Stars

HIP 38
HIP 38 |

HIP 38
HD 224752
Hipparcos Catalog: | | 38 |
| | |
Absolute Magnitude: | | 5.53 |
Spectral Type: | | G6V |
Apparent Magnitude: | | 8.65 |
Distance (lyr): | | 136.8 |
Web Link: Simbad

HIP 57
HIP 57 |

HD 224789
Hipparcos Catalog: | | 57 |
| | |
Absolute Magnitude: | | 5.92 |
Spectral Type: | | K2V |
Apparent Magnitude: | | 8.27 |
Distance (lyr): | | 96.2 |
Web Link: Simbad

HIP 58 |

HD 224792
Hipparcos Catalog: | | 58 |
| | |
Absolute Magnitude: | | 4.12 |
Spectral Type: | | G0 |
Apparent Magnitude: | | 7.05 |
Distance (lyr): | | 125.1 |
Web Link: Simbad

θ Oct
θ Oct |

θ Oct, HIP 122
Spectral Type: | | K2III |

Spectral Type: | | M0V |

32 Psc
32 Psc |

32 Psc, HIP 194
Spectral Type: | | F0V |

Spectral Type: | | G9V |

Spectral Type: | | G5V |

Spectral Type: | | M2 |

Spectral Type: | | K5V |

Spectral Type: | | M2V |

Spectral Type: | | K2 |

Spectral Type: | | F8 |

Spectral Type: | | G1IV... |

Spectral Type: | | K0V |

Spectral Type: | | F2IV |

Spectral Type: | | G2/G3V |

α And
α And |

α And, HIP 677
Absolute Magnitude: | | -0.29 |
Spectral Type: | | B9p |
Distance (lyr): | | 97 |
Web Links: Simbad | Wikipedia

Spectral Type: | | F8IV |

β Cas
β Cas |

β Cas, HIP 746
Spectral Type: | | F2III-IV |
Web Links: Simbad | Wikipedia

6 Cet
6 Cet |

6 Cet, HIP 910
Spectral Type: | | F5V |

θ Scl
θ Scl |

θ Scl, HIP 950
Spectral Type: | | F3/F5V |
Web Links: Simbad | Wikipedia

Spectral Type: | | K0 |

23 And
23 And |

Spectral Type: | | F0IV |

Spectral Type: | | F5IV/V |

Distance (lyr): | | 75 |

Spectral Type: | | M0 |

Spectral Type: | | G5IV-V |

σ And
σ And |

σ And, HIP 1473
Spectral Type: | | A2V |

Groombridge 34
Groombridge 34 |

Groombridge 34, HIP 1475
Spectral Type: | | M1V |

Spectral Type: | | F8/G0V |

Spectral Type: | | G0 |
Distance (lyr): | | 81 |

ζ Tuc
ζ Tuc |

ζ Tuc, HIP 1599
Spectral Type: | | F9V |

9 Cet
9 Cet |

9 Cet, HIP 1803

Absolute Magnitude: | | 7 |
Spectral Type: | | K3/K4V |

Spectral Type: | | G8IV+... |

Spectral Type: | | G3IV |

β Hyi
β Hyi |

β Hyi, HIP 2021
Spectral Type: | | G2IV |

κ Phe
κ Phe |

κ Phe, HIP 2072
Spectral Type: | | A7V |

α Phe
α Phe |

α Phe, HIP 2081
Spectral Type: | | K0III... |

Spectral Type: | | F6Vawvar |

Spectral Type: | | K0IV |

λ¹ Phe
λ¹ Phe |

λ¹ Phe, HIP 2472
Spectral Type: | | A0V |

β¹ Tuc
β¹ Tuc |

β¹ Tuc, HIP 2484
Spectral Type: | | B9V |

Spectral Type: | | M2.5Ve |

β³ Tuc
β³ Tuc |

β³ Tuc, HIP 2578

Spectral Type: | | F3IV-V |

13 Cet
13 Cet |

Spectral Type: | | F8V... |

λ² Phe
λ² Phe |

λ² Phe, HIP 2802

Spectral Type: | | G0/G1V |

Spectral Type: | | K1V+... |

δ And
δ And |

δ And, HIP 3092
Spectral Type: | | K3III... |

54 Psc
54 Psc |

Spectral Type: | | F6V: |

Spectral Type: | | G3/G5V |

Spectral Type: | | G0... |

ρ Tuc
ρ Tuc |

ρ Tuc, HIP 3330

β Cet
β Cet |

β Cet, HIP 3419
Absolute Magnitude: | | -0.3 |
Spectral Type: | | K0III |

Spectral Type: | | F7III |

Spectral Type: | | G5 |

Spectral Type: | | G5IV |

Spectral Type: | | K5V comp SB |

λ Hyi
λ Hyi |

λ Hyi, HIP 3781
Spectral Type: | | K5III |

64 Psc
64 Psc |

η Cas
η Cas |

η Cas, HIP 3821
Spectral Type: | | G0V SB |

van Maanen's star
van Maanen's star |

van Maanen's star, HIP 3829
Spectral Type: | | DG |

Spectral Type: | | G8/K0V |

φ² Cet
φ² Cet |

φ² Cet, HIP 3909
Spectral Type: | | F7IV-V |

λ² Tuc
λ² Tuc |

λ² Tuc, HIP 4293
Spectral Type: | | G7III |

Spectral Type: | | M3.5e |

Spectral Type: | | K5V... |

μ Cas
μ Cas |

μ Cas, HIP 5336
Spectral Type: | | G5Vp |

Spectral Type: | | F0III-IV |

η Cet
η Cet |

η Cet, HIP 5364

Spectral Type: | | K0IV/V |

θ Cas
θ Cas |

θ Cas, HIP 5542
Spectral Type: | | A7Vvar |

YZ Cet
YZ Cet |

YZ Cet, HIP 5643
Spectral Type: | | M5.5Ve |

ν Phe
ν Phe |

ν Phe, HIP 5862

κ Tuc
κ Tuc |

κ Tuc, HIP 5896

Spectral Type: | | F2IV/V |

θ Cet
θ Cet |

θ Cet, HIP 6537

δ Cas
δ Cas |

δ Cas, HIP 6686
Spectral Type: | | A5Vv SB |

ψ Cas
ψ Cas |

ψ Cas, HIP 6692

ρ Psc
ρ Psc |

ρ Psc, HIP 6706
Spectral Type: | | F2V:var |

Spectral Type: | | F7IVsvar |

ω And
ω And |

ω And, HIP 6813

38 Cas
38 Cas |

δ Phe
δ Phe |

δ Phe, HIP 7083
Spectral Type: | | K0III-IV |

Spectral Type: | | K0/K1V |

Spectral Type: | | F3/F5V |

υ And
υ And |

υ And, HIP 7513

Achernar
Achernar |

Achernar, HIP 7588
Absolute Magnitude: | | -2.77 |
Spectral Type: | | B3Vp |

Spectral Type: | | |

Spectral Type: | | F3/F5IV/V |

Spectral Type: | | M2V: |

τ Cet
τ Cet |

τ Cet, HIP 8102

ε Scl
ε Scl |

ε Scl, HIP 8209

τ² Hyi
τ² Hyi |

τ² Hyi, HIP 8366
Spectral Type: | | F0III |

χ Cet
χ Cet |

χ Cet, HIP 8497
Spectral Type: | | F3III |

Spectral Type: | | K5/M0V |

α Tri
α Tri |

α Tri, HIP 8796

β Ari
β Ari |

β Ari, HIP 8903
Spectral Type: | | A5V... |

η² Hyi
η² Hyi |

η² Hyi, HIP 8928
Spectral Type: | | G5III |

Spectral Type: | | F0IV/V |

σ Hyi
σ Hyi |

σ Hyi, HIP 8991
Spectral Type: | | F5/F6IV/V |

χ Eri
χ Eri |

χ Eri, HIP 9007

λ Ari
λ Ari |

λ Ari, HIP 9153

α Hyi
α Hyi |

α Hyi, HIP 9236

48 Cas
48 Cas |

Spectral Type: | | A3IV |

50 Cas
50 Cas |

Spectral Type: | | F0Vn |

Spectral Type: | | K:... |

α Ari
α Ari |

α Ari, HIP 9884

Spectral Type: | | F7/F8V |

β Tri
β Tri |

β Tri, HIP 10064
Spectral Type: | | A5III |

Gl 86

Spectral Type: | | M3V: |

η Ari
η Ari |

η Ari, HIP 10306

φ Eri
φ Eri |

φ Eri, HIP 10602
Spectral Type: | | B8IV-V |

δ Tri
δ Tri |

δ Tri, HIP 10644

γ Tri
γ Tri |

γ Tri, HIP 10670
Spectral Type: | | A1Vnn |

Spectral Type: | | G0.5IV |

Spectral Type: | | K3/K4V |

δ Hyi
δ Hyi |

δ Hyi, HIP 11001

κ For
κ For |

κ For, HIP 11072

λ Hor
λ Hor |

λ Hor, HIP 11258

25 Ari
25 Ari |

Spectral Type: | | K7V: |

φ For
φ For |

φ For, HIP 11477
Spectral Type: | | A2/A3V |

13 Tri
13 Tri |

ι Cas
ι Cas |

ι Cas, HIP 11569
Spectral Type: | | A5p Sr |

σ Cet
σ Cet |

σ Cet, HIP 11783

29 Ari
29 Ari |

Spectral Type: | | K7V comp SB |

31 Ari
31 Ari |

λ² For
λ² For |

λ² For, HIP 12186

ι² For
ι² For |

ι² For, HIP 12288

Spectral Type: | | M0Ve |

ε Hyi
ε Hyi |

ε Hyi, HIP 12394
Spectral Type: | | B9III |

ζ Hor
ζ Hor |

ζ Hor, HIP 12484

ι Eri
ι Eri |

ι Eri, HIP 12486

12 Per
12 Per |

ι Hor
ι Hor |

ι Hor, HIP 12653

γ Cet
γ Cet |

γ Cet, HIP 12706

Absolute Magnitude: | | 5 |
Spectral Type: | | G5/8V + (G) |

θ Per
θ Per |

θ Per, HIP 12777

μ Cet
μ Cet |

μ Cet, HIP 12828

τ¹ Eri
τ¹ Eri |

τ¹ Eri, HIP 12843

γ Hor
γ Hor |

γ Hor, HIP 12871
Spectral Type: | | G8III/IV |

ν Hor
ν Hor |

ν Hor, HIP 13141

β For
β For |

β For, HIP 13147
Spectral Type: | | G8III |

Spectral Type: | | M |

16 Per
16 Per |

Spectral Type: | | K6: |

η Eri
η Eri |

η Eri, HIP 13701
Spectral Type: | | K1III-IV |

ρ Ari
ρ Ari |

ρ Ari, HIP 13702

4 Eri
4 Eri |

Absolute Magnitude: | | 2 |
Spectral Type: | | A5IV/V |

θ¹ Eri
θ¹ Eri |

θ¹ Eri, HIP 13847
Spectral Type: | | A4III+... |

ζ For
ζ For |

ζ For, HIP 13942

ε For
ε For |

ε For, HIP 14086
Spectral Type: | | G8/K0V |

Spectral Type: | | G0IV-V |

τ³ Eri
τ³ Eri |

τ³ Eri, HIP 14146

μ Hor
μ Hor |

μ Hor, HIP 14240

ρ³ Eri
ρ³ Eri |

ρ³ Eri, HIP 14293

Algol
Algol |

Algol, HIP 14576
Spectral Type: | | B8V |

Spectral Type: | | A9III |

ι Per
ι Per |

ι Per, HIP 14632

κ Per
κ Per |

κ Per, HIP 14668

Spectral Type: | | DA |

Spectral Type: | | A7III-IV |

Spectral Type: | | A2Vnn |

α For
α For |

α For, HIP 14879

Spectral Type: | | F3V+... |

ι Hyi
ι Hyi |

ι Hyi, HIP 15201

14 Eri
14 Eri |

ζ¹ Ret
ζ¹ Ret |

ζ¹ Ret, HIP 15330

ζ² Ret
ζ² Ret |

ζ² Ret, HIP 15371

κ¹ Cet
κ¹ Cet |

κ¹ Cet, HIP 15457
Spectral Type: | | G5Vvar |

82 Eri
82 Eri |

Spectral Type: | | M2: |

32 Per
32 Per |

κ Ret
κ Ret |

κ Ret, HIP 16245
Spectral Type: | | F5IV-V |

Spectral Type: | | F4IIIvar |

ε Eri
ε Eri |

ε Eri, HIP 16537

Spectral Type: | | G5IV/V +K1IV |

10 Tau
10 Tau |

Spectral Type: | | K2IIICN... |

δ Eri
δ Eri |

δ Eri, HIP 17378

β Ret
β Ret |

β Ret, HIP 17440
Spectral Type: | | K0IV SB |

Spectral Type: | | K8V: |

τ Eri
τ Eri |

τ Eri, HIP 17651

γ Hyi
γ Hyi |

γ Hyi, HIP 17678
Spectral Type: | | M2III |

ν Tau
ν Tau |

ν Tau, HIP 18907

Spectral Type: | | K1V... |

39 Tau
39 Tau |

ψ Tau
ψ Tau |

ψ Tau, HIP 19205

Spectral Type: | | K1Vp |

δ Hor
δ Hor |

δ Hor, HIP 19515

46 Tau
46 Tau |

Spectral Type: | | F3V... |

α Hor
α Hor |

α Hor, HIP 19747

α Ret
α Ret |

α Ret, HIP 19780

40 Eri A
40 Eri A |

Spectral Type: | | G0IV... |

γ Dor
γ Dor |

γ Dor, HIP 19893

ε Ret
ε Ret |

ε Ret, HIP 19921

ω Tau
ω Tau |

ω Tau, HIP 19990
Spectral Type: | | A3m |

υ Eri
υ Eri |

υ Eri, HIP 20042
Spectral Type: | | B9V |

Spectral Type: | | G3IV/V |

ν Men
ν Men |

ν Men, HIP 20297
Spectral Type: | | F0/F2III |

Spectral Type: | | G4V+... |

Spectral Type: | | G5V... |

δ³ Tau
δ³ Tau |

δ³ Tau, HIP 20648
Spectral Type: | | A2IV |

Spectral Type: | | A6IV |

υ¹ Eri
υ¹ Eri |

υ¹ Eri, HIP 21248

α Dor
α Dor |

α Dor, HIP 21281
Spectral Type: | | A0V: |

Aldebaran
Aldebaran |

Aldebaran, HIP 21421

α Cae
α Cae |

α Cae, HIP 21770

β Cae
β Cae |

β Cae, HIP 21861

Gliese 176
Gliese 176 |

Gliese 176, HIP 21932

κ Dor
κ Dor |

κ Dor, HIP 22040
Spectral Type: | | A8/A9III/IV |

Spectral Type: | | G2V... |

π³ Ori
π³ Ori |

π³ Ori, HIP 22449

ν Cae
ν Cae |

ν Cae, HIP 22488

Spectral Type: | | G1V-VI |

π¹ Ori
π¹ Ori |

π¹ Ori, HIP 22845

η¹ Pic
η¹ Pic |

η¹ Pic, HIP 23482

Spectral Type: | | K: |

γ¹ Cae
γ¹ Cae |

γ¹ Cae, HIP 23595

ζ Dor
ζ Dor |

ζ Dor, HIP 23693

9 Aur
9 Aur |

13 Ori
13 Ori |

β Eri
β Eri |

β Eri, HIP 23875
Spectral Type: | | A3IIIvar |

Spectral Type: | | F3V: |

Kapteyn's Star
Kapteyn's Star |

Kapteyn's Star, HIP 24186

Capella
Capella |

Capella, HIP 24608
Spectral Type: | | M1: comp |

ο Col
ο Col |

ο Col, HIP 24659
Spectral Type: | | K0/K1III/IV |

λ Aur
λ Aur |

λ Aur, HIP 24813

ζ Pic
ζ Pic |

ζ Pic, HIP 24829

Spectral Type: | | F8V SB |

AB Dor
AB Dor |

AB Dor, HIP 25647
Spectral Type: | | K1III(p) |

Spectral Type: | | K2/K3III |

φ² Ori
φ² Ori |

φ² Ori, HIP 26366
Spectral Type: | | G8III-IV |

Spectral Type: | | WN... |

π Men
π Men |

π Men, HIP 26394

ν¹ Col
ν¹ Col |

ν¹ Col, HIP 26412

ν² Col
ν² Col |

ν² Col, HIP 26460

Spectral Type: | | A8Vs |

Spectral Type: | | G8/K0IV |

γ Lep A
γ Lep A |

γ Lep A, HIP 27072

δ Dor
δ Dor |

δ Dor, HIP 27100

ζ Lep
ζ Lep |

ζ Lep, HIP 27288
Spectral Type: | | A2Vann |

β Pic
β Pic |

β Pic, HIP 27321

γ Pic
γ Pic |

γ Pic, HIP 27530

β Col
β Col |

β Col, HIP 27628
Spectral Type: | | K1.5III |

δ Lep
δ Lep |

δ Lep, HIP 27654
Spectral Type: | | G8III/IV |

Spectral Type: | | K1III/IV |

χ¹ Ori
χ¹ Ori |

χ¹ Ori, HIP 27913

Spectral Type: | | F0Ve... |

η Lep
η Lep |

η Lep, HIP 28103

β Aur
β Aur |

β Aur, HIP 28360

Spectral Type: | | A1m... |

α Men
α Men |

α Men, HIP 29271

Spectral Type: | | M1/M2V |

71 Ori
71 Ori |

74 Ori
74 Ori |

κ Col
κ Col |

κ Col, HIP 29807
Spectral Type: | | G8II |

Spectral Type: | | G0.5Vb |

Spectral Type: | | A0Vn |

Spectral Type: | | K0/1V (+G) |

Spectral Type: | | G3III/IV |

Ross 614
Ross 614 |

Spectral Type: | | M4.5Ve |

Spectral Type: | | F0Vnn+... |

Spectral Type: | | G2/G3V: |

ν² CMa
ν² CMa |

ν² CMa, HIP 31592
Spectral Type: | | K1III+... |

Spectral Type: | | M1: |

Sirius
Sirius |

Sirius, HIP 32349
Spectral Type: | | A0m... |
Apparent Magnitude: | | -1.44 |

ξ Gem
ξ Gem |

ξ Gem, HIP 32362

ψ5 Aur
ψ5 Aur |

ψ5 Aur, HIP 32480

τ Pup
τ Pup |

τ Pup, HIP 32768
Spectral Type: | | K0III... |

Spectral Type: | | M0p |

Spectral Type: | | F8V+... |

Spectral Type: | | K0/K1III |

Spectral Type: | | M: |

38 Gem
38 Gem |

Spectral Type: | | F0Vp |

37 Gem
37 Gem |

π CMa
π CMa |

π CMa, HIP 33302

Spectral Type: | | M4+... |

Spectral Type: | | K0IV-V |

M Cam
M Cam |

M Cam, HIP 33694

Spectral Type: | | A4/A5IV |

Spectral Type: | | G0III-IV |

Spectral Type: | | G3V... |

γ² Vol
γ² Vol |

γ² Vol, HIP 34481
Spectral Type: | | G8IIIvar |

Spectral Type: | | A8III/IV |

Spectral Type: | | G6IV/V |

Spectral Type: | | Ap |

λ Gem
λ Gem |

λ Gem, HIP 35350
Spectral Type: | | A3V... |

δ Gem
δ Gem |

δ Gem, HIP 35550
Spectral Type: | | F0IV... |

Spectral Type: | | A7s |

Spectral Type: | | M... |

Luyten's Star
Luyten's Star |

Luyten's Star, HIP 36208

ρ Gem
ρ Gem |

ρ Gem, HIP 36366

σ Pup
σ Pup |

σ Pup, HIP 36377
Spectral Type: | | K5III SB |

22 Lyn
22 Lyn |

δ² CMi
δ² CMi |

δ² CMi, HIP 36723

Castor A
Castor A |

Castor A, HIP 36850
Spectral Type: | | A2Vm |

Spectral Type: | | K3IV-V |

Procyon
Procyon |

Procyon, HIP 37279

ζ Vol
ζ Vol |

ζ Vol, HIP 37504

σ Gem
σ Gem |

σ Gem, HIP 37629
Spectral Type: | | K1III SB |

Pollux
Pollux |

Pollux, HIP 37826
Spectral Type: | | K0IIIvar |

5 Pup
5 Pup |

Spectral Type: | | F5+... |

9 Pup
9 Pup |

Spectral Type: | | sdG2 |

Spectral Type: | | F2:V: |

ρ Pup
ρ Pup |

ρ Pup, HIP 39757
Spectral Type: | | F2mF5IIp |

μ Cnc
μ Cnc |

μ Cnc, HIP 39780

ψ Cnc
ψ Cnc |

ψ Cnc, HIP 40023

18 Pup
18 Pup |

α Cha
α Cha |

α Cha, HIP 40702

Spectral Type: | | A4m... |

Spectral Type: | | R... |

χ Cnc
χ Cnc |

χ Cnc, HIP 40843

30 Lyn
30 Lyn |

θ Cha
θ Cha |

θ Cha, HIP 40888
Spectral Type: | | K0III-IV |

Spectral Type: | | G8:III... |

1 Hya
1 Hya |

β Vol
β Vol |

β Vol, HIP 41312
Spectral Type: | | K2IIIvar |

Spectral Type: | | A9/F0III/IV |

32 Lyn
32 Lyn |

Spectral Type: | | F5Vbwvar |

Spectral Type: | | K0/K1III+.. |

Spectral Type: | | K1IV:+... |

2 UMa
2 UMa |

Spectral Type: | | A2m |

π¹ UMa
π¹ UMa |

π¹ UMa, HIP 42438
Spectral Type: | | G1.5Vb |

δ Cnc
δ Cnc |

δ Cnc, HIP 42911

δ Vel
δ Vel |

δ Vel, HIP 42913

Spectral Type: | | G0Ia0: |

Spectral Type: | | F7Vn |

55 Cnc
55 Cnc |

ζ Oct
ζ Oct |

ζ Oct, HIP 43908

Spectral Type: | | F7/F8IV/V |

ι UMa
ι UMa |

ι UMa, HIP 44127

Spectral Type: | | Fp |

α Vol
α Vol |

α Vol, HIP 44382
Spectral Type: | | Am |

Spectral Type: | | K2/K3IV/V |

75 Cnc
75 Cnc |

15 UMa
15 UMa |

Spectral Type: | | Am |

Spectral Type: | | F2p |

σ² UMa
σ² UMa |

σ² UMa, HIP 45038

τ UMa
τ UMa |

τ UMa, HIP 45075
Spectral Type: | | Am |

81 Cnc
81 Cnc |

β Car
β Car |

β Car, HIP 45238

16 UMa
16 UMa |

ι Cha
ι Cha |

ι Cha, HIP 46107
Spectral Type: | | F3/F5IV |

Spectral Type: | | A3Vn |

Spectral Type: | | F3/F5IV |

Spectral Type: | | F3Vs |

ψ Vel
ψ Vel |

ψ Vel, HIP 46651

Spectral Type: | | A9IV/V |

θ UMa
θ UMa |

θ UMa, HIP 46853

Spectral Type: | | G4III-IV |

11 LMi
11 LMi |

Spectral Type: | | K |

Spectral Type: | | M0V: |

ν Cha
ν Cha |

ν Cha, HIP 47956

υ UMa
υ UMa |

υ UMa, HIP 48319

22 Leo
22 Leo |

19 LMi
19 LMi |

Spectral Type: | | F6Vs |

η Ant
η Ant |

η Ant, HIP 48926

20 LMi
20 LMi |

Regulus
Regulus |

Regulus, HIP 49669

Spectral Type: | | K0/K1IV |

λ Hya
λ Hya |

λ Hya, HIP 49841

q Vel
q Vel |

q Vel, HIP 50191

35 Leo
35 Leo |

λ UMa
λ UMa |

λ UMa, HIP 50372

39 Leo
39 Leo |

Spectral Type: | | F8Vw |

γ¹ Leo
γ¹ Leo |

γ¹ Leo, HIP 50583

Spectral Type: | | K1IIIvar |

I Car
I Car |

I Car, HIP 50954

p Vel
p Vel |

p Vel, HIP 51986
Spectral Type: | | A3m+... |

33 Sex
33 Sex |

μ Vel
μ Vel |

μ Vel, HIP 52727
Spectral Type: | | G5III SB |

ν Hya
ν Hya |

ν Hya, HIP 52943
Spectral Type: | | K0/K1III |

Spectral Type: | | K0III-IV... |

Spectral Type: | | K1/K2IV |

Spectral Type: | | A3III/IV |

β UMa
β UMa |

β UMa, HIP 53910

Spectral Type: | | A1m |

Lalande 21185
Lalande 21185 |

α UMa
α UMa |

α UMa, HIP 54061
Spectral Type: | | F7V comp |

χ Leo
χ Leo |

χ Leo, HIP 54182
Spectral Type: | | F2III-IVvar |

χ¹ Hya
χ¹ Hya |

χ¹ Hya, HIP 54204

Spectral Type: | | M2Vvar |

ψ UMa
ψ UMa |

ψ UMa, HIP 54539

δ Leo
δ Leo |

δ Leo, HIP 54872

Spectral Type: | | M1Vvar |

ι Leo
ι Leo |

ι Leo, HIP 55642
Spectral Type: | | F2IV SB |

Spectral Type: | | K7V+... |

γ Crt
γ Crt |

γ Crt, HIP 55705

83 Leo A
83 Leo A |

Spectral Type: | | F5Vawvar |

ξ Hya
ξ Hya |

ξ Hya, HIP 56343

π Cha
π Cha |

π Cha, HIP 56675

Spectral Type: | | F2II-III |

ι Crt
ι Crt |

ι Crt, HIP 56802

Spectral Type: | | G8Vvar |

Spectral Type: | | K0III/IV |

ξ Vir
ξ Vir |

ξ Vir, HIP 57328

λ Mus
λ Mus |

λ Mus, HIP 57363
Spectral Type: | | A7III |

Spectral Type: | | DC: |

Ross 128
Ross 128 |

Spectral Type: | | M4.5V |

Denebola
Denebola |

Denebola, HIP 57632
Spectral Type: | | A3Vvar |

β Vir
β Vir |

β Vir, HIP 57757

Groombridge 1830
Groombridge 1830 |

Groombridge 1830, HIP 57939
Spectral Type: | | G8Vp |

γ UMa
γ UMa |

γ UMa, HIP 58001
Spectral Type: | | A0V SB |

η Cru
η Cru |

η Cru, HIP 59072

α Crv
α Crv |

α Crv, HIP 59199

Spectral Type: | | K0/K1V+... |

δ UMa
δ UMa |

δ UMa, HIP 59774
Spectral Type: | | A3Vvar |

Spectral Type: | | G0p |

δ Crv
δ Crv |

δ Crv, HIP 60965
Spectral Type: | | B9.5V |

7 CVn
7 CVn |

γ Cru A
γ Cru A |

γ Cru A, HIP 61084
Spectral Type: | | M4III |

Spectral Type: | | M0: |

η Crv
η Crv |

η Crv, HIP 61174

β CVn
β CVn |

β CVn, HIP 61317

β Crv
β Crv |

β Crv, HIP 61359
Spectral Type: | | G5II |

τ Cen
τ Cen |

τ Cen, HIP 61622

γ Vir A
γ Vir A |

γ Vir A, HIP 61941
Spectral Type: | | F0V+... |

ρ Vir
ρ Vir |

ρ Vir, HIP 61960

10 CVn
10 CVn |

ι Cru
ι Cru |

ι Cru, HIP 62268

Spectral Type: | | M0.5V |

38 Vir
38 Vir |

ε UMa
ε UMa |

ε UMa, HIP 62956
Spectral Type: | | A0p |

8 Dra
8 Dra |

Spectral Type: | | A5n |

ε Vir
ε Vir |

ε Vir, HIP 63608
Spectral Type: | | G8IIIvar |

δ Mus
δ Mus |

δ Mus, HIP 63613

β Com
β Com |

β Com, HIP 64394

53 Vir
53 Vir |

Spectral Type: | | K1IV/V |

55 Vir
55 Vir |

Spectral Type: | | G0Vs |

γ Hya
γ Hya |

γ Hya, HIP 64962

ι Cen
ι Cen |

ι Cen, HIP 65109

Mizar
Mizar |

Mizar, HIP 65378

Alcor
Alcor |

Alcor, HIP 65477
Spectral Type: | | A5V SB |

Spectral Type: | | M0.5V: |

ζ Vir
ζ Vir |

ζ Vir, HIP 66249

Spectral Type: | | F2IV SB |

Spectral Type: | | G2/G3IV/V |

Spectral Type: | | F7.7V |

Spectral Type: | | F3Vp |

1 Cen
1 Cen |

τ Boo
τ Boo |

τ Boo, HIP 67275

η UMa
η UMa |

η UMa, HIP 67301
Spectral Type: | | B3V SB |

η Boo
η Boo |

η Boo, HIP 67927

π Hya
π Hya |

π Hya, HIP 68895

θ Cen
θ Cen |

θ Cen, HIP 68933
Spectral Type: | | K0IIIb |

12 Boo
12 Boo |

Spectral Type: | | F9IVw |

14 Boo
14 Boo |

Spectral Type: | | K3III: |

Arcturus
Arcturus |

Arcturus, HIP 69673
Spectral Type: | | K2IIIp |
Apparent Magnitude: | | -0.05 |

ι Vir
ι Vir |

ι Vir, HIP 69701

ι Boo
ι Boo |

ι Boo, HIP 69713

λ Boo
λ Boo |

λ Boo, HIP 69732
Spectral Type: | | A0sh |

η Aps
η Aps |

η Aps, HIP 69896

Spectral Type: | | F7Vw |

18 Boo
18 Boo |

θ Boo
θ Boo |

θ Boo, HIP 70497

Proxima Centauri
Proxima Centauri |

Proxima Centauri, HIP 70890
Spectral Type: | | M5Ve |

γ Boo
γ Boo |

γ Boo, HIP 71075
Spectral Type: | | A7IIIvar |

σ Boo
σ Boo |

σ Boo, HIP 71284
Spectral Type: | | F3Vwvar |

α Cen B
α Cen B |

α Cen B, HIP 71681

α Cen A
α Cen A |

α Cen A, HIP 71683
Apparent Magnitude: | | -0.01 |

α Cir
α Cir |

α Cir, HIP 71908
Spectral Type: | | F1Vp |

μ Vir
μ Vir |

μ Vir, HIP 71957

54 Hya
54 Hya |

Spectral Type: | | F0V + G/K |

Spectral Type: | | F7IVw |

α¹ Lib
α¹ Lib |

α¹ Lib, HIP 72603

β UMi
β UMi |

β UMi, HIP 72607

α² Lib
α² Lib |

α² Lib, HIP 72622

Spectral Type: | | K0... |

ξ Boo
ξ Boo |

ξ Boo, HIP 72659
Spectral Type: | | G8V + K4V |

16 Lib
16 Lib |

Spectral Type: | | G2V + G2V |

ζ Lup
ζ Lup |

ζ Lup, HIP 74395

23 Lib
23 Lib |

δ Boo
δ Boo |

δ Boo, HIP 74666

Spectral Type: | | G0Vvar |

β Cir
β Cir |

β Cir, HIP 74824

γ TrA
γ TrA |

γ TrA, HIP 74946

5 Ser
5 Ser |

Spectral Type: | | F4IVs |

ν² Lup
ν² Lup |

ν² Lup, HIP 75181

ν¹ Lup
ν¹ Lup |

ν¹ Lup, HIP 75206

η CrB
η CrB |

η CrB, HIP 75312

ε Lib
ε Lib |

ε Lib, HIP 75379

μ¹ Boo
μ¹ Boo |

μ¹ Boo, HIP 75411

μ² Boo
μ² Boo |

μ² Boo, HIP 75415

ι Dra
ι Dra |

ι Dra, HIP 75458

β CrB
β CrB |

β CrB, HIP 75695
Spectral Type: | | F0p |

10 Ser
10 Ser |

π¹ UMi
π¹ UMi |

π¹ UMi, HIP 75809
Spectral Type: | | G8IV-V+... |

π¹ UMi, HIP 75829

37 Lib
37 Lib |

α CrB
α CrB |

α CrB, HIP 76267

φ Boo
φ Boo |

φ Boo, HIP 76534

γ CrB
γ CrB |

γ CrB, HIP 76952
Spectral Type: | | A1Vs |

ρ Oct
ρ Oct |

ρ Oct, HIP 76996

ψ Ser
ψ Ser |

ψ Ser, HIP 77052

α Ser
α Ser |

α Ser, HIP 77070

λ Ser
λ Ser |

λ Ser, HIP 77257

ε Ser
ε Ser |

ε Ser, HIP 77622

κ CrB
κ CrB |

κ CrB, HIP 77655

χ Her
χ Her |

χ Her, HIP 77760

39 Ser
39 Ser |

β TrA
β TrA |

β TrA, HIP 77952

λ CrB
λ CrB |

λ CrB, HIP 78012

γ Ser
γ Ser |

γ Ser, HIP 78072

ρ CrB
ρ CrB |

ρ CrB, HIP 78459

θ Dra
θ Dra |

θ Dra, HIP 78527

δ Nor
δ Nor |

δ Nor, HIP 78914

τ CrB
τ CrB |

τ CrB, HIP 79119

Spectral Type: | | K1+... |

14 Her
14 Her |

σ CrB
σ CrB |

σ CrB, HIP 79607

18 Sco
18 Sco |

Spectral Type: | | M0Vvar |

η UMi
η UMi |

η UMi, HIP 79822

Spectral Type: | | A0V: |

ε Oph
ε Oph |

ε Oph, HIP 79882

γ² Nor
γ² Nor |

γ² Nor, HIP 80000

σ Ser
σ Ser |

σ Ser, HIP 80179

η Dra
η Dra |

η Dra, HIP 80331

υ Oph
υ Oph |

υ Oph, HIP 80628

ι TrA
ι TrA |

ι TrA, HIP 80645

ζ TrA
ζ TrA |

ζ TrA, HIP 80686

Wolf 1061

γ Aps
γ Aps |

γ Aps, HIP 81065
Spectral Type: | | K0IV SB |

12 Oph
12 Oph |

ζ Her
ζ Her |

ζ Her, HIP 81693

39 Her
39 Her |

η Her
η Her |

η Her, HIP 81833

β Aps
β Aps |

β Aps, HIP 81852

Spectral Type: | | F2.5III-IV |

52 Her
52 Her |

Spectral Type: | | A2p... |

ε Sco
ε Sco |

ε Sco, HIP 82396
Spectral Type: | | K2IIIb |

19 Dra
19 Dra |

Spectral Type: | | F6Vvar |

Spectral Type: | | K0/K1III/IV |

κ Oph
κ Oph |

κ Oph, HIP 83000

26 Oph
26 Oph |

ε Her
ε Her |

ε Her, HIP 83207

Spectral Type: | | F0IVn |

ε² Ara
ε² Ara |

ε² Ara, HIP 83431

Spectral Type: | | G5IV: |

μ Dra A
μ Dra A |

μ Dra A, HIP 83608

η Oph
η Oph |

η Oph, HIP 84012
Spectral Type: | | A2.5Va |

η Sco
η Sco |

η Sco, HIP 84143
Spectral Type: | | F3p |

δ Her
δ Her |

δ Her, HIP 84379
Spectral Type: | | A3IVv SB |

36 Oph
36 Oph |

Spectral Type: | | K2:III: |

41 Ara
41 Ara |

ξ Oph
ξ Oph |

ξ Oph, HIP 84893

Spectral Type: | | A3IV:m |

Gliese 674
Gliese 674 |

Gliese 674, HIP 85523

Spectral Type: | | M1V... |

24 UMi
24 UMi |

ν¹ Dra
ν¹ Dra |

ν¹ Dra, HIP 85819
Spectral Type: | | Am... |

δ UMi
δ UMi |

δ UMi, HIP 85822

ν² Dra
ν² Dra |

ν² Dra, HIP 85829

α Oph
α Oph |

α Oph, HIP 86032

26 Dra
26 Dra |

Spectral Type: | | M3.5Vvar |

ω Dra
ω Dra |

ω Dra, HIP 86201

ξ Ser
ξ Ser |

ξ Ser, HIP 86263
Spectral Type: | | F0IIIp |

π Ara
π Ara |

π Ara, HIP 86305

λ Ara
λ Ara |

λ Ara, HIP 86486

ψ Dra A
ψ Dra A |

ψ Dra A, HIP 86614

Spectral Type: | | F4Vw |

Spectral Type: | | G2IIIb |

β Oph
β Oph |

β Oph, HIP 86742

μ Ara
μ Ara |

μ Ara, HIP 86796

μ Her
μ Her |

μ Her, HIP 86974

γ Oph
γ Oph |

γ Oph, HIP 87108

Spectral Type: | | F6IV-Vs |

ξ Dra
ξ Dra |

ξ Dra, HIP 87585

γ Dra
γ Dra |

γ Dra, HIP 87833

ξ Her
ξ Her |

ξ Her, HIP 87933

Barnard's Star
Barnard's Star |

Barnard's Star, HIP 87937
Spectral Type: | | sdM4 |

ζ Ser
ζ Ser |

ζ Ser, HIP 88175

Spectral Type: | | K0V SB |

γ² Sgr
γ² Sgr |

γ² Sgr, HIP 88635

Spectral Type: | | A4IVs |

π Pav
π Pav |

π Pav, HIP 88866

ι Pav
ι Pav |

ι Pav, HIP 89042

χ Dra
χ Dra |

χ Dra, HIP 89937
Spectral Type: | | F7Vvar |

η Ser
η Ser |

η Ser, HIP 89962

φ Oct
φ Oct |

φ Oct, HIP 90133

λ Sgr
λ Sgr |

λ Sgr, HIP 90496
Spectral Type: | | K1IIIb |

ζ Tel
ζ Tel |

ζ Tel, HIP 90568
Spectral Type: | | G8/K0III |

Spectral Type: | | K4Vp... |

BY Dra
BY Dra |

BY Dra, HIP 91009
Spectral Type: | | K7Vvar |

Vega
Vega |

Vega, HIP 91262

ζ¹ Lyr
ζ¹ Lyr |

ζ¹ Lyr, HIP 91971

ζ² Lyr
ζ² Lyr |

ζ² Lyr, HIP 91973
Spectral Type: | | F0IVvar |

Spectral Type: | | Kp |

Spectral Type: | | G9IVa |

ε CrA
ε CrA |

ε CrA, HIP 93174

11 Aql
11 Aql |

16 Lyr
16 Lyr |

ο Sgr
ο Sgr |

ο Sgr, HIP 93683

ζ Aql
ζ Aql |

ζ Aql, HIP 93747

λ Aql
λ Aql |

λ Aql, HIP 93805
Spectral Type: | | B9Vn |

γ CrA
γ CrA |

γ CrA, HIP 93825

17 Lyr
17 Lyr |

Spectral Type: | | G8V SB |

19 Aql
19 Aql |

α CrA
α CrA |

α CrA, HIP 94114
Spectral Type: | | A0/A1V |

Spectral Type: | | G8/K0III/IV |

δ Dra
δ Dra |

δ Dra, HIP 94376

τ Dra
τ Dra |

τ Dra, HIP 94648

Spectral Type: | | F6IV: |

Spectral Type: | | M3.5V |

κ Cyg
κ Cyg |

κ Cyg, HIP 94779

π Dra
π Dra |

π Dra, HIP 95081
Spectral Type: | | A2IIIs |

ρ¹ Sgr
ρ¹ Sgr |

ρ¹ Sgr, HIP 95168
Spectral Type: | | F0III/IV |

η Tel
η Tel |

η Tel, HIP 95261

31 Aql
31 Aql |

Spectral Type: | | G8IVvar |

δ Aql
δ Aql |

δ Aql, HIP 95501

ι² Cyg
ι² Cyg |

ι² Cyg, HIP 95853

μ Tel
μ Tel |

μ Tel, HIP 95932

σ Dra
σ Dra |

σ Dra, HIP 96100

Spectral Type: | | K0+... |

μ Aql
μ Aql |

μ Aql, HIP 96229

θ Cyg
θ Cyg |

θ Cyg, HIP 96441

Spectral Type: | | F6Vasv |

Spectral Type: | | F5II |

16 Cyg A
16 Cyg A |

16 Cyg
16 Cyg |

δ Cyg
δ Cyg |

δ Cyg, HIP 97165
Spectral Type: | | B9.5III |

17 Cyg
17 Cyg |

ν Tel
ν Tel |

ν Tel, HIP 97421

ε Dra
ε Dra |

ε Dra, HIP 97433

20 Cyg
20 Cyg |

Altair
Altair |

Altair, HIP 97649
Spectral Type: | | A7IV-V |

ο Aql
ο Aql |

ο Aql, HIP 97675

β Aql
β Aql |

β Aql, HIP 98036
Spectral Type: | | G8IVvar |

ω Sgr
ω Sgr |

ω Sgr, HIP 98066
Spectral Type: | | G3/G5III |

η Cyg
η Cyg |

η Cyg, HIP 98110

ε Pav
ε Pav |

ε Pav, HIP 98495

Spectral Type: | | G6IV+... |

15 Sge
15 Sge |

δ Pav
δ Pav |

δ Pav, HIP 99240
Spectral Type: | | G5IV-Vvar |

Spectral Type: | | K4Vp |

ξ Cap
ξ Cap |

ξ Cap, HIP 99572

Spectral Type: | | A3IV-Vn |

α² Cap
α² Cap |

α² Cap, HIP 100064
Spectral Type: | | G6/G8III |

Spectral Type: | | A2 |

ρ Cap
ρ Cap |

ρ Cap, HIP 101027

Spectral Type: | | K0III+... |

θ Cep
θ Cep |

θ Cep, HIP 101093

φ¹ Pav
φ¹ Pav |

φ¹ Pav, HIP 101612

Spectral Type: | | K0Vvar |

β Del
β Del |

β Del, HIP 101769

α Ind
α Ind |

α Ind, HIP 101772

κ Del
κ Del |

κ Del, HIP 101916
Spectral Type: | | G5IV+... |

Spectral Type: | | F8IV: |

φ² Pav
φ² Pav |

φ² Pav, HIP 101983

4 Cep
4 Cep |

η Ind
η Ind |

η Ind, HIP 102333
Spectral Type: | | A6:var |

β Pav
β Pav |

β Pav, HIP 102395

AU Mic
AU Mic |

AU Mic, HIP 102409

η Cep
η Cep |

η Cep, HIP 102422

ψ Cap
ψ Cap |

ψ Cap, HIP 102485

ε Cyg
ε Cyg |

ε Cyg, HIP 102488

15 Del
15 Del |

Spectral Type: | | A4me... |

11 Aqr
11 Aqr |

ζ Mic
ζ Mic |

ζ Mic, HIP 103882

α Oct
α Oct |

α Oct, HIP 104043

61 Cyg A
61 Cyg A |

61 Cyg B
61 Cyg B |

γ Equ
γ Equ |

γ Equ, HIP 104521

ζ Cyg
ζ Cyg |

ζ Cyg, HIP 104732
Spectral Type: | | G8II SB |

δ Equ
δ Equ |

δ Equ, HIP 104858

τ Cyg
τ Cyg |

τ Cyg, HIP 104887

Lacaille 8760
Lacaille 8760 |

Lacaille 8760, HIP 105090
Spectral Type: | | M1/M2V |

α Cep
α Cep |

α Cep, HIP 105199
Spectral Type: | | A7IV-V |

θ Ind
θ Ind |

θ Ind, HIP 105319

γ Pav
γ Pav |

γ Pav, HIP 105858

ρ Cyg
ρ Cyg |

ρ Cyg, HIP 106481

37 Cap
37 Cap |

42 Cap
42 Cap |

11 Cep
11 Cep |

μ¹ Cyg
μ¹ Cyg |

μ¹ Cyg, HIP 107310

κ Peg
κ Peg |

κ Peg, HIP 107354

δ Cap
δ Cap |

δ Cap, HIP 107556
Spectral Type: | | A5mF2 (IV) |

13 Peg
13 Peg |

15 Peg
15 Peg |

Spectral Type: | | F6IVwvar |

μ Cap
μ Cap |

μ Cap, HIP 108036

Spectral Type: | | F8V-VI |

16 Cep
16 Cep |

ε Ind
ε Ind |

ε Ind, HIP 108870

ξ Cep
ξ Cep |

ξ Cep, HIP 108917

ι Peg
ι Peg |

ι Peg, HIP 109176

α Gru
α Gru |

α Gru, HIP 109268
Spectral Type: | | B7IV |

Spectral Type: | | K2III comp |

τ PsA
τ PsA |

τ PsA, HIP 109422

θ Peg
θ Peg |

θ Peg, HIP 109427

ε Cep
ε Cep |

ε Cep, HIP 109857

ψ Oct
ψ Oct |

ψ Oct, HIP 110078

π² Gru
π² Gru |

π² Gru, HIP 110506

β Lac
β Lac |

β Lac, HIP 110538

33 Peg
33 Peg |

Spectral Type: | | F5IV: |

ν Ind
ν Ind |

ν Ind, HIP 110618
Spectral Type: | | A3V: + F9V |

ρ¹ Cep
ρ¹ Cep |

ρ¹ Cep, HIP 110787

Kruger 60
Kruger 60 |

Kruger 60, HIP 110893

α Lac
α Lac |

α Lac, HIP 111169

υ Aqr
υ Aqr |

υ Aqr, HIP 111449

9 Lac
9 Lac |

Spectral Type: | | M0Vpe |

Spectral Type: | | G3V+... |

β Oct
β Oct |

β Oct, HIP 112405
Spectral Type: | | A9IV/V |

ξ Peg
ξ Peg |

ξ Peg, HIP 112447

ε Gru
ε Gru |

ε Gru, HIP 112623

ι Cep
ι Cep |

ι Cep, HIP 112724

μ Peg
μ Peg |

μ Peg, HIP 112748
Spectral Type: | | M2III |

σ Peg
σ Peg |

σ Peg, HIP 112935

τ¹ Gru
τ¹ Gru |

τ¹ Gru, HIP 113044

ρ Ind
ρ Ind |

ρ Ind, HIP 113137

77 Aqr
77 Aqr |

TW PsA
TW PsA |

TW PsA, HIP 113283

Fomalhaut
Fomalhaut |

Fomalhaut, HIP 113368

π PsA
π PsA |

π PsA, HIP 113860

3 And
3 And |

α Peg
α Peg |

α Peg, HIP 113963
Spectral Type: | | B9.5III |

Lacaille 9352
Lacaille 9352 |

Lacaille 9352, HIP 114046
Spectral Type: | | M2/M3V |

θ Gru
θ Gru |

θ Gru, HIP 114131
Spectral Type: | | F5me... |

5 And
5 And |

Spectral Type: | | K3Vvar |

Spectral Type: | | K5v... |

γ Tuc
γ Tuc |

γ Tuc, HIP 114996

φ Gru
φ Gru |

φ Gru, HIP 115054

96 Aqr
96 Aqr |

ο Gru
ο Gru |

ο Gru, HIP 115713

Spectral Type: | | F6Vbwvar |

λ And
λ And |

λ And, HIP 116584

γ Cep
γ Cep |

γ Cep, HIP 116727

ω¹ Aqr
ω¹ Aqr |

ω¹ Aqr, HIP 116758

ι Psc
ι Psc |

ι Psc, HIP 116771

κ And
κ And |

κ And, HIP 116805
Spectral Type: | | B9IVn |

λ Psc
λ Psc |

λ Psc, HIP 116928

τ Cas
τ Cas |

τ Cas, HIP 117301

Spectral Type: | | A2p |

η Tuc
η Tuc |

η Tuc, HIP 118121

ω Psc
ω Psc |

ω Psc, HIP 118268