<?xml-stylesheet href='/static/xsl/oai.xsl' type='text/xsl'?>
<ri:Resource created="2005-06-06T22:30:19Z" 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>Proper motion derivatives of binaries</title><shortName>J/AJ/129/2420</shortName><identifier>ivo://CDS.VizieR/J/AJ/129/2420</identifier><altIdentifier>doi:10.26093/cds/vizier.51292420</altIdentifier><curation><publisher ivo-id="ivo://CDS">CDS</publisher><creator><name>Makarov V.V.</name></creator><creator><name>Kaplan G.H.</name></creator><date role="Updated">2017-12-22T05:33:08Z</date><date role="Created">2005-06-06T22:30:19Z</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>multiple-stars</subject><subject>proper-motions</subject><subject>visible-astronomy</subject><subject>trigonometric-parallax</subject><description>Useful constraints on the orbits and mass ratios of astrometric binaries in the Hipparcos catalog are derived from the measured proper motion differences of Hipparcos and Tycho-2 ({Delta}{mu}), accelerations of proper motions (d{mu}/dt) and second derivatives of proper motions (d^2^{mu}/dt^2^). It is shown how, in some cases, statistical bounds can be estimated for the masses of the secondary components. Two catalogs of astrometric binaries are generated, one of binaries with significant proper motion differences and the other of binaries with significant accelerations of their proper motions.</description><source format="bibcode">2005AJ....129.2420M</source><referenceURL>https://cdsarc.cds.unistra.fr/viz-bin/cat/J/AJ/129/2420</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/239">I/239 : The Hipparcos and Tycho Catalogues (ESA 1997)</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/AJ/129/2420</accessURL><mirrorURL title="VizieR at IUCAA: Pune, India">https://vizier.iucaa.in/viz-bin/VizieR-2?-source=J/AJ/129/2420</mirrorURL><mirrorURL title="VizieR at SAAO: SAAO, South Africa">http://vizieridia.saao.ac.za/viz-bin/VizieR-2?-source=J/AJ/129/2420</mirrorURL></interface></capability><capability><interface xsi:type="vs:ParamHTTP"><accessURL use="base">https://vizier.cds.unistra.fr/viz-bin/votable?-source=J/AJ/129/2420</accessURL><mirrorURL title="VizieR at IUCAA: Pune, India">https://vizier.iucaa.in/viz-bin/votable?-source=J/AJ/129/2420</mirrorURL><mirrorURL title="VizieR at SAAO: SAAO, South Africa">http://vizieridia.saao.ac.za/viz-bin/votable?-source=J/AJ/129/2420</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/AJ/129/2420/table1 (A catalog of astrometric binaries with discrepant proper motions in Hipparcos and Tycho-2)</description><interface xsi:type="vs:ParamHTTP" role="std"><accessURL use="base">https://vizier.cds.unistra.fr/viz-bin/conesearch/J/AJ/129/2420/table1?</accessURL><mirrorURL title="VizieR at IUCAA: Pune, India">https://vizier.iucaa.in/viz-bin/conesearch/J/AJ/129/2420/table1?</mirrorURL><mirrorURL title="VizieR at SAAO: SAAO, South Africa">http://vizieridia.saao.ac.za/viz-bin/conesearch/J/AJ/129/2420/table1?</mirrorURL><queryType>GET</queryType><resultType>text/xml+votable</resultType></interface><maxSR>180.0</maxSR><maxRecords>50000</maxRecords><verbosity>true</verbosity><testQuery><ra>0.200383</ra><dec>16.988197</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/AJ/129/2420/table2 (A catalog of astrometric binaries with accelerating proper motions in Hipparcos)</description><interface xsi:type="vs:ParamHTTP" role="std"><accessURL use="base">https://vizier.cds.unistra.fr/viz-bin/conesearch/J/AJ/129/2420/table2?</accessURL><mirrorURL title="VizieR at IUCAA: Pune, India">https://vizier.iucaa.in/viz-bin/conesearch/J/AJ/129/2420/table2?</mirrorURL><mirrorURL title="VizieR at SAAO: SAAO, South Africa">http://vizieridia.saao.ac.za/viz-bin/conesearch/J/AJ/129/2420/table2?</mirrorURL><queryType>GET</queryType><resultType>text/xml+votable</resultType></interface><maxSR>180.0</maxSR><maxRecords>50000</maxRecords><verbosity>true</verbosity><testQuery><ra>0.179976</ra><dec>-45.422739</dec><sr>0.005555555555555556</sr></testQuery></capability><coverage><spatial>5/3739 6/42 72 79 95 116 137 158 161 163 177 200 215 240 251 254 257 269 271 282 308 314 316 319 329 330 332 336 339 346 359 379 411 417 437 452 456 463 467 509 536 542 546 572 611 618 633 674 675 676 691 693 703 709 725 733 754 772 809 812 815 888 889 893 899 934 946 1005 1015 1017 1023 1024 1028 1061 1068 1069 1083 1094 1102 1106 1108 1112 1119 1146 1154 1164 1171 1183 1207 1222 1241 1260 1293 1297 1299 1349 1358 1390 1399 1402 1405 1418 1427 1430 1433 1441 1454 1468 1488 1521 1526 1531 1535 1541 1545 1562 1591 1603 1609 1618 1620 1634 1638 1639 1655 1677 1679 1703 1714 1734 1738 1739 1745 1759 1765 1784 1808 1810 1816 1828 1853 1888 1934 1943 1960 1974 2012 2021 2028 2032 2033 2089 2090 2122 2169 2205 2213 2217 2230 2234 2237 2247 2254 2268 2269 2320 2325 2326 2366 2414 2455 2476 2477 2479 2490 2491 2547 2597 2636 2638 2654 2660 2664 2682 2694 2714 2717 2722 2724 2743 2770 2783 2797 2841 2853 2872 2908 2909 2917 2923 2936 2940 2946 2953 2958 2989 3026 3027 3047 3058 3066 3077 3092 3096 3097 3128 3137 3139 3188 3200 3218 3228 3242 3263 3275 3279 3297 3299 3303 3307 3308 3319 3322 3375 3383 3408 3445 3468 3474 3496 3510 3511 3519 3534 3539 3551 3569 3571 3584 3605 3621 3627 3659 3675 3677 3696 3706 3725 3738 3743 3783 3805 3810 3875 3939 3944 3946 3947 3974 3988 3991 3995 3996 4001 4041 4059 4062 4069 4072 4085 4094 4104 4118 4209 4236 4254 4266 4297 4311 4333 4336 4358 4375 4380 4386 4390 4395 4416 4417 4418 4427 4430 4468 4491 4493 4503 4540 4555 4558 4569 4649 4698 4706 4711 4717 4730 4741 4751 4766 4777 4779 4795 4819 4820 4822 4823 4852 4869 4876 4892 4904 4913 4926 4956 4966 4981 4987 5007 5018 5027 5040 5041 5043 5048 5053 5056 5108 5113 5149 5161 5176 5208 5224 5242 5245 5278 5279 5295 5299 5316 5330 5369 5371 5420 5453 5459 5471 5476 5479 5483 5484 5501 5509 5520 5527 5534 5537 5554 5562 5575 5596 5631 5640 5670 5671 5683 5695 5699 5703 5726 5731 5747 5758 5762 5765 5797 5853 5876 5900 5917 5925 5948 5956 5978 5985 6018 6024 6042 6051 6070 6078 6109 6114 6140 6141 6166 6172 6186 6196 6204 6207 6223 6224 6266 6268 6279 6328 6333 6339 6346 6379 6384 6385 6393 6400 6403 6426 6439 6448 6458 6474 6475 6476 6486 6524 6528 6537 6540 6543 6544 6546 6568 6572 6613 6619 6632 6651 6671 6677 6689 6705 6715 6716 6718 6752 6762 6772 6795 6801 6822 6827 6829 6841 6863 6908 6923 6935 6937 6938 6948 7009 7035 7036 7038 7047 7050 7056 7059 7064 7074 7076 7094 7115 7122 7132 7166 7180 7206 7232 7241 7248 7261 7285 7303 7316 7322 7331 7347 7362 7372 7382 7401 7422 7448 7458 7479 7503 7514 7558 7570 7580 7592 7612 7622 7660 7661 7698 7705 7720 7757 7759 7762 7772 7792 7804 7816 7827 7836 7838 7839 7865 7866 7875 7876 7886 7913 7934 7941 7943 7955 7981 8000 8002 8007 8019 8022 8039 8063 8074 8094 8115 8138 8145 8183 8185 8229 8230 8232 8233 8247 8267 8269 8278 8282 8295 8325 8366 8370 8382 8383 8390 8414 8429 8433 8438 8440 8447 8468 8474 8515 8523 8542 8564 8571 8572 8589 8613 8614 8617 8626 8648 8662 8663 8671 8672 8675 8677 8699 8744 8776 8792 8793 8800 8843 8877 8883 8884 8891 8905 8907 8908 8910 8970 8979 8987 8990 8993 8995 9026 9029 9059 9082 9103 9112 9181 9187 9189 9206 9207 9220 9226 9231 9280 9302 9311 9321 9382 9393 9400 9423 9451 9458 9540 9552 9566 9592 9614 9617 9619 9627 9640 9642 9644 9680 9681 9705 9716 9723 9746 9749 9757 9792 9807 9812 9839 9855 9857 9861 9871 9875 9883 9890 9912 9913 9935 9955 9967 9977 9994 10012 10028 10051 10067 10156 10161 10169 10184 10192 10198 10218 10247 10272 10285 10292 10301 10316 10325 10366 10373 10381 10461 10466 10494 10514 10524 10552 10587 10631 10672 10676 10681 10685 10694 10695 10717 10742 10752 10849 10907 10920 10921 10923 10958 10981 10983 10989 10997 10998 11008 11016 11019 11024 11041 11079 11082 11085 11088 11131 11136 11158 11163 11167 11177 11198 11200 11215 11225 11232 11250 11269 11270 11273 11275 11299 11303 11315 11319 11323 11327 11354 11359 11368 11418 11436 11444 11450 11455 11465 11485 11532 11550 11563 11590 11598 11599 11611 11636 11637 11638 11644 11663 11677 11696 11710 11739 11764 11768 11801 11802 11807 11810 11825 11854 11856 11858 11861 11885 11898 11935 11958 11981 12003 12021 12030 12062 12068 12080 12092 12128 12130 12146 12163 12178 12188 12204 12223 12231 12271 12273 12282 12295 12304 12311 12312 12318 12337 12396 12400 12425 12435 12463 12465 12467 12478 12494 12507 12516 12524 12540 12552 12570 12580 12616 12627 12649 12652 12669 12679 12681 12683 12748 12756 12845 12873 12877 12881 12889 12902 12906 12915 12944 12964 12974 12980 13011 13015 13024 13033 13044 13056 13067 13087 13099 13101 13103 13105 13106 13114 13155 13157 13158 13160 13168 13179 13196 13203 13207 13208 13212 13215 13231 13243 13244 13246 13252 13257 13266 13268 13281 13300 13301 13309 13311 13316 13328 13330 13367 13387 13401 13411 13437 13440 13442 13494 13500 13503 13509 13513 13515 13544 13549 13563 13584 13667 13674 13678 13690 13693 13703 13722 13725 13733 13747 13788 13790 13843 13859 13864 13879 13882 13886 13915 13917 13922 13934 13955 13961 13963 13966 13986 14001 14006 14038 14039 14047 14056 14057 14058 14061 14079 14087 14091 14095 14097 14108 14118 14124 14131 14149 14152 14156 14164 14181 14218 14220 14236 14239 14242 14245 14249 14263 14282 14292 14293 14295 14298 14299 14308 14314 14359 14365 14371 14375 14380 14381 14383 14395 14409 14418 14422 14426 14427 14431 14456 14484 14497 14531 14533 14536 14538 14540 14549 14563 14582 14585 14598 14607 14611 14626 14640 14646 14647 14650 14666 14675 14688 14689 14723 14724 14725 14731 14740 14748 14750 14753 14761 14770 14771 14772 14778 14794 14800 14802 14839 14863 14869 14875 14901 14910 14917 14936 14972 14982 15002 15012 15019 15021 15022 15033 15038 15045 15046 15049 15052 15082 15091 15094 15096 15104 15108 15144 15146 15147 15168 15183 15218 15226 15237 15249 15262 15298 15305 15308 15325 15337 15373 15376 15377 15393 15409 15421 15424 15442 15448 15466 15480 15492 15505 15519 15521 15542 15549 15550 15554 15562 15568 15570 15607 15611 15619 15621 15627 15649 15656 15670 15683 15685 15694 15707 15754 15790 15838 15855 15861 15870 15876 15894 15941 15944 15950 15951 15969 15973 15974 15975 16002 16019 16046 16068 16088 16094 16101 16103 16104 16147 16168 16183 16186 16213 16216 16249 16285 16300 16312 16325 16327 16372 16380 16394 16396 16402 16406 16412 16444 16445 16458 16463 16480 16500 16516 16533 16545 16561 16577 16614 16622 16638 16647 16667 16671 16679 16680 16694 16695 16709 16723 16747 16767 16814 16815 16822 16826 16839 16843 16849 16880 16897 16923 16936 16943 16948 16950 16971 17006 17048 17079 17089 17151 17161 17172 17198 17223 17248 17254 17256 17273 17276 17289 17303 17308 17322 17350 17395 17420 17421 17426 17462 17481 17486 17487 17513 17523 17533 17556 17583 17591 17601 17604 17607 17615 17619 17637 17664 17665 17690 17708 17716 17732 17750 17754 17781 17782 17797 17814 17832 17839 17884 17893 17896 17907 17946 17991 18003 18011 18016 18025 18035 18056 18090 18101 18119 18133 18139 18144 18148 18151 18166 18214 18229 18276 18282 18304 18324 18325 18394 18417 18424 18439 18451 18457 18468 18470 18480 18506 18519 18551 18577 18580 18584 18610 18622 18623 18633 18650 18658 18668 18675 18694 18702 18744 18756 18784 18802 18815 18824 18841 18856 18889 18900 18910 18921 18934 18936 18957 18968 19010 19037 19051 19065 19081 19082 19101 19106 19118 19119 19129 19134 19192 19196 19230 19234 19256 19274 19277 19287 19309 19310 19317 19329 19335 19342 19367 19376 19385 19393 19424 19431 19464 19466 19484 19485 19493 19500 19516 19553 19554 19570 19594 19613 19616 19626 19634 19662 19676 19685 19692 19701 19702 19726 19740 19751 19786 19817 19823 19824 19825 19834 19841 19853 19874 19919 19938 19939 19941 19942 19973 19985 20015 20017 20023 20038 20046 20055 20079 20085 20088 20101 20107 20110 20127 20131 20132 20139 20140 20154 20200 20212 20217 20233 20253 20263 20278 20311 20321 20332 20348 20355 20360 20368 20372 20395 20405 20411 20414 20415 20419 20424 20450 20454 20457 20462 20489 20491 20494 20507 20513 20517 20525 20536 20542 20560 20582 20588 20589 20625 20648 20659 20671 20674 20699 20702 20704 20717 20725 20729 20744 20753 20758 20768 20783 20789 20791 20816 20838 20846 20854 20859 20880 20896 20903 20909 20928 20933 20997 21005 21006 21038 21039 21054 21061 21069 21086 21109 21123 21142 21155 21159 21172 21198 21204 21219 21236 21241 21249 21268 21275 21290 21292 21294 21298 21304 21316 21317 21345 21353 21373 21388 21399 21404 21428 21447 21452 21462 21501 21518 21519 21531 21536 21538 21564 21567 21568 21579 21581 21595 21600 21605 21606 21615 21646 21661 21666 21671 21673 21679 21682 21690 21712 21735 21752 21758 21769 21784 21788 21794 21804 21838 21849 21868 21869 21897 21911 21912 21954 21987 22015 22042 22045 22074 22114 22140 22148 22168 22184 22193 22209 22222 22237 22258 22278 22285 22291 22350 22380 22386 22410 22423 22436 22440 22446 22473 22476 22479 22503 22507 22513 22518 22551 22596 22614 22619 22622 22635 22683 22691 22696 22765 22786 22819 22840 22845 22878 22879 22881 22882 22887 22920 22939 22942 22961 22990 23023 23024 23035 23064 23070 23094 23103 23126 23138 23139 23155 23201 23212 23214 23222 23260 23318 23343 23344 23357 23396 23428 23429 23438 23442 23463 23467 23472 23478 23482 23490 23492 23505 23515 23518 23530 23538 23539 23545 23546 23551 23574 23575 23591 23592 23606 23655 23657 23668 23676 23688 23695 23707 23710 23715 23723 23727 23741 23755 23767 23774 23783 23822 23838 23839 23866 23876 23883 23948 23953 23968 24003 24013 24034 24087 24099 24103 24137 24147 24150 24151 24156 24199 24201 24206 24221 24242 24255 24256 24262 24300 24315 24317 24318 24355 24357 24362 24365 24377 24378 24472 24482 24490 24494 24499 24505 24506 24511 24516 24518 24552 24565 24570 24594 24616 24620 24645 24660 24669 24686 24694 24729 24731 24736 24748 24750 24810 24813 24821 24829 24839 24844 24845 24855 24897 24902 24931 24941 24960 24977 24979 24993 25003 25008 25039 25045 25046 25055 25078 25096 25098 25127 25133 25134 25138 25152 25159 25163 25172 25186 25198 25206 25211 25229 25232 25241 25279 25305 25311 25376 25399 25429 25467 25473 25477 25484 25509 25512 25552 25559 25571 25595 25607 25645 25695 25704 25721 25744 25769 25772 25821 25851 25856 25865 25900 25907 25935 25971 25998 26003 26049 26056 26082 26115 26127 26137 26141 26162 26176 26178 26186 26195 26199 26221 26236 26240 26253 26254 26378 26379 26428 26443 26455 26492 26525 26555 26575 26585 26606 26669 26677 26682 26700 26701 26705 26709 26749 26753 26761 26766 26769 26856 26866 26893 26932 26966 27004 27096 27123 27124 27165 27175 27182 27191 27192 27204 27215 27229 27241 27249 27256 27262 27282 27300 27304 27322 27336 27345 27351 27361 27363 27364 27365 27386 27403 27425 27431 27482 27503 27521 27535 27560 27580 27611 27655 27662 27674 27690 27691 27698 27705 27752 27798 27811 27816 27833 27867 27876 27884 27893 27936 27954 27956 27958 27982 27992 28017 28033 28034 28040 28053 28071 28080 28101 28135 28173 28181 28184 28203 28206 28216 28222 28261 28282 28322 28338 28400 28407 28423 28433 28434 28437 28455 28459 28461 28478 28481 28491 28503 28533 28569 28581 28610 28618 28619 28636 28637 28644 28645 28664 28665 28681 28687 28696 28703 28725 28739 28760 28762 28776 28781 28800 28805 28821 28829 28835 28841 28857 28901 28908 28912 28918 28919 28928 28935 28946 28959 29024 29076 29133 29146 29161 29169 29175 29178 29188 29225 29229 29231 29241 29253 29286 29301 29304 29327 29342 29344 29364 29370 29391 29425 29431 29432 29462 29489 29517 29519 29548 29552 29561 29569 29609 29638 29666 29668 29696 29698 29713 29735 29765 29781 29792 29796 29805 29807 29809 29823 29833 29874 29879 29880 29882 29883 29887 29897 29899 29925 29928 29932 29934 29946 29961 29966 29992 30008 30010 30014 30024 30032 30037 30044 30083 30109 30115 30154 30158 30188 30210 30241 30242 30245 30246 30251 30258 30294 30300 30308 30319 30320 30334 30338 30346 30349 30350 30375 30412 30425 30431 30438 30442 30507 30525 30527 30532 30536 30540 30561 30583 30592 30656 30695 30709 30718 30733 30735 30747 30750 30764 30789 30798 30802 30841 30872 30874 30888 30890 30903 30905 30910 30929 30954 30956 30960 30968 30980 30999 31013 31028 31031 31032 31048 31051 31094 31126 31137 31145 31151 31176 31199 31232 31253 31264 31271 31281 31305 31307 31311 31316 31345 31366 31377 31394 31409 31412 31427 31469 31499 31522 31538 31555 31568 31594 31605 31619 31627 31630 31677 31679 31698 31716 31721 31768 31781 31808 31832 31852 31874 31889 31906 31929 31930 31932 31944 31945 31994 32009 32025 32027 32030 32033 32059 32061 32066 32070 32075 32083 32086 32087 32091 32093 32126 32141 32151 32161 32189 32230 32251 32252 32283 32285 32295 32310 32328 32334 32348 32372 32379 32380 32383 32389 32394 32401 32415 32422 32431 32436 32438 32455 32461 32468 32473 32474 32475 32511 32528 32536 32537 32565 32585 32595 32601 32605 32609 32617 32618 32645 32688 32698 32739 32748 32774 32778 32803 32817 32820 32830 32834 32853 32854 32878 32908 32916 32924 32932 32938 32940 32960 32975 32977 32978 32983 33027 33045 33052 33058 33060 33063 33067 33070 33079 33088 33116 33120 33137 33143 33158 33185 33191 33196 33202 33205 33213 33214 33224 33246 33252 33265 33282 33284 33308 33316 33318 33348 33352 33378 33407 33415 33429 33449 33454 33459 33478 33483 33509 33514 33515 33516 33547 33555 33566 33604 33629 33656 33657 33661 33665 33699 33704 33713 33714 33716 33726 33738 33740 33744 33752 33755 33772 33797 33806 33818 33819 33839 33872 33881 33888 33907 33910 33914 33935 33941 33954 33961 33962 33966 33967 33974 33996 33998 34040 34071 34075 34088 34123 34138 34142 34152 34156 34159 34160 34163 34177 34181 34187 34213 34251 34255 34263 34274 34288 34297 34300 34338 34351 34353 34367 34406 34416 34448 34454 34461 34479 34523 34532 34534 34535 34541 34543 34558 34572 34581 34583 34598 34599 34605 34612 34617 34649 34661 34669 34671 34682 34703 34712 34718 34724 34733 34737 34754 34757 34769 34771 34772 34794 34810 34839 34852 34857 34869 34873 34881 34889 34890 34895 34896 34912 34968 34991 35026 35034 35074 35076 35079 35080 35088 35105 35108 35116 35123 35134 35149 35171 35189 35191 35201 35202 35203 35209 35284 35295 35315 35342 35346 35349 35354 35358 35361 35374 35410 35426 35431 35437 35439 35442 35451 35459 35466 35480 35488 35490 35502 35513 35525 35536 35552 35592 35596 35613 35640 35646 35675 35680 35690 35694 35726 35729 35730 35739 35770 35810 35825 35835 35843 35848 35862 35878 35880 35891 35896 35912 35933 35954 35964 35965 35982 36001 36039 36045 36059 36060 36061 36074 36079 36082 36098 36117 36121 36139 36195 36198 36215 36222 36224 36277 36282 36327 36330 36331 36341 36350 36351 36366 36374 36379 36426 36433 36446 36450 36479 36511 36524 36526 36527 36538 36540 36564 36565 36570 36580 36584 36612 36636 36650 36651 36659 36677 36680 36691 36704 36711 36745 36752 36769 36771 36784 36789 36806 36819 36857 36864 36867 36869 36879 36884 36918 36921 36922 36930 36971 36974 36986 37001 37021 37026 37031 37038 37066 37076 37089 37096 37101 37131 37139 37164 37203 37214 37219 37234 37276 37286 37289 37290 37293 37298 37318 37320 37327 37333 37340 37345 37351 37353 37356 37403 37407 37424 37426 37438 37442 37447 37457 37459 37479 37480 37500 37518 37524 37535 37557 37572 37575 37583 37596 37601 37616 37627 37628 37637 37651 37662 37669 37674 37680 37698 37710 37711 37732 37790 37793 37794 37800 37808 37809 37831 37832 37841 37842 37846 37855 37860 37863 37894 37901 37909 37925 37928 37939 37943 37944 37956 37965 37976 37999 38012 38063 38080 38107 38120 38121 38132 38139 38141 38151 38154 38156 38158 38170 38171 38205 38225 38262 38266 38277 38279 38287 38288 38289 38290 38294 38296 38308 38327 38330 38337 38365 38380 38385 38387 38400 38404 38415 38416 38430 38434 38438 38443 38445 38465 38479 38494 38495 38508 38511 38525 38545 38556 38565 38568 38576 38586 38598 38604 38624 38633 38653 38724 38730 38750 38756 38761 38770 38776 38787 38790 38799 38845 38846 38874 38881 38885 38913 38914 38915 38916 38918 38929 38942 38966 38978 38983 38984 39008 39009 39016 39027 39028 39058 39084 39090 39110 39114 39118 39133 39137 39161 39163 39170 39182 39188 39189 39190 39200 39202 39203 39209 39215 39253 39262 39281 39287 39306 39309 39314 39321 39344 39354 39355 39365 39386 39395 39400 39411 39449 39467 39480 39491 39500 39509 39520 39522 39577 39579 39581 39583 39586 39589 39591 39596 39603 39607 39615 39619 39648 39655 39657 39660 39676 39681 39692 39709 39722 39729 39748 39754 39762 39766 39774 39776 39796 39821 39823 39832 39857 39876 39877 39879 39893 39899 39905 39925 39939 39948 39993 39997 40000 40002 40004 40008 40014 40028 40048 40056 40083 40086 40094 40101 40124 40134 40136 40138 40139 40146 40155 40162 40180 40224 40259 40283 40287 40289 40290 40317 40324 40328 40362 40400 40408 40514 40521 40535 40541 40552 40561 40570 40581 40586 40599 40631 40635 40639 40641 40643 40651 40657 40660 40664 40673 40680 40685 40716 40718 40721 40734 40739 40750 40770 40786 40802 40804 40808 40828 40838 40862 40881 40885 40890 40893 40923 40934 40963 40988 40991 41023 41025 41027 41029 41103 41109 41115 41117 41118 41121 41127 41133 41135 41141 41144 41157 41167 41190 41191 41201 41207 41225 41226 41232 41235 41259 41260 41262 41273 41303 41319 41323 41326 41328 41335 41350 41354 41393 41412 41439 41446 41448 41458 41486 41514 41525 41530 41548 41562 41564 41567 41570 41577 41603 41606 41607 41610 41611 41632 41634 41664 41673 41675 41685 41705 41708 41709 41718 41724 41737 41797 41798 41811 41813 41819 41827 41838 41848 41855 41872 41895 41900 41906 41914 41918 41929 41931 41934 41935 41937 41938 41948 41951 41960 41967 41981 41984 41998 42024 42045 42047 42050 42078 42086 42087 42100 42124 42139 42145 42154 42156 42157 42190 42206 42217 42228 42233 42237 42240 42255 42271 42272 42278 42288 42300 42318 42328 42336 42339 42342 42361 42375 42384 42390 42442 42449 42461 42463 42474 42480 42482 42498 42501 42505 42512 42522 42529 42537 42538 42552 42563 42564 42568 42579 42582 42605 42609 42621 42622 42657 42663 42664 42672 42673 42677 42720 42721 42740 42784 42787 42791 42796 42801 42804 42828 42857 42858 42860 42875 42876 42883 42889 42894 42897 42907 42916 42931 42950 42959 42973 42982 42996 43013 43022 43023 43028 43031 43035 43047 43048 43062 43070 43072 43077 43081 43092 43099 43114 43127 43129 43131 43138 43139 43147 43151 43153 43165 43168 43172 43194 43195 43199 43205 43229 43244 43247 43251 43274 43291 43293 43296 43322 43333 43339 43343 43361 43423 43430 43434 43445 43477 43480 43488 43498 43518 43521 43531 43533 43541 43542 43556 43560 43571 43578 43581 43595 43601 43604 43613 43614 43619 43627 43628 43642 43647 43654 43655 43659 43680 43686 43710 43721 43733 43734 43751 43754 43764 43765 43770 43778 43782 43791 43819 43820 43836 43839 43858 43881 43905 43906 43919 43954 43966 43974 43978 43989 44040 44053 44071 44073 44093 44119 44125 44127 44152 44171 44183 44195 44196 44205 44210 44212 44213 44214 44220 44227 44234 44238 44288 44314 44319 44323 44339 44340 44349 44352 44354 44361 44366 44376 44386 44397 44399 44407 44410 44411 44437 44450 44454 44519 44541 44589 44600 44607 44611 44618 44651 44690 44711 44714 44751 44830 44833 44834 44836 44852 44856 44877 44891 44920 44927 45027 45045 45047 45078 45082 45084 45105 45115 45127 45129 45140 45174 45182 45203 45228 45238 45248 45253 45279 45289 45301 45329 45347 45353 45370 45379 45393 45397 45401 45404 45429 45442 45443 45516 45535 45539 45585 45587 45596 45600 45605 45628 45657 45661 45666 45668 45675 45677 45685 45731 45738 45741 45745 45746 45779 45793 45800 45831 45843 45844 45853 45856 45864 45868 45917 45944 45955 45956 45957 45997 46008 46023 46024 46033 46055 46061 46076 46077 46084 46096 46104 46109 46117 46125 46129 46131 46156 46158 46185 46207 46215 46233 46255 46268 46281 46289 46293 46296 46301 46302 46318 46320 46322 46331 46352 46366 46374 46381 46382 46385 46395 46413 46425 46428 46436 46439 46448 46459 46467 46473 46502 46511 46532 46560 46564 46575 46586 46617 46619 46626 46629 46650 46663 46678 46681 46689 46717 46718 46720 46721 46726 46733 46740 46741 46789 46802 46810 46822 46838 46856 46879 46888 46934 46939 46944 46975 47026 47031 47052 47056 47112 47121 47125 47137 47140 47145 47157 47163 47165 47192 47206 47214 47244 47254 47269 47299 47301 47305 47307 47314 47323 47326 47342 47346 47351 47353 47380 47396 47403 47404 47408 47410 47420 47430 47440 47453 47477 47483 47497 47502 47504 47510 47514 47543 47544 47546 47548 47583 47589 47591 47596 47617 47646 47654 47659 47672 47687 47705 47714 47770 47779 47786 47795 47806 47812 47839 47843 47857 47883 47910 47926 47932 47942 47945 47949 47960 47978 47986 47987 47988 47996 47997 48002 48022 48032 48038 48041 48068 48082 48094 48120 48122 48146 48163 48169 48175 48176 48185 48193 48205 48213 48250 48262 48269 48301 48332 48340 48383 48388 48397 48429 48444 48506 48511 48515 48526 48581 48599 48603 48615 48657 48687 48701 48711 48732 48737 48788 48793 48816 48821 48824 48825 48833 48844 48850 48856 48872 48873 48878 48928 48943 48947 48956 48958 48962 48975 48980 48986 49009 49018 49020 49037 49103 49132 49142</spatial><footprint ivo-id="ivo://ivoa.net/std/moc">https://cdsarc.cds.unistra.fr/viz-bin/moc/J/AJ/129/2420?format=ascii</footprint><waveband>Optical</waveband></coverage><tableset><schema><name>default</name><table><name>J/AJ/129/2420/table1</name><description>A catalog of astrometric binaries with discrepant proper motions in Hipparcos and Tycho-2</description><column><name>Flag</name><description>[A] Acceleration flag</description><dataType xsi:type="vs:VOTableType" arraysize="1*">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>HIP</name><description>[68/118213] HIP (&lt;I/239&gt;) number</description><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>TYC1</name><description>TYC-1 (&lt;I/239&gt;) identification</description><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>TYC2</name><description>TYC-2 (&lt;I/239&gt;) identification</description><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>TYC3</name><description>TYC-3 (&lt;I/239&gt;) identification</description><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>pmRA</name><description>Proper motion from HIP, mu_alpha_*cos(delta)</description><unit>mas/yr</unit><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>pmDE</name><description>Proper motion from HIP, mu_delta_</description><unit>mas/yr</unit><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>e_pmRA</name><description>Error of HIP proper motion</description><unit>mas/yr</unit><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>e_pmDE</name><description>Error of HIP proper motion</description><unit>mas/yr</unit><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>pmRAT</name><description>Proper motion from Tycho-2, mu_alpha_*cos(delta)</description><unit>mas/yr</unit><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>pmDET</name><description>Proper motion from Tycho-2, mu_delta_</description><unit>mas/yr</unit><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>e_pmRAT</name><description>Error of Tycho-2 proper motion</description><unit>mas/yr</unit><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>e_pmDET</name><description>Error of Tycho-2 proper motion</description><unit>mas/yr</unit><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>plx</name><description>HIP trigonometric parallax</description><unit>mas</unit><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>e_plx</name><description>Error of HIP parallax</description><unit>mas</unit><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>logQ0</name><description>Q0 factor (1)</description><unit>log(yr**-1)</unit><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>u_plx</name><description>[U] Uncertain parallax</description><dataType xsi:type="vs:VOTableType" arraysize="1*">char</dataType></column><column><name>Simbad</name><description>Simbad column added by the CDS</description><dataType xsi:type="vs:VOTableType" arraysize="*">char</dataType></column><column><name>_RA</name><description>Right Ascension (J2000) from SIMBAD (not part of the original data)</description><unit>deg</unit><ucd>pos.eq.ra;meta.main</ucd></column><column><name>_DE</name><description>Declination (J2000) from SIMBAD (not part of the original data)</description><unit>deg</unit><ucd>pos.eq.dec;meta.main</ucd></column></table><table><name>J/AJ/129/2420/table2</name><description>A catalog of astrometric binaries with accelerating proper motions in Hipparcos</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>HIP</name><description>[62/118286] HIP (&lt;I/239&gt;) number</description><dataType xsi:type="vs:VOTableType">int</dataType></column><column><name>TYC1</name><description>? TYC-1 (&lt;I/239&gt;) identification</description><dataType xsi:type="vs:VOTableType">int</dataType><flag>nullable</flag></column><column><name>TYC2</name><description>? TYC-2 (&lt;I/239&gt;) identification</description><dataType xsi:type="vs:VOTableType">int</dataType><flag>nullable</flag></column><column><name>TYC3</name><description>? TYC-3 (&lt;I/239&gt;) identification</description><dataType xsi:type="vs:VOTableType">int</dataType><flag>nullable</flag></column><column><name>dpmRA/dt</name><description>Acceleration from HIP, d(mu_alpha_*cos{delta})/dt</description><unit>mas.yr**-2</unit><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>dpmDE/dt</name><description>Acceleration from HIP, d(mu_delta_)/dt</description><unit>mas.yr**-2</unit><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>e_dpmRA/dt</name><description>Errors of HIP acceleration</description><unit>mas.yr**-2</unit><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>e_dpmDE/dt</name><description>Errors of HIP acceleration</description><unit>mas.yr**-2</unit><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>Sig</name><description>Significance level</description><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>d2pmRA/dt2</name><description>? Second derivatives of proper motion from HIP, d^2^(mu_alpha_*cos{delta})/dt^2^</description><unit>mas.yr**-3</unit><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>d2pmDE/dt2</name><description>? Second derivatives of proper motion from HIP, d^2^(mu_delta_)/dt^2^</description><unit>mas.yr**-3</unit><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>e_d2pmRA/dt2</name><description>? Error of HIP second derivatives</description><unit>mas.yr**-3</unit><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>e_d2pmDE/dt2</name><description>? Error of HIP second derivatives</description><unit>mas.yr**-3</unit><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>Sig2</name><description>? Significance level</description><dataType xsi:type="vs:VOTableType">float</dataType><flag>nullable</flag></column><column><name>plx</name><description>HIP trigonometric parallax</description><unit>mas</unit><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>e_plx</name><description>Error of HIP parallax</description><unit>mas</unit><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>Flag</name><description>[M] {delta}{mu} flag</description><dataType xsi:type="vs:VOTableType" arraysize="1*">char</dataType></column><column><name>logQ1</name><description>Q1 factor (1)</description><unit>log(yr**-2)</unit><dataType xsi:type="vs:VOTableType">float</dataType></column><column><name>u_plx</name><description>[U] Uncertain parallax</description><dataType xsi:type="vs:VOTableType" arraysize="1*">char</dataType></column><column><name>Simbad</name><description>Simbad column added by the CDS</description><dataType xsi:type="vs:VOTableType" arraysize="*">char</dataType></column><column><name>_RA</name><description>Right Ascension (J2000) from SIMBAD (not part of the original data)</description><unit>deg</unit><ucd>pos.eq.ra;meta.main</ucd></column><column><name>_DE</name><description>Declination (J2000) from SIMBAD (not part of the original data)</description><unit>deg</unit><ucd>pos.eq.dec;meta.main</ucd></column></table></schema></tableset></ri:Resource>