description>[0/0.94]? Separation in terms of largest tidal radius</description><ucd>pos.angDistance</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>SepTidalLit</name><description>[0/1]? Separation in terms of literature tidal radius</description><ucd>pos.angDistance</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>SepTidalData</name><description>[0/1]? Separation in terms of tidal radius in this work</description><ucd>pos.angDistance</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>pmRASep</name><description>[0/17.41]? Separation in pmRA times cos(DE) between this work and literature</description><unit>mas/yr</unit><ucd>pos.angDistance</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>pmRASigma</name><description>? pmRA separation in terms of uncertainty on pmRA in this work and literature added in quadrature</description><ucd>pos.angDistance</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>pmDESep</name><description>[0/11.24]? Separation in pmDE between this work and literature</description><unit>mas/yr</unit><ucd>pos.angDistance</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>pmDESigma</name><description>? pmDE separation in terms of uncertainty on pmRA in this work and literature added in quadrature</description><ucd>pos.angDistance</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>PlxSep</name><description>[0/2.8]? Separation in parallax between this work and literature</description><unit>mas</unit><ucd>pos.angDistance</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>PlxSigma</name><description>? Parallax separation in terms of uncertainty on pmRA in this work and literature added in quadrature</description><ucd>pos.angDistance</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>maxSigma</name><description>? Maximum value of pmRASepSigma, pmDESepSigma, and PlxSepSigma (must be less than 2.0 for a valid astrometric match)</description><ucd>pos.pm;pos.eq.ra;stat.max</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column><column><name>meanSigma</name><description>? Mean value of pmRASepSigma, pmDESepSigma, and PlxSepSigma</description><ucd>pos.pm;pos.eq.ra;stat.mean</ucd><dataType xsi:type="vs:VOTableType">double</dataType><flag>nullable</flag></column></table></schema></tableset></ri:Resource>