What is Melnick 34?
{{Starbox begin | name = BAT99-116 }} {{Starbox image | image = [[Image:Melnick_34_-_Hubble_-_WFPC2.jpg|200px|upright=1.3]] | caption = Melnick 34 | credit = [[Wide Field and Planetary Camera]] of the [[Hubble Space Telescope]] }} {{Starbox observe | epoch = [[J2000.0]] | equinox = [[J2000.0]] | constell = [[Dorado (constellation)|Dorado]] | ra = {{RA|5|38|44.26}}<ref name=census>{{cite journal |last1=Doran|first1=E. I. |last2=Crowther|first2=P. A. |last3=de Koter|first3=A. |last4=Evans|first4=C. J. |last5=McEvoy|first5=C. |last6=Walborn|first6=N. R. |last7=Bastian|first7=N. |last8=Bestenlehner|first8=J. M. |last9=Grafener|first9=G. |last10=Herrero|first10=A. |last11=Kohler|first11=K. |last12=Maiz Apellaniz|first12=J. |last13=Najarro|first13=F. |last14=Puls|first14=J. |last15=Sana|first15=H. |last16=Schneider|first16=F. R. N. |last17=Taylor|first17=W. D. |last18=van Loon|first18=J. Th. |last19=Vink|first19=J. S. |year=2013 |title=The VLT-FLAMES Tarantula Survey - XI. A census of the hot luminous stars and their feedback in 30 Doradus |journal=[[Astronomy & Astrophysics]] |volume=558 |issue= |pages=134 |arxiv=1308.3412 |bibcode=2013A&A...558A.134D |doi=10.1051/0004-6361/201321824|s2cid=118510909 }}</ref> | dec = {{DEC|−69|06|05.88}}<ref name=census/> | appmag_v = 13.09<ref name=census/> }} {{Starbox character | type = [[Wolf–Rayet star]] | class = [[Wolf–Rayet star|WN5h]] + [[Wolf–Rayet star|WN5h]]<ref name=tehrani>{{cite journal|doi=10.1093/mnras/stz147|title=Weighing Melnick 34: The most massive binary system known|journal=Monthly Notices of the Royal Astronomical Society|volume=484|issue=2|pages=2692–2710|year=2019|last1=Tehrani|first1=Katie A.|last2=Crowther|first2=Paul A.|last3=Bestenlehner|first3=Joachim M.|last4=Littlefair|first4=Stuart P.|last5=Pollock|first5=A M T.|last6=Parker|first6=Richard J.|last7=Schnurr|first7=Olivier|bibcode=2019MNRAS.484.2692T|arxiv=1901.04769}}</ref> | b-v=+0.25<ref name=census/> }} {{Starbox astrometry | radial_v = {{val|287|5}}<ref name=tehrani/> | prop_mo_ra = | prop_mo_dec =