# looking for star clusters, GCs and named dwarf galaxies... # no objects found. # plotsearch.py scratch/farsouth.npy=scratch/farsouth.npy mode=fofx:0.042222:0.395830:20:0 whatwhere=circle:21.404847:-77.329396:1.0 # now searching sky patch... # nobjs: 9811 # ngroups: 17 # found 17 candidates # effective linkage 0.042222:0.39583:20:0 # grpid 0: n = 360 l,b = 300.4787 -40.4157 ra,dec = 20.9235 -76.5560 # grpid 1: n = 136 l,b = 301.2696 -40.1489 ra,dec = 18.4766 -76.9066 # grpid 2: n = 78 l,b = 299.7686 -40.0121 ra,dec = 23.5667 -76.8515 # grpid 3: n = 54 l,b = 299.9655 -40.4552 ra,dec = 22.5348 -76.4492 # grpid 4: n = 32 l,b = 300.6699 -39.8312 ra,dec = 20.6980 -77.1589 # grpid 5: n = 31 l,b = 301.5327 -40.0759 ra,dec = 17.6243 -77.0005 # grpid 6: n = 28 l,b = 301.0263 -39.7171 ra,dec = 19.5472 -77.3119 # grpid 7: n = 27 l,b = 299.8432 -39.7312 ra,dec = 23.5880 -77.1385 # grpid 8: n = 25 l,b = 300.5065 -39.6374 ra,dec = 21.4048 -77.3294 # grpid 9: n = 25 l,b = 300.1325 -39.7274 ra,dec = 22.6109 -77.1879 # grpid 10: n = 23 l,b = 299.6538 -39.6278 ra,dec = 24.3326 -77.2068 # grpid 11: n = 22 l,b = 301.0015 -40.2718 ra,dec = 19.3024 -76.7596 # grpid 12: n = 22 l,b = 300.3782 -40.0118 ra,dec = 21.5479 -76.9436 # grpid 13: n = 22 l,b = 299.4102 -39.4712 ra,dec = 25.3294 -77.3140 # grpid 14: n = 21 l,b = 299.4737 -40.1066 ra,dec = 24.4362 -76.7090 # grpid 15: n = 20 l,b = 301.6371 -39.6561 ra,dec = 17.4425 -77.4260 # grpid 16: n = 20 l,b = 301.1877 -40.4545 ra,dec = 18.5930 -76.5959 # plotting... # ra dec pax epax pmra pmdec gmag br des grpid 21.161633 -77.279902 0.020223 0.263582 1.102587 -1.332274 19.200130 0.969751 4636755742534196224ll 8 21.106333 -77.244162 -0.008637 0.079771 0.452869 -1.114990 17.643299 1.445747 4636756640184115584ll 8 21.319194 -77.240327 -0.020439 0.060654 0.739053 -1.091953 17.177465 1.400074 4636757357441912320ll 8 21.247412 -77.274619 0.292081 0.558968 0.906276 -0.994950 20.332380 0.104242 4636755639460165632ll 8 21.039706 -77.269334 -0.424659 0.400461 0.981781 -1.217274 19.929045 0.983007 4636756532808180480ll 8 21.192018 -77.250112 -0.208918 0.141125 0.795617 -1.412172 18.474302 1.218552 4636755914332896768ll 8 21.220874 -77.295832 -0.218920 0.176638 1.060890 -1.587600 18.881359 1.071873 4636755467656285952ll 8 21.154007 -77.229061 0.280073 0.203120 0.497725 -1.439087 19.014050 0.857510 4636756738966622080ll 8 21.434859 -77.435931 -0.300354 0.252728 1.284799 -1.003865 19.362741 0.927837 4636738974981848448ll 8 21.284581 -77.316881 1.289124 0.618163 0.960252 -1.265968 20.536654 1.157730 4636743750985767424ll 8 21.388398 -77.339246 -0.009672 0.026585 1.130958 -1.450363 15.653109 1.591249 4636742724490087040ll 8 21.525911 -77.305342 0.291791 0.233380 1.301290 -1.710684 19.128962 0.942654 4636744266381578752ll 8 21.378780 -77.347737 0.071858 0.091147 1.212088 -1.427277 17.837336 1.374140 4636742651473865728ll 8 21.251578 -77.337481 0.073027 0.180150 1.070380 -1.739372 18.720573 1.141747 4636743441747848960ll 8 21.491459 -77.351004 -0.009943 0.098659 1.093089 -1.536767 17.758518 1.316252 4636742479675174272ll 8 21.735233 -77.423045 0.052790 0.092207 1.522450 -1.269496 17.785057 1.223795 4636739597753900800ll 8 21.461369 -77.377140 0.023801 0.064524 0.838652 -1.479494 17.283684 1.381496 4636739456018193664ll 8 21.797403 -77.389694 -0.421798 0.302626 1.620668 -1.544028 19.557856 0.881308 4636739971414269568ll 8 21.485516 -77.395216 -0.074887 0.038025 1.218263 -1.364332 16.358341 1.545049 4636739357235731072ll 8 21.579577 -77.409233 -0.058364 0.140084 1.439761 -1.379510 18.465107 1.059191 4636739112420806784ll 8 21.511751 -77.296394 0.198869 0.137524 1.030828 -1.449504 18.027328 1.056965 4636745026592553856ll 8 21.386727 -77.299067 -0.038273 0.061945 0.957753 -1.200851 17.229467 1.313496 4636743789641973248ll 8 21.461948 -77.283543 -0.008821 0.031862 1.163316 -1.452333 16.016680 1.619596 4636745267110719616ll 8 21.609212 -77.400122 -0.008215 0.119948 0.944017 -1.473073 18.104986 1.242512 4636740589889558016ll 8 21.895695 -77.444486 -0.033392 0.230279 1.417307 -1.360694 19.013735 1.036081 4636551886206471936ll 8 # total: 25