Altas of the Heavens II – Catalogue, Antonín Bečvář, TABLE II, pg 347-352
editOnly columns 1 (★) and 2 (Con) provided.
SELECT name, desg into _bec50 from starname where cat = 'Bečvář 1950' order by name, desg; COPY _bec50 to '/home/rursus/database/bec50.db' delimiter ':';
An edited bec50.db:
Acamar | θ Eri |
Achernar | α Eri |
Achird | η Cas |
Acrab | β Sco |
Acubens | α Cnc |
Adara | ε CMa |
Adhafera | ζ Leo |
Ain | ε Tau |
Alamak | γ And |
Alaraph | β Vir |
Albali | ε Aqr |
Albireo | β Cyg |
Alchita | α Crv |
Alcor | 80 UMa |
Alcyone | η Tau |
Aldebaran | α Tau |
Alderamin | α Cep |
Aldib | δ Dra |
Alfard | α Hya |
Algenib | α Per |
Algenib | γ Peg |
Algieba | γ Leo |
Algol | β Per |
Algorab | δ Crv |
Alhajoth | α Aur |
Alhena | γ Gem |
Alioth | ε UMa |
Alkaid | η UMa |
Alkalurops | μ Boo |
Alkes | α Crt |
Alnair | α Gru |
Alnilam | ε Ori |
Alnitak | ζ Ori |
Alphecca | α CrB |
Alpheratz | α And |
Alphirk | β Cep |
Alrai | γ Cep |
Alrami | α Sgr |
Alrisha | α Psc |
Alruccaba | α UMi |
Alshain | β Aql |
Alsuhail | λ Vel |
Altair | α Aql |
Aludra | η CMa |
Alula Australis | ξ UMa |
Alula Borealis | ν UMa |
Alwaid | β Dra |
Alya | θ Ser |
Ancha | θ Aqr |
Antares | α Sco |
Arcturus | α Boo |
Arich | γ Vir |
Arided | α Cyg |
Arkab Posterior | β² Sgr |
Arkab Prior | β¹ Sgr |
Arneb | α Lep |
Arrakis | μ Dra |
Ascella | ζ Sgr |
Asellus Australis | δ Cnc |
Asellus Borealis | γ Cnc |
Asterion | β CVn |
Asterope | 21 Tau |
Atiks | ο Per |
Atlas | 27 Tau |
Auva | δ Vir |
Azelfafage | π¹ Cyg |
Azha | η Eri |
Azimech | α Vir |
Azmidiske | ξ Pup |
Baten Kaitos | ζ Cet |
Beid | ο¹ Ori |
Bellatrix | γ Ori |
Benetnash | η UMa |
Betelgeuse | α Ori |
Botein | δ Ari |
Canicula | α CMa |
Canopus | α Car |
Capella | α Aur |
Caph | β Cas |
Castor | α Gem |
Ceginus | φ Boo |
Celaeno | 16 Tau |
Chara | α CVn |
Cor Caroli | α CVn |
Cor Hydrae | α Hya |
Cor Serpentis | α Ser |
Coxa | θ Leo |
Cursa | β Eri |
Cynosura | α UMi |
Dabih | β Cap |
Deneb Algiedi | δ Cap |
Deneb Cygni | α Cyg |
Deneb Kaitos | β Cet |
Deneb Okab | δ Aql |
Denebola | β Leo |
Diadem | α Com |
Diphda | β Cet |
Dschubba | δ Sco |
Dubhe | α UMa |
Dziban | π Dra |
Elacrab | β Sco |
Electra | 17 Tau |
Elgomaisa | α CMi |
Enif | ε Peg |
Erakis | μ Cep |
Etamin | γ Dra |
Fomalhaut | α PsA |
Furud | ζ CMa |
Gemma | α CrB |
Gianfar | λ Dra |
Gienah | ε Cyg |
Gnosia | α CrB |
Gomeisa | β CMi |
Gorgona | β Per |
Grafias | ζ Sco |
Gredi | α Cap |
Grumium | ξ Dra |
Hamal | α Ari |
Haris | γ Boo |
Hassaleh | ι Aur |
Hatysa | ι Ori |
Heka | λ Ori |
Heze | ζ Vir |
Hoedus I | ζ Aur |
Hoedus II | η Aur |
Homam | ζ Peg |
Izar | ε Boo |
Kaffa | δ UMa |
Kaffaljidma | γ Cet |
Kaitain | α Psc |
Kajam | ω Her |
Kalb | α Leo |
Kaus Australis | ε Sgr |
Kaus Borealis | λ Sgr |
Kaus Medius | δ Sgr |
Kelb Alrai | β Oph |
Kerb | τ Peg |
Kiffa Australis | α Lib |
Kiffa Borealis | β Lib |
Kochab | β UMi |
Kornephoros | β Her |
Kraz | β Crv |
Ksora | δ Cas |
Kuma | ν Dra |
Lesath | ν Sco |
Maasym | λ Her |
Maia | 20 Tau |
Markab | α Peg |
Markeb | κ Pup |
Marsik | κ Her |
Matar | η Peg |
Mebsuta | ε Gem |
Megrez | δ UMa |
Mekab | α Cet |
Mekbuda | ζ Gem |
Menkalinan | β Aur |
Menkar | α Cet |
Menkhib | ζ Per |
Merak | β UMa |
Merez | β Boo |
Merga | 38 Boo |
Merope | 23 Tau |
Mesarthim | γ Ari |
Metallah | α Tri |
Miaplacidus | β Car |
Minelauva | δ Vir |
Minkar | ε Crv |
Mintaka | δ Ori |
Mira | ο Cet |
Mirach | β And |
Mirak | ε Boo |
Miram | η Per |
Mirfak | α Per |
Mirzam | β CMa |
Misam | κ Per |
Mizar | ζ UMa |
Mothallah | α Tri |
Mufrid | η Boo |
Muliphein | γ CMa |
Muscida | π² UMa |
Naos | ζ Pup |
Nash | γ Sgr |
Nashira | γ Cap |
Nath | β Tau |
Nekkar | β Boo |
Nihal | β Lep |
Nodus I | ζ Dra |
Nodus II | δ Dra |
Nunki | σ Sgr |
Nusakan | β CrB |
Nushaba | γ Sgr |
Okda | α Psc |
Palilicium | α Tau |
Phakt | α Col |
Phekda | γ UMa |
Pherkad | γ UMi |
Pherkard | δ UMi |
Pleione | 28 Tau |
Polaris | α UMi |
Pollux | β Gem |
Porrima | γ Vir |
Praesepe | ε Cnc |
Procyon | α CMi |
Pulcherrima | ε Boo |
Rana | δ Eri |
Ras Algethi | α Her |
Ras Alhague | α Oph |
Ras Elased Australis | ε Leo |
Ras Elased Borealis | α Oph |
Rastaban | γ Dra |
Reda | γ Aql |
Regulus | α Leo |
Rescha | α Psc |
Rigel | β Ori |
Rotanev | β Del |
Rucha | δ Cas |
Rukbat | α Sgr |
Rutilicus | β Her |
Sabik | η Oph |
Sadalachbia | γ Aqr |
Sadalmelek | α Aqr |
Sadalsud | β Aqr |
Sador | γ Cyg |
Saiph | κ Ori |
Sarin | δ Her |
Sceptrum | 53 Eri |
Scheat | β Peg |
Scheddi | δ Cap |
Schedir | α Cas |
Segin | ε Cas |
Sertan | α Cnc |
Sham | α Sge |
Shaula | λ Sco |
Sheliak | β Lyr |
Sheratan | β Ari |
Sirius | α CMa |
Sirrah | α And |
Situla | κ Aqr |
Skat | δ Aqr |
Spica | α Vir |
Subra | ο Leo |
Suhel | α Car |
Sulaphat | γ Lyr |
Svalocin | α Del |
Tabit | π³ Ori |
Talitha | ι UMa |
Tania Australis | μ UMa |
Tania Borealis | λ UMa |
Tarazed | γ Aql |
Taygeta | 19 Tau |
Tejat Posterior | μ Gem |
Tejat Prior | η Gem |
Theemin | υ² Eri |
Thuban | α Dra |
Toliman | α Cen |
Tureis | ι Car |
Tyl | ε Dra |
Unuk Elhaia | α Ser |
Wasat | δ Gem |
Vega | α Lyr |
Vespertilio | α Sco |
Wezen | δ CMa |
Vindemiatrix | ε Vir |
Yed Posterior | ε Oph |
Yed Prior | δ Oph |
Yildun | δ UMi |
Zaurak | γ Eri |
Zavijah | β Vir |
Zibal | ζ Eri |
Zosma | δ Leo |
Zuben Elakrab | γ Lib |
Zuben Elakribi | δ Lib |
Zuben Elgenubi | α Lib |
Zuben Elschemali | β Lib |
Zuben Hakribi | ν Lib |