Dhaptar lintang ing rasi lintang Pavo

Punika minangka lintang-lintang ingkang wonten ing rasi lintang Pavo

 Nama B F HD HIP RA Dec vis.mag. abs.mag. Jarak (tc) Sp. class Kaanan Nama sanès Asal Basa Teges α Pav  α    193924  100751      1.94  −1.81  183  B2IV   Peacock / Joo TseoInggris / Chinamanuk merak β Pav  β    197051  102395      3.42  0.29  137  A5IV   孔雀七Chinalintang angka 7 ing rasi Manuk Meraksalah satunggaling rasi lintang miturut bangsa Cina δ Pav  δ    190248  99240      3.55  4.62  20  G5IV-Vvar  caket kaliyan Bumi, lintang ingkang mirib Matahari孔雀六 Chinalintang angka 6 ing rasi Manuk Merak η Pav  η    160635  86929      3.61  −1.67  371  K1III 孔雀一Chinalintang angka 1 ing rasi Manuk Merak ε Pav  ε    188228  98495      3.97  1.41  106  A0V 孔雀九 Chinalintang angka 9 ing rasi Manuk Merak ζ Pav  ζ    171759  91792      4.01  −0.03  210  K2III 孔雀八 Chinalintang angka 8 ing rasi Manuk Merak γ Pav  γ    203608  105858      4.21  4.39  30  F6V 孔雀十 Chinalintang angka 10 ing rasi Manuk Merak λ Pav  λ    173948  92609      4.22  −4.50  1811  B2II-III 孔雀四 Chinalintang angka 4 ing rasi Manuk Merak π Pav  π    165040  88866      4.33  1.19  138  Am  孔雀二 Chinalintang angka 2 ing rasi Manuk Merak ξ Pav  ξ    168339  90098      4.35  −1.20  420  M1III SB    κ Pav  κ    174694  93015      4.40  −1.71  543  F5Ib-II: 孔雀五 China lintang angka 5 ing rasi Manuk Merak ν Pav  ν    169978  90797      4.63  −1.20  479  B8III 孔雀三 Chinalintang angka 3 ing rasi Manuk Merak φ1 Pav  φ1    195627  101612      4.75  2.55  90  F1III         172555  92024      4.78  2.45  95  A7V    ρ Pav  ρ    195961  101773      4.86  0.98  195  Fm delta Del         189124  98608      4.95  −0.67  434  M6III    ο Pav  ο    201371  104755      5.06  −2.12  888  M2III    φ2 Pav  φ2    196378  101983      5.11  3.19  79  F8V  (mungkin) gadhah planit (b)   ω Pav  ω    175329  93163      5.14  −0.86  516  K1III-IV    υ Pav  υ    196519  102157      5.14  −1.92  840  B8Vvar         188162  98174      5.24  0.41  302  B9.5IV         177389  94150      5.31  2.48  120  G8/K0III/IV    μ2 Pav  μ2    188887  98624      5.32  1.04  234  K2IVCN...         186219  97534      5.39  2.30  135  A4III         186957  97646      5.41  0.90  260  A0IV    σ Pav  σ    197635  102773      5.41  0.56  305  K0III    ι Pav  ι    165499  89042      5.47  4.22  58  G0V    SX Pav      203881  106044      5.47  0.05  396  M5III         179366  94789      5.52  0.73  296  A4IV/V         166599  89487      5.58  0.79  296  K0III/IV         198160  102962      5.67  1.35  238  A2         200525  104440      5.67  4.31  61  G3IV    θ Pav  θ    173168  92294      5.71  1.51  226  A9V         169836  90664      5.74  0.54  357  K0III         188097  98332      5.74  1.48  232  Am    μ1 Pav  μ1    188584  98478      5.75  1.64  216  K0IV         200751  104364      5.75  −0.13  489  K0III         172211  91854      5.76  0.26  410  K0III         161814  87393      5.78  0.50  371  K0III         169570  90930      5.88  0.69  356  K0III         175986  93574      5.89  2.12  185  F8V         160720  86871      5.97  0.49  406  G8III         175401  93287      5.98  0.33  439  K0III         182709  95999      5.98  −1.54  1042  K4/K5III         172630  92008      6.04  −1.47  1035  K3III         172881  92394      6.04  −0.73  736  B9.5IV/V         186786  97674      6.04  2.15  196  F2III-IV         189567  98959      6.07  4.83  58  G2V         184996  96882      6.08  −0.74  753  M0III         191603  99762      6.09  1.80  235  F0IV         195402  101626      6.09  −0.94  830  K2III         203212  105768      6.09  0.03  531  K2III    V346 Pavhttp://articles.adsabs.harvard.edu//full/1997IBVS.4471....1K/0000015.000.html?high=4c565f05dc10973     168740  90304      6.13  1.87  232  A3V         167425  89805      6.17  4.37  75  F9V         200924  104597      6.18  0.79  390  K1III         184585  96607      6.19  0.34  482  K0III         186837  97611      6.21  −0.99  898  B5V         187653  97971      6.21  1.36  304  A3V         172781  92021      6.22  −0.39  685  K3III         196317  101965      6.22  0.64  426  K1III    τ Pav  τ    179009  94724      6.25  −0.14  619  A6IV/V         192531  100165      6.27  0.59  445  K0III    Y Pav      203133  105678      6.28  −1.52  1181  C5II  lintang karbon        176522  93629      6.30  0.11  565  G6II/III         166841  89674      6.32  −0.33  697  B9V         202299  105148      6.32  0.18  552  B8V         181019  95369      6.33  −0.25  676  K2III         195772  101684      6.34  2.50  191  F2V         172021  91733      6.35  −0.51  767  A5V         162521  87822      6.36  3.67  113  F8V         191095  99453      6.36  0.65  452  A1V         199475  103752      6.36  1.76  272  A2V         184586  96734      6.37  1.31  335  A0Vn         165497  89006      6.38  −0.09  642  K4III         188164  98346      6.38  1.28  341  A2V         164871  88815      6.40  0.32  535  K2/K3III         170525  90981      6.40  2.89  164  G5IV         161475  87264      6.41  −0.22  689  B9IV         195190  101570      6.41  −0.55  805  K2III         179419  94770      6.42  −0.24  700  B8/B9V         186584  97569      6.44  −1.15  1076  K4III         190222  99200      6.45  −1.28  1144  K5III         166251  89370      6.47  0.10  614  K4III         174877  93012      6.47  −1.24  1136  K3III         161955  87564      6.48  0.47  519  K0/K1III         175007  93238      6.49  1.33  351  A8V         192887  100379      6.49  3.27  143  F6V    HD 196050      196050  101806      7.6  4.2  153  G3V  gadhah planit (b)   HD 181433      181433  95467      8.38  6.24  87  K5V  gadhah 3 planit (b, c & d)   SCR 1845-6357 A              17.39  19.41  12.571  M8.5V Proxima Pavonis Ahttp://www.closeststars.com/, lintang paling caket angka 24   SCR 1845-6357 B                  12.571  T6The very nearby M/T dwarf binary SCR 1845-6357, Markus Kasper, Beth A. Biller, Adam Burrows, Wolfgang Brandner, Jano Budaj, and Laird M. Close, Astronomy and Astrophysics 471, #2 (August 2007), pp. 655–659.  Proxima Pavonis B, lintang terdekat keduapuluhempat   

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