# plotsearch.py grusI.npy=grusI.npy mode=fofx:0.125716:1.005725:13:0 whatwhere=circle:344.141916:-50.131962:1.0
# now searching sky patch...
# nobjs: 1338
# ngroups: 15
# found 15 candidates
# effective linkage 0.125716:1.005725:13:0
# grpid 0: n = 55 l,b = 339.4302 -57.8511 ra,dec = 343.3182 -50.0641
# grpid 1: n = 48 l,b = 338.9788 -58.8167 ra,dec = 344.7549 -49.7015
# grpid 2: n = 22 l,b = 339.7647 -58.5340 ra,dec = 344.0338 -49.5316
# grpid 3: n = 22 l,b = 338.4790 -58.3593 ra,dec = 344.4182 -50.1811
# grpid 4: n = 22 l,b = 337.9617 -57.9305 ra,dec = 344.1278 -50.6547
# grpid 5: n = 21 l,b = 338.9423 -58.2519 ra,dec = 344.0597 -50.0463
# grpid 6: n = 21 l,b = 338.7523 -58.2447 ra,dec = 344.1419 -50.1320
# grpid 7: n = 19 l,b = 338.0595 -57.5099 ra,dec = 343.5415 -50.8601
# grpid 8: n = 17 l,b = 338.6731 -57.3310 ra,dec = 343.0092 -50.6937
# grpid 9: n = 16 l,b = 338.1008 -58.8952 ra,dec = 345.2720 -50.0196
# grpid 10: n = 15 l,b = 338.6239 -57.9311 ra,dec = 343.8044 -50.3698
# grpid 11: n = 14 l,b = 338.2188 -58.5708 ra,dec = 344.8101 -50.1653
# grpid 12: n = 14 l,b = 337.1092 -58.1292 ra,dec = 344.8079 -50.8956
# grpid 13: n = 14 l,b = 338.5858 -57.4560 ra,dec = 343.2131 -50.6609
# grpid 14: n = 13 l,b = 338.1650 -59.0162 ra,dec = 345.3905 -49.9205
# plotting...
# ra dec pax epax pmra pmdec gmag br des grpid
344.124704 -50.075969 0.069272 0.329011 -0.164575 -0.292729 18.402500 1.330343 6514762009827996032ll 6
344.298430 -50.171855 0.722783 0.632130 -0.035047 0.029398 18.986204 0.202223 6514757611781442304ll 6
344.048841 -50.051387 -0.060215 0.516741 -0.052804 -1.884853 19.447733 1.032232 6514761941108530432ll 6
344.146574 -49.996496 -0.131045 0.237366 -0.444175 -2.145316 17.691132 0.864752 6514763796534425984ll 6
344.198954 -50.129313 0.489845 1.517978 -1.238402 -0.308172 19.970669 0.790979 6514760880252481152ll 6
344.377191 -50.144416 0.070727 0.846719 -0.580251 -1.921807 20.024311 1.172733 6514758337630896384ll 6
343.977780 -49.973711 0.575490 0.902346 -0.596360 -1.121267 20.261129 0.734419 6514809735504630912ll 6
343.828780 -49.896582 1.036929 0.412792 -1.531066 -0.769320 19.169123 0.749743 6514813961752480256ll 6
344.307697 -50.055783 -0.059988 0.724324 -0.232798 -1.422607 19.604071 0.879799 6514759879524227840ll 6
344.107326 -49.971264 1.143318 0.623095 -0.609811 -0.101396 19.972103 0.627193 6514764071412341120ll 6
344.180430 -50.102143 -0.103992 0.451056 0.035791 -0.472172 19.179417 1.123314 6514760979035831424ll 6
344.241978 -50.232805 1.235725 0.702494 -0.320145 -0.484993 17.633036 1.519474 6513255850697323648ll 6
344.289445 -50.395387 -0.068234 0.283870 0.788179 -1.467252 18.054108 1.116474 6513252449083065088ll 6
344.272346 -50.332013 0.686270 2.785392 -0.253430 -0.795202 20.552858 1.357449 6513254304509009664ll 6
343.988913 -50.079621 -0.970145 0.718118 -0.056435 0.264721 19.710297 0.524246 6513307562103676032ll 6
344.015755 -50.090179 0.815550 1.348161 0.051488 0.331361 20.437742 0.824114 6513307493384193664ll 6
344.004130 -50.187501 -0.107329 0.187515 -0.492898 1.054583 17.087479 0.896711 6513259836427004032ll 6
344.180051 -50.191728 0.200860 2.766146 -0.093258 0.356023 20.591398 1.535748 6513259114872496000ll 6
344.154463 -50.365736 -2.024487 1.945619 0.000142 -1.034738 20.148481 0.495932 6513253308076554752ll 6
344.082015 -50.153696 1.265593 1.539782 -0.698177 -0.072829 20.430742 0.768858 6513260180024413312ll 6
344.154426 -50.173615 -1.084430 1.208926 -0.396812 -0.947026 19.953600 1.023521 6513259183591987200ll 6
# total: 21