List of stars in Puppis

This is the list of notable stars in the constellation Puppis, sorted by decreasing brightness.

This constellation's Bayer designations (Greek-letter star names) were given while it was still considered part of the constellation of Argo Navis. After Argo Navis was broken up into Carina, Vela, and Puppis, these Greek-letter designations were kept, so that Puppis does not have a full complement of Greek-letter designations. For example, since Argo Navis's alpha star went to Carina, there is no Alpha Puppis.

width="80" \| Name ! B ! F ! G. ! Var ! HD ! HIP ! RA ! Dec ! vis. mag. ! abs. mag. ! Dist. (ly) ! Sp. class ! Notes
class="wikitable sortable sticky-header"
{{nsl\|Zeta Puppis\|ζ Pup}}	ζ		248		66811	39429	{{RA\|08\|03\|35.07}}	{{DEC\|−40\|00\|11.5}}	2.21	−5.95	1399	O5Iaf	style="text-align:left;" \| Naos, Suhail Hadar, Muliphein; {{nsl\|Alpha Cygni variable\|α Cyg variable}}
{{nsl\|Pi Puppis\|π Pup}}	π		82		56855	35264	{{RA\|07\|17\|08.56}}	{{DEC\|−37\|05\|51.0}}	2.71	−4.92	1094	K3Ib	style="text-align:left;" \| Ahadi
{{nsl\|Rho Puppis\|ρ Pup}}	ρ	15	253		67523	39757	{{RA\|08\|07\|32.70}}	{{DEC\|−24\|18\|16.0}}	2.83	1.41	63	F2mF5IIp	style="text-align:left;" \| Tureis; {{nsl\|Delta Scuti variable\|δ Sct variable}}
{{nsl\|Tau Puppis\|τ Pup}}	τ		39		50310	32768	{{RA\|06\|49\|56.14}}	{{DEC\|−50\|36\|51.8}}	2.94	−0.80	183	K0III...	style="text-align:left;" \|
{{nsl\|Nu Puppis\|ν Pup}}	ν		20		47670	31685	{{RA\|06\|37\|45.67}}	{{DEC\|−43\|11\|45.3}}	3.17	−2.39	423	B8III SB	style="text-align:left;" \|
{{nsl\|Sigma Puppis\|σ Pup}}	σ		99		59717	36377	{{RA\|07\|29\|13.88}}	{{DEC\|−43\|18\|06.8}}	3.25	−0.51	184	K5III SB	style="text-align:left;" \|
{{nsl\|Xi Puppis\|ξ Pup}}	ξ	7	191		63700	38170	{{RA\|07\|49\|17.66}}	{{DEC\|−24\|51\|35.2}}	3.34	−4.74	1347	G6Ia	style="text-align:left;" \| Azmidi, Asmidiske, Azmidiske
{{nsl\|c Puppis\|c Pup}}	c		175		63032	37819	{{RA\|07\|45\|15.30}}	{{DEC\|−37\|58\|07.0}}	3.62	−4.52	1387	K4III
{{nsl\|HD 64440}}	a		213		64440	38414	{{RA\|07\|52\|13.05}}	{{DEC\|−40\|34\|32.9}}	3.71	−1.41	345	G5III...
{{nsl\|3 Puppis\|3 Pup}}	l	3	157		62623	37677	{{RA\|07\|43\|48.47}}	{{DEC\|−28\|57\|17.4}}	3.94	−5.30	2280	A2Iab	{{nsl\|B(e) star\|B[e] star}}
{{nsl\|HD 63922}}	P		199		63922	38164	{{RA\|07\|49\|14.30}}	{{DEC\|−46\|22\|23.6}}	4.10	−4.80	1964	B0III
{{nsl\|11 Puppis\|11 Pup}}	j	11	222		65228	38835	{{RA\|07\|56\|51.56}}	{{DEC\|−22\|52\|48.5}}	4.20	−1.74	502	F7/F8II
{{nsl\|HD 64760}}	J		218		64760	38518	{{RA\|07\|53\|18.16}}	{{DEC\|−48\|06\|10.6}}	4.22	−4.65	1940	B0.5Ib
{{nsl\|Omicron Puppis\|ο Pup}}	ο		183		63462	38070	{{RA\|07\|48\|05.17}}	{{DEC\|−25\|56\|13.8}}	4.40	−5.00	2470	B1IV:nne	style="text-align:left;" \|{{nsl\|Be star}}
{{nsl\|16 Puppis\|16 Pup}}		16	256		67797	39906	{{RA\|08\|09\|01.64}}	{{DEC\|−19\|14\|42.0}}	4.40	−1.41	472	B5V
{{nsl\|L2 Puppis\|L₂ Puppis}}	L₂		73		56096	34922	{{RA\|07\|13\|32.23}}	{{DEC\|−44\|38\|25.9}}	5.10	0.50	198	M5e
{{nsl\|HD 69142}}	h²		279		69142	40326	{{RA\|08\|14\|02.89}}	{{DEC\|−40\|20\|51.8}}	4.42	−0.47	310	K1II/III
{{nsl\|NS Puppis\|NS Pup}}	h¹		267	NS	68553	40091	{{RA\|08\|11\|21.50}}	{{DEC\|−39\|37\|06.8}}	4.44	−4.36	1874	K4III	Irregular (Ld) variable
{{nsl\|HD 70060}}	q		289		70060	40706	{{RA\|08\|18\|33.39}}	{{DEC\|−36\|39\|34.3}}	4.44	2.16	93	A4m...
{{nsl\|HD 60532}}			108		60532	36795	{{RA\|07\|34\|03.18}}	{{DEC\|−22\|17\|45.8}}	4.46	2.41	84	F6V	style=text-align:left; \| has two {{nsl\|extrasolar planet\|planets}} ({{nsl\|HD 60532 b\|b}} & {{nsl\|HD 60532 c\|c}})
{{nsl\|V Puppis\|V Pup}}			233	V	65818	38957	{{RA\|07\|58\|14.44}}	{{DEC\|−49\|14\|41.7}}	4.47	−3.29	1164	B1Vp + B2	{{nsl\|Beta Lyrae variable\|β Lyr}} eclipsing variable
{{nsl\|QW Puppis\|QW Pup}}	I		71	QW	55892	34834	{{RA\|07\|12\|33.74}}	{{DEC\|−46\|45\|34.4}}	4.49	2.86	69	F0IV	style=text-align:left; \|{{nsl\|Gamma Doradus variable\|γ Dor variable}}
{{nsl\|QZ Puppis\|QZ Pup}}	b		214	QZ	64503	38455	{{RA\|07\|52\|38.65}}	{{DEC\|−38\|51\|46.2}}	4.49	−1.98	640	B2V	{{nsl\|Ellipsoidal variable}}
{{nsl\|k1 Puppis\|k¹ Pup}}	k¹		133		61555	37229	{{RA\|07\|38\|49.88}}	{{DEC\|−26\|48\|14.0}}	4.50	−1.92	454	B6V	style="text-align:left;" \| Markab, Markeb; component of the k Puppis system
{{nsl\|HD 61330}}	f		127		61330	37096	{{RA\|07\|37\|22.12}}	{{DEC\|−34\|58\|06.9}}	4.53	−0.67	358	B8IV/V
{{nsl\|HD 65810}}			232		65810	39095	{{RA\|07\|59\|52.06}}	{{DEC\|−18\|23\|56.9}}	4.61	0.29	238	A1V
{{nsl\|k2 Puppis\|k² Pup}}	k²		134		61556		{{RA\|07\|38\|49.80}}	{{DEC\|−26\|48\|13.0}}	4.62	−1.81	462	B5IV	component of the k Puppis system
{{nsl\|1 Puppis\|1 Pup}}		1	155		62576	37648	{{RA\|07\|43\|32.40}}	{{DEC\|−28\|24\|39.4}}	4.63	−2.75	976	K5III
{{nsl\|HD 64740}}			216		64740	38500	{{RA\|07\|53\|03.64}}	{{DEC\|−49\|36\|47.1}}	4.63	−2.09	720	B1.5Vp
{{nsl\|NV Puppis\|NV Pup}}	υ¹		83	NV	57150	35363	{{RA\|07\|18\|18.40}}	{{DEC\|−36\|44\|02.3}}	4.65	−2.42	847	B2V+...	style="text-align:left;" \|{{nsl\|Gamma Cassiopeiae variable\|γ Cas variable}}
{{nsl\|HD 59890}}			100		59890	36514	{{RA\|07\|30\|42.61}}	{{DEC\|−30\|57\|44.2}}	4.65	−4.00	1753	G2Ib...
{{nsl\|HD 60863}}	p		119		60863	36917	{{RA\|07\|35\|22.94}}	{{DEC\|−28\|22\|09.4}}	4.65	0.46	225	B8V
{{nsl\|PU Puppis\|PU Pup}}	m		128	PU	61429	37173	{{RA\|07\|38\|18.05}}	{{DEC\|−25\|21\|53.2}}	4.69	−1.45	551	B8IV	style="text-align:left;" \|{{nsl\|Beta Lyrae variable\|β Lyr variable}}
{{nsl\|HD 63744\|Q Pup}}	Q		196		63744	38089	{{RA\|07\|48\|20.25}}	{{DEC\|−47\|04\|39.1}}	4.69	0.48	227	K0III
{{nsl\|19 Puppis\|19 Pup}}		19	263		68290	40084	{{RA\|08\|11\|16.32}}	{{DEC\|−12\|55\|37.3}}	4.72	0.95	185	K0III
{{nsl\|HD 68601}}			268		68601	40096	{{RA\|08\|11\|25.90}}	{{DEC\|−42\|59\|14.2}}	4.73	−6.04	4657	A7Ib
{{nsl\|HD 56456}}			78		56456	35020	{{RA\|07\|14\|38.14}}	{{DEC\|−48\|16\|18.9}}	4.75	−0.43	354	B8/B9V
{{nsl\|Chi Puppis\|χ Pup}}	χ		225		65456	38901	{{RA\|07\|57\|40.11}}	{{DEC\|−30\|20\|04.5}}	4.76	−3.47	1442	A7III
{{nsl\|MX Puppis\|MX Pup}}	r		274	MX	68980	40274	{{RA\|08\|13\|29.52}}	{{DEC\|−35\|53\|58.4}}	4.78	−2.61	979	B2ne	style="text-align:left;" \|γ Cas variable
{{nsl\|KQ Puppis\|KQ Pup}}			107	KQ	60414	36773	{{RA\|07\|33\|47.97}}	{{DEC\|−14\|31\|26.0}}	4.82	−5.25	3361	M2Iab+B0Ve	{{nsl\|Slow irregular variable\|Irregular (Lc) variable}}
{{nsl\|HD 54893\|A Pup}}	A		67		54893	34495	{{RA\|07\|08\|51.08}}	{{DEC\|−39\|39\|20.4}}	4.83	−1.98	751	B3IV/V
{{nsl\|HD 70555}}	w		294		70555	40945	{{RA\|08\|21\|23.03}}	{{DEC\|−33\|03\|15.7}}	4.83	−2.22	838	K2/K3III
{{nsl\|HD 61831}}	d¹		143		61831	37297	{{RA\|07\|39\|27.35}}	{{DEC\|−38\|18\|29.0}}	4.84	−1.39	574	B3V
{{nsl\|HD 59612}}			97		59612	36431	{{RA\|07\|29\|51.41}}	{{DEC\|−23\|01\|27.5}}	4.85	−5.13	3228	A6Ib/II
{{nsl\|OU Puppis\|OU Pup}}	L₁		72	OU	56022	34899	{{RA\|07\|13\|13.37}}	{{DEC\|−45\|10\|57.1}}	4.87	1.14	181	Ap	style="text-align:left;" \|{{nsl\|Alpha² Canum Venaticorum variable\|α² CVn variable}}
{{nsl\|HD 53811\|H Pup}}	H		61		53811	34059	{{RA\|07\|03\|53.66}}	{{DEC\|−49\|35\|03.3}}	4.92	1.07	192	A4IV
{{nsl\|HD 51799}}			47		51799	33357	{{RA\|06\|56\|15.99}}	{{DEC\|−48\|43\|16.2}}	4.94	−2.62	1062	M1III
{{nsl\|HD 61772}}			140		61772	37379	{{RA\|07\|40\|23.21}}	{{DEC\|−15\|15\|49.9}}	4.98	−1.60	676	K3III
{{nsl\|HD 50235}}			37		50235	32855	{{RA\|06\|50\|52.35}}	{{DEC\|−34\|22\|02.4}}	4.99	−2.23	906	K2/K3III
{{nsl\|20 Puppis\|20 Pup}}		20	269		68752	40259	{{RA\|08\|13\|19.98}}	{{DEC\|−15\|47\|17.6}}	4.99	−2.89	1230	G5Ib/II
{{nsl\|HR 3079}}			212		64379	38423	{{RA\|07\|52\|15.80}}	{{DEC\|−34\|42\|21.7}}	5.01	3.73	59	F3/F5V
{{nsl\|HR 2770}}			80		56779	35226	{{RA\|07\|16\|49.42}}	{{DEC\|−36\|35\|33.5}}	5.03	−2.31	959	B3V
{{nsl\|4 Puppis\|4 Pup}}		4	167		62952	37891	{{RA\|07\|45\|56.88}}	{{DEC\|−14\|33\|49.8}}	5.03	0.73	236	F2V
{{nsl\|HR 2998}}			159		62644	37606	{{RA\|07\|42\|57.16}}	{{DEC\|−45\|10\|18.4}}	5.04	3.13	79	G5IV	Originally called T Pup by Lacaille
{{nsl\|HR 2462}}	V/Y		21		47973	31765	{{RA\|06\|38\|37.63}}	{{DEC\|−48\|13\|12.8}}	5.05	−0.58	436	G8III	Called V by Lacaille, Y in later catalogues, not V or Y Pup the variables
{{nsl\|HD 60584}}	n		111		60584	36817	{{RA\|07\|34\|18.67}}	{{DEC\|−23\|28\|25.2}}	5.77	2.74	95	F6V
{{nsl\|HD 52092}}	t		49		52092	33558	{{RA\|06\|58\|25.11}}	{{DEC\|−34\|06\|42.2}}	5.07	−1.77	760	B4IV/V
{{nsl\|HR 3035}}			185		63465	38010	{{RA\|07\|47\|25.00}}	{{DEC\|−38\|30\|40.2}}	5.07	−2.83	1240	B2IV/V
{{nsl\|HD 65551\|N Pup}}	N		228		65551	38872	{{RA\|07\|57\|18.43}}	{{DEC\|−44\|06\|35.6}}	5.08	−2.90	1283	B2.5IV
{{nsl\|12 Puppis\|12 Pup}}		12	230		65699	39023	{{RA\|07\|59\|05.72}}	{{DEC\|−23\|18\|37.4}}	5.09	−1.82	786	G8II
{{nsl\|OS Puppis\|OS Pup}}			276	OS	69081	40321	{{RA\|08\|13\|58.32}}	{{DEC\|−36\|19\|20.3}}	5.09	−2.70	1177	B2V:	style="text-align:left;" \|γ Cas variable
{{nsl\|NW Puppis\|NW Pup}}	υ²		84	NW	57219	35406	{{RA\|07\|18\|38.19}}	{{DEC\|−36\|44\|33.9}}	5.11	−1.93	836	A0V	style="text-align:left;" \|{{nsl\|Beta Cephei variable\|β Cep variable}}
{{nsl\|HR 2719}}			68		55526	34670	{{RA\|07\|10\|47.50}}	{{DEC\|−48\|55\|57.3}}	5.12	0.21	313	K2III
{{nsl\|HR 3002}}	W		162		62713	37664	{{RA\|07\|43\|41.83}}	{{DEC\|−40\|56\|00.0}}	5.12	1.02	215	K1III	Not W Puppis the {{nsl\|Mira variable}}
{{nsl\|HR 2548}}	X		38		50223	32765	{{RA\|06\|49\|54.62}}	{{DEC\|−46\|36\|55.7}}	5.14	3.13	82	F5III	Not X Pup the {{nsl\|Cepheid variable\|δ Cep variable}}
{{nsl\|HD 65685\|O Pup}}	O		231		65685	38917	{{RA\|07\|57\|51.73}}	{{DEC\|−45\|34\|39.9}}	5.14	0.32	300	K2III
{{nsl\|9 Puppis\|9 Pup}}		9	205		64096	38382	{{RA\|07\|51\|46.34}}	{{DEC\|−13\|53\|49.9}}	5.16	4.05	54	G2V	HR 3064, Gl 291
{{nsl\|6 Puppis\|6 Pup}}		6	190		63697	38211	{{RA\|07\|49\|41.17}}	{{DEC\|−17\|13\|41.2}}	5.17	0.72	253	K3III
{{nsl\|HR 3283}}			295		70556	40943	{{RA\|08\|21\|21.05}}	{{DEC\|−36\|29\|03.1}}	5.18	−3.31	1630	B2IV-V+...
{{nsl\|HD 53704\|C Pup}}	C		59		53704	34081	{{RA\|07\|04\|02.81}}	{{DEC\|−42\|20\|14.8}}	5.20	0.27	315	Am
{{nsl\|HR 3037}}			187		63578	38020	{{RA\|07\|47\|31.51}}	{{DEC\|−46\|36\|30.6}}	5.22	−3.33	1672	B1V
{{nsl\|HR 3140}}			234		65925	39061	{{RA\|07\|59\|28.43}}	{{DEC\|−39\|17\|48.6}}	5.22	1.41	189	F3V
{{nsl\|HD 57240\|F Pup}}	F		87		57240	35393	{{RA\|07\|18\|33.52}}	{{DEC\|−39\|12\|37.1}}	5.24	−0.55	469	A0V
{{nsl\|MZ Puppis\|MZ Pup}}			250	MZ	66888	39487	{{RA\|08\|04\|16.19}}	{{DEC\|−32\|40\|29.4}}	5.25	−4.03	2345	M2II	Probably irregular (Lc) variable
{{nsl\|HD 49591}}	x		31		49591	32537	{{RA\|06\|47\|21.41}}	{{DEC\|−37\|55\|46.8}}	5.27	0.24	331	B8/B9V
{{nsl\|HR 2384}}			16		46273	30953	{{RA\|06\|29\|49.13}}	{{DEC\|−50\|14\|20.3}}	5.28	1.71	169	F2V
{{nsl\|HD 55719\|E Pup}}	E		70		55719	34802	{{RA\|07\|12\|15.82}}	{{DEC\|−40\|29\|55.6}}	5.30	−0.32	434	A3p...
{{nsl\|HR 3043}}			188		63660	38146	{{RA\|07\|49\|01.70}}	{{DEC\|−24\|54\|44.1}}	5.31	0.35	365	G1.5IIIFe-0.5
{{nsl\|HR 3315}}			302		71176	41260	{{RA\|08\|25\|03.76}}	{{DEC\|−24\|02\|46.5}}	5.32	−0.64	506	K4/K5III
{{nsl\|HR 3183}}			252		67456	39734	{{RA\|08\|07\|18.05}}	{{DEC\|−20\|33\|15.6}}	5.33	−2.54	1221	A3Ib/II
{{nsl\|171 G. Puppis\|171 G. Pup}}			171		63077	37853	{{RA\|07\|45\|35.18}}	{{DEC\|−34\|10\|35.6}}	5.36	4.45	50	G0V
{{nsl\|HR 3114}}			227		65460	38846	{{RA\|07\|56\|57.81}}	{{DEC\|−43\|30\|01.5}}	5.36	−2.32	1120	B2.5V
{{nsl\|HD 59635}}	y		98		59635	36363	{{RA\|07\|29\|05.71}}	{{DEC\|−38\|48\|43.6}}	5.41	−0.75	556	B3V
{{nsl\|HR 2981}}			150		62226	37450	{{RA\|07\|41\|15.83}}	{{DEC\|−38\|32\|00.9}}	5.41	−0.98	617	B3V
{{nsl\|OW Puppis\|OW Pup}}	z		115	OW	60606	36778	{{RA\|07\|33\|51.05}}	{{DEC\|−36\|20\|18.2}}	5.42	−2.54	1273	B2Vne	style=text-align:left; \|γ Cas variable
{{nsl\|HR 3085}}			215		64572	38497	{{RA\|07\|53\|03.51}}	{{DEC\|−36\|21\|49.6}}	5.44	−1.39	756	K1IIICN...
{{nsl\|HR 3326}}			309		71459	41323	{{RA\|08\|25\|51.92}}	{{DEC\|−42\|09\|11.2}}	5.45	−1.53	813	B3V
{{nsl\|5 Puppis\|5 Pup}}		5	180		63336	38048	{{RA\|07\|47\|56.78}}	{{DEC\|−12\|11\|34.4}}	5.48	3.08	99	F5+...
{{nsl\|HR 3091}}			217		64802	38593	{{RA\|07\|54\|11.01}}	{{DEC\|−35\|52\|38.3}}	5.48	−1.47	801	B2V
{{nsl\|V336 Puppis\|V336 Pup}}			246	V336	66624	39360	{{RA\|08\|02\|44.79}}	{{DEC\|−41\|18\|35.5}}	5.52	−0.35	486	Ap Si	style="text-align:left;" \|α² CVn variable
{{nsl\|HR 3324}}			308		71377	41395	{{RA\|08\|26\|42.01}}	{{DEC\|−12\|32\|04.3}}	5.52	0.95	268	K1/K2III
{{nsl\|18 Puppis\|18 Pup}}		18	262		68146	40035	{{RA\|08\|10\|39.98}}	{{DEC\|−13\|47\|57.7}}	5.53	3.77	73	F7V
{{nsl\|HR 2863}}			93		59256	36258	{{RA\|07\|27\|59.17}}	{{DEC\|−29\|09\|21.2}}	5.55	−1.03	674	B9Vsp...
{{nsl\|HD 53705}}			60		53705	34065	{{RA\|07\|03\|57.40}}	{{DEC\|−43\|36\|32.3}}	5.56	4.51	53	G3V...
{{nsl\|HR 3279}}			292		70442	40944	{{RA\|08\|21\|21.22}}	{{DEC\|−20\|04\|44.4}}	5.58	−0.12	450	A3V
{{nsl\|HR 3266}}			287		70002	40678	{{RA\|08\|18\|17.39}}	{{DEC\|−35\|27\|06.1}}	5.59	0.08	413	K2III
{{nsl\|HR 2994}}			156		62578	37623	{{RA\|07\|43\|12.00}}	{{DEC\|−36\|03\|00.4}}	5.60	−0.72	598	B5V
{{nsl\|HR 3052}}			197		63852	38200	{{RA\|07\|49\|35.43}}	{{DEC\|−33\|17\|20.2}}	5.61	−1.02	691	M0III
{{nsl\|V390 Puppis\|V390 Pup}}			161	V390	62747	37751	{{RA\|07\|44\|34.17}}	{{DEC\|−24\|40\|26.7}}	5.62	−3.16	1863	B2II	style="text-align:left;" \|{{nsl\|Algol variable}}
{{nsl\|HR 3068}}			204		64152	38375	{{RA\|07\|51\|43.05}}	{{DEC\|−21\|10\|25.5}}	5.62	1.00	274	K0III
{{nsl\|HR 2771}}			81		56813	35181	{{RA\|07\|16\|15.47}}	{{DEC\|−46\|46\|28.6}}	5.64	−0.99	692	K4III
{{nsl\|HR 2899}}			105		60341	36732	{{RA\|07\|33\|19.55}}	{{DEC\|−19\|24\|44.5}}	5.64	0.88	292	K0III
{{nsl\|HR 2988}}			154		62412	37590	{{RA\|07\|42\|48.15}}	{{DEC\|−26\|21\|04.5}}	5.64	0.59	333	K1III
{{nsl\|V378 Puppis\|V378 Pup}}			122	V378	60855	36981	{{RA\|07\|36\|03.90}}	{{DEC\|−14\|29\|34.0}}	5.66	−2.87	1655	B2/3V(n)	style="text-align:left;" \|Be star
{{nsl\|HR 3194}}			257		67880	39943	{{RA\|08\|09\|28.54}}	{{DEC\|−16\|14\|56.1}}	5.66	−1.59	921	B4V
{{nsl\|HR 3308}}			301		71141	41242	{{RA\|08\|24\|55.20}}	{{DEC\|−23\|09\|13.7}}	5.67	−0.76	631	A1III/IV
{{nsl\|MY Puppis\|MY Pup}}	y³		142	MY	61715	37174	{{RA\|07\|38\|18.21}}	{{DEC\|−48\|36\|05.2}}	5.68	−5.26	5015	F4Iab	style="text-align:left;" \|{{nsl\|Delta Cephei variable\|δ Cep variable}}, Y in Lacaille
{{nsl\|PT Puppis\|PT Pup}}			125	PT	61068	37036	{{RA\|07\|36\|41.04}}	{{DEC\|−19\|42\|08.5}}	5.69	−2.89	1698	B2II	style="text-align:left;" \|β Cep variable
{{nsl\|HD 61391}}	y²		130		61391	37043	{{RA\|07\|36\|43.93}}	{{DEC\|−48\|49\|48.6}}	5.69	−0.23	497	B9V	Y in Lacaille
{{nsl\|10 Puppis\|10 Pup}}		10	206		64238	38427	{{RA\|07\|52\|18.88}}	{{DEC\|−14\|50\|46.2}}	5.69	−2.11	1185	F2IV/V
{{nsl\|HR 3281}}			293		70523	40990	{{RA\|08\|21\|54.66}}	{{DEC\|−17\|35\|10.7}}	5.71	0.99	286	K0III
{{nsl\|PR Puppis\|PR Pup}}			77	PR	56455	35029	{{RA\|07\|14\|46.03}}	{{DEC\|−46\|50\|58.8}}	5.72	0.14	425	A0p	style="text-align:left;" \|α² CVn variable
{{nsl\|HD 61878}}	d²		144		61878	37322	{{RA\|07\|39\|43.83}}	{{DEC\|−38\|08\|21.6}}	5.73	−0.64	612	B5V
{{nsl\|HD 45572\|G Pup}}	G		15		45572	30591	{{RA\|06\|25\|43.66}}	{{DEC\|−48\|10\|36.7}}	5.76	−0.82	675	B9V
{{nsl\|HD 61899}}	d³		145		61899	37329	{{RA\|07\|39\|47.88}}	{{DEC\|−38\|15\|38.4}}	5.76	−1.91	1116	B3III
{{nsl\|HR 3242}}			278		69123	40344	{{RA\|08\|14\|13.29}}	{{DEC\|−35\|29\|24.3}}	5.77	1.56	227	K1III
{{nsl\|HR 2873}}			96		59550	36362	{{RA\|07\|29\|04.92}}	{{DEC\|−31\|27\|22.4}}	5.78	−1.95	1144	B2IV
{{nsl\|HR 2913}}			116		60666	36848	{{RA\|07\|34\|34.83}}	{{DEC\|−27\|00\|44.8}}	5.78	0.87	313	K1III
{{nsl\|HD 61641}}	e		138		61641	37223	{{RA\|07\|38\|43.90}}	{{DEC\|−36\|29\|48.6}}	5.78	−1.58	964	B3III
D Pup	D		66		54475	34339	{{RA\|07\|07\|07.09}}	{{DEC\|−40\|53\|35.9}}	5.80	−1.26	842	B3V
{{nsl\|HR 3007}}			164		62781	37710	{{RA\|07\|44\|09.74}}	{{DEC\|−36\|03\|45.8}}	5.80	2.61	142	F0IV
{{nsl\|HR 2769}}			79		56733	35202	{{RA\|07\|16\|31.86}}	{{DEC\|−38\|19\|08.2}}	5.81	−0.78	679	B4V
{{nsl\|QS Puppis\|QS Pup}}			200	QS	63949	38159	{{RA\|07\|49\|12.87}}	{{DEC\|−46\|51\|27.9}}	5.82	−3.03	1918	B1.5IV	style="text-align:left;" \|β Cep variable
{{nsl\|HR 3160}}			244		66598	39380	{{RA\|08\|03\|04.17}}	{{DEC\|−32\|27\|48.9}}	5.83	−0.18	518	K2/K3III
{{nsl\|HR 2900}}			106		60345	36721	{{RA\|07\|33\|09.78}}	{{DEC\|−24\|42\|38.8}}	5.84	0.98	306	A3III
{{nsl\|HD 57197\|M Pup}}	M		85		57197	35347	{{RA\|07\|18\|04.26}}	{{DEC\|−43\|59\|12.4}}	5.86	−0.54	621	B8II/III
{{nsl\|HD 60585}}	n		112		60585		{{RA\|07\|34\|19.10}}	{{DEC\|−23\|28\|29.0}}	5.87
{{nsl\|V392 Puppis\|V392 Pup}}			176	V392	63215	37915	{{RA\|07\|46\|10.56}}	{{DEC\|−37\|56\|01.3}}	5.87	−0.57	632	B5V	style="text-align:left;" \|Be star
{{nsl\|HR 3291}}			298		70761	41074	{{RA\|08\|22\|49.94}}	{{DEC\|−26\|20\|53.6}}	5.88			F2Iab
{{nsl\|HR 3011}}			174		62893	37752	{{RA\|07\|44\|34.20}}	{{DEC\|−37\|56\|34.6}}	5.89	−0.46	608	B8V
{{nsl\|HR 3071}}			208		64225	38267	{{RA\|07\|50\|23.88}}	{{DEC\|−50\|30\|33.7}}	5.89	1.39	259	K2III
{{nsl\|HR 2856}}			91		59026	36143	{{RA\|07\|26\|42.47}}	{{DEC\|−34\|08\|26.5}}	5.90	−1.47	973	B4V
{{nsl\|HR 3023}}			178		63271	37995	{{RA\|07\|47\|12.56}}	{{DEC\|−22\|31\|10.3}}	5.90	−1.51	988	B1/B2V
{{nsl\|HR 3154}}			241		66358	39251	{{RA\|08\|01\|37.53}}	{{DEC\|−37\|17\|01.4}}	5.90	−0.41	595	A3IV
{{nsl\|HR 2960}}			141		61774	37364	{{RA\|07\|40\|13.53}}	{{DEC\|−19\|39\|39.2}}	5.92	−0.80	720	K0III
{{nsl\|HD 41742/41700\|HD 41742}}			2		41742	28790	{{RA\|06\|04\|40.17}}	{{DEC\|−45\|04\|46.4}}	5.93	3.77	87	F6V	A component of the quadruple HD 41742/41700 {{nsl\|star system}}
{{nsl\|HR 2558}}			40		50445	32938	{{RA\|06\|51\|42.45}}	{{DEC\|−36\|13\|48.5}}	5.94	2.23	180	A3V
{{nsl\|V363 Puppis\|V363 Pup}}			69	V363	55718	34817	{{RA\|07\|12\|25.83}}	{{DEC\|−36\|32\|39.8}}	5.94	−1.27	903	B4V	{{nsl\|Slowly pulsating B-type star\|Slowly pulsating B variable}}
{{nsl\|V397 Puppis\|V397 Pup}}			195	V397	63786	38167	{{RA\|07\|49\|14.65}}	{{DEC\|−35\|14\|35.9}}	5.94	0.11	478	B9V	style="text-align:left;" \|{{nsl\|Algol variable}}
{{nsl\|HR 2759}}			76		56410	35054	{{RA\|07\|14\|57.15}}	{{DEC\|−41\|25\|35.1}}	5.95	−0.19	552	B4III/IV
					59499	36345	{{RA\|07\|28\|51.16}}	{{DEC\|−31\|50\|54.3}}	5.95	−0.31	582	B3V+...
{{nsl\|HD 69830}}			285		69830	40693	{{RA\|08\|18\|23.78}}	{{DEC\|−12\|37\|47.2}}	5.95	5.45	41	K0V	style="text-align:left;" \| has three {{nsl\|Neptune}}-mass {{nsl\|extrasolar planet\|planets}} ({{nsl\|HD 69830 b\|b}}, {{nsl\|HD 69830 c\|c}}, & {{nsl\|HD 69830 d\|d}}), {{nsl\|asteroid belt}}
{{nsl\|HR 3320}}			305		71267	41328	{{RA\|08\|25\|55.60}}	{{DEC\|−14\|55\|47.1}}	5.96	0.91	333	A3m...
{{nsl\|V438 Puppis\|V438 Pup}}			307	V438	71302	41250	{{RA\|08\|24\|57.22}}	{{DEC\|−42\|46\|11.5}}	5.97	−3.92	3105	B3V	style="text-align:left;" \|Algol variable
{{nsl\|HR 2860}}			92		59136	36236	{{RA\|07\|27\|42.94}}	{{DEC\|−22\|51\|33.1}}	5.98	−1.18	881	B5III
{{nsl\|HR 3137}}			235		65904	39014	{{RA\|07\|59\|01.81}}	{{DEC\|−45\|12\|57.1}}	5.98	−1.61	1076	B4V
{{nsl\|V468 Puppis\|V468 Pup}}	d⁴		146	V468	61925	37345	{{RA\|07\|39\|57.99}}	{{DEC\|−37\|34\|45.9}}	5.99	−2.10	1353	B4III	style="text-align:left;" \|Be star
{{nsl\|HR 3148}}			239		66210	39122	{{RA\|08\|00\|14.72}}	{{DEC\|−48\|58\|53.8}}	6.01	0.70	377	A2V
{{nsl\|HR 3316}}			303		71196	41282	{{RA\|08\|25\|19.02}}	{{DEC\|−21\|02\|46.0}}	6.01	3.36	111	F2/F3V
{{nsl\|HR 3020}}			177		63118	37823	{{RA\|07\|45\|18.05}}	{{DEC\|−43\|45\|09.2}}	6.02	−1.15	886	B6IV
{{nsl\|HR 3101}}			223		65211	38732	{{RA\|07\|55\|46.60}}	{{DEC\|−43\|50\|42.2}}	6.02	−1.08	856	B6V
{{nsl\|HR 2868}}			94		59438	36395	{{RA\|07\|29\|21.98}}	{{DEC\|−14\|59\|53.1}}	6.05	3.39	111	F5V
{{nsl\|QU Puppis\|QU Pup}}			210	QU	64365	38370	{{RA\|07\|51\|40.36}}	{{DEC\|−42\|53\|17.6}}	6.05	−2.61	1762	B2IV	style="text-align:left;" \|β Cep variable
{{nsl\|2 Puppis\|2 Pup A}}		2	166		62864	37843	{{RA\|07\|45\|29.14}}	{{DEC\|−14\|41\|25.7}}	6.06	0.85	359	A6/A7
{{nsl\|HR 3239}}			275		69080	40341	{{RA\|08\|14\|11.04}}	{{DEC\|−32\|08\|26.6}}	6.07	−2.35	1575	B2V
{{nsl\|NO Puppis}}			312		71487	41361	{{RA\|08\|26\|17.74}}	{{DEC\|−39\|03\|32.3}}	6.07	−0.30	613	B9IV/V
{{nsl\|HR 2685}}			63		54153	34253	{{RA\|07\|06\|02.26}}	{{DEC\|−38\|22\|58.4}}	6.09	−0.44	660	G0III
{{nsl\|HR 3111}}			226		65442	38845	{{RA\|07\|56\|57.81}}	{{DEC\|−42\|24\|23.5}}	6.09	−0.58	703	K3III
{{nsl\|HR 2913}}			113		60646	36807	{{RA\|07\|34\|12.86}}	{{DEC\|−33\|27\|48.9}}	6.11	1.39	287	A9IV
{{nsl\|HR 3051}}			194		63822	38246	{{RA\|07\|50\|05.67}}	{{DEC\|−19\|31\|24.8}}	6.11	−2.69	1874	K1III
{{nsl\|HR 3241}}			277		69082	40324	{{RA\|08\|13\|58.71}}	{{DEC\|−36\|20\|26.9}}	6.11	−2.18	1482	B2IV/V
{{nsl\|14 Puppis\|14 Pup}}		14	247		66834	39524	{{RA\|08\|04\|41.42}}	{{DEC\|−19\|43\|41.4}}	6.12	−2.30	1575	B3III
{{nsl\|HR 3276}}			291		70302	40876	{{RA\|08\|20\|27.36}}	{{DEC\|−22\|55\|28.8}}	6.12	−0.58	712	G8/K0III
{{nsl\|PY Puppis\|PY Pup}}			240	PY	66255	39153	{{RA\|08\|00\|28.97}}	{{DEC\|−48\|52\|18.4}}	6.13	−2.20	1509	A0p	style="text-align:left;" \|α² CVn variable
{{nsl\|22 Puppis\|22 Pup}}		22	296		70673	41067	{{RA\|08\|22\|46.87}}	{{DEC\|−13\|03\|16.8}}	6.13	0.63	411	K0III
{{nsl\|V368 Puppis\|V368 Pup}}			90	V368	58634	35960	{{RA\|07\|24\|47.36}}	{{DEC\|−37\|17\|28.5}}	6.14	−0.50	694	A8V	style="text-align:left;" \|δ Sct variable
T Pup			189	T	63640	38074	{{RA\|07\|48\|08.55}}	{{DEC\|−40\|39\|08.3}}	6.14	−0.19	600	M2III	Classed as not variable
{{nsl\|HR 3092}}			220		64876	38635	{{RA\|07\|54\|39.93}}	{{DEC\|−34\|50\|48.1}}	6.14	−0.45	678	K4III
{{nsl\|HR 2677}}			62		53952	34200	{{RA\|07\|05\|32.05}}	{{DEC\|−34\|46\|40.1}}	6.15	2.42	182	F2V
{{nsl\|HR 3177}}			251		67243	39617	{{RA\|08\|05\|44.89}}	{{DEC\|−33\|34\|10.0}}	6.15	−3.94	3396	G1Ib
{{nsl\|HR 3253}}			282		69511	40485	{{RA\|08\|15\|58.83}}	{{DEC\|−35\|54\|11.5}}	6.15	−2.67	1895	K2III
{{nsl\|HR 3286}}			297		70612	40947	{{RA\|08\|21\|24.18}}	{{DEC\|−39\|37\|14.6}}	6.15	2.01	219	A4V
{{nsl\|HR 2475}}			23		48383	32007	{{RA\|06\|41\|14.17}}	{{DEC\|−40\|20\|59.5}}	6.16	−1.40	1058	B4V
{{nsl\|HR 2976}}			149		62082	37465	{{RA\|07\|41\|23.53}}	{{DEC\|−22\|20\|12.3}}	6.16	−0.95	860	M0/M1III
{{nsl\|V339 Puppis\|V339 Pup}}			30	V339	49336	32434	{{RA\|06\|46\|12.16}}	{{DEC\|−37\|46\|31.3}}	6.19	−2.05	1449	B3Vne	style="text-align:left;" \|Be star
{{nsl\|HR 2955}}			137		61642	37202	{{RA\|07\|38\|32.53}}	{{DEC\|−38\|46\|53.0}}	6.20	0.79	393	G8III
					60325	36736	{{RA\|07\|33\|22.19}}	{{DEC\|−14\|20\|17.9}}	6.21	−2.12	1509	B2II
{{nsl\|HR 3118}}			229		65598	38879	{{RA\|07\|57\|20.08}}	{{DEC\|−47\|53\|26.6}}	6.21	−1.24	1009	B5V
{{nsl\|HR 3199}}			260		67977	39920	{{RA\|08\|09\|10.19}}	{{DEC\|−35\|27\|18.2}}	6.21	0.82	389	G8III
{{nsl\|HR 3251}}			281		69445	40476	{{RA\|08\|15\|52.57}}	{{DEC\|−30\|55\|33.3}}	6.22	1.07	349	G6:III+...
{{nsl\|HR 2612}}			48		51825	33451	{{RA\|06\|57\|17.61}}	{{DEC\|−35\|30\|25.9}}	6.23	3.05	141	F5V
{{nsl\|HR 2626}}			51		52362	33590	{{RA\|06\|58\|41.74}}	{{DEC\|−45\|46\|03.3}}	6.23	0.66	424	A0V
{{nsl\|HR 3042}}			186		63655	38184	{{RA\|07\|49\|28.81}}	{{DEC\|−13\|21\|10.5}}	6.23	−2.57	1874	B8/B9II
{{nsl\|HR 2594}}			45		51266	33139	{{RA\|06\|54\|02.31}}	{{DEC\|−50\|36\|43.7}}	6.24	2.59	175	K0/K1III
{{nsl\|HR 2187}}			7		42448	29129	{{RA\|06\|08\|34.64}}	{{DEC\|−44\|21\|22.4}}	6.26	−0.55	751	B8II
					59235	36264	{{RA\|07\|28\|01.92}}	{{DEC\|−26\|50\|20.4}}	6.26	−0.28	664	K4III
{{nsl\|HR 2604}}			46		51682	33394	{{RA\|06\|56\|45.70}}	{{DEC\|−35\|20\|28.9}}	6.27	−0.21	644	K2III
{{nsl\|V376 Puppis\|V376 Pup}}			110	V376	60559	36728	{{RA\|07\|33\|13.17}}	{{DEC\|−40\|03\|30.7}}	6.27	−0.30	672	B8IV (p Si)	style="text-align:left;" \|β Lyr variable
{{nsl\|HR 3205}}			264		68242	39974	{{RA\|08\|09\|47.70}}	{{DEC\|−42\|38\|27.0}}	6.27	−1.12	979	B+...
{{nsl\|HR 2211}}			9		42834	29304	{{RA\|06\|10\|39.93}}	{{DEC\|−45\|16\|55.2}}	6.28	−0.26	663	A0V
{{nsl\|HR 2482}}			26		48543	32091	{{RA\|06\|42\|16.39}}	{{DEC\|−38\|23\|55.7}}	6.28	1.48	298	A+...
{{nsl\|PX Puppis\|PX Pup}}			221	PX	65183	38792	{{RA\|07\|56\|22.72}}	{{DEC\|−30\|17\|04.3}}	6.28	−1.59	1221	M5/M6III	Irregular variable
{{nsl\|HR 3166}}			249		66812	39420	{{RA\|08\|03\|29.62}}	{{DEC\|−42\|56\|54.0}}	6.28	−0.61	780	G8II
{{nsl\|V436 Puppis\|V436 Pup}}			300	V436	70946	41107	{{RA\|08\|23\|16.93}}	{{DEC\|−38\|17\|09.8}}	6.28	−1.88	1399	M2III	{{nsl\|Slow irregular variable\|Lb variable}}
{{nsl\|HR 2488}}			27		48797	32208	{{RA\|06\|43\|23.35}}	{{DEC\|−39\|11\|35.1}}	6.30	0.17	549	A8:+...
{{nsl\|HR 2794}}			86		57299	35463	{{RA\|07\|19\|13.70}}	{{DEC\|−33\|43\|37.7}}	6.31	−0.45	734	K2/K3III
					63291	37939	{{RA\|07\|46\|33.45}}	{{DEC\|−37\|46\|21.0}}	6.31	0.00	597	K3III
{{nsl\|QY Puppis\|QY Pup}}				QY	63302	38031	{{RA\|07\|47\|38.53}}	{{DEC\|−15\|59\|26.5}}	6.31	−2.91	2280	K3Iab/b	{{nsl\|Semiregular variable star\|Semiregular variable (SRd)}}
{{nsl\|HR 3155}}			242		66435	39299	{{RA\|08\|02\|06.13}}	{{DEC\|−37\|03\|00.3}}	6.31	−0.70	823	M3III
{{nsl\|NP Puppis\|NP Pup}}			44	NP	51208	33189	{{RA\|06\|54\|26.68}}	{{DEC\|−42\|21\|56.2}}	6.32	−1.79	1364	C3II	Irregular (Lb) variable
{{nsl\|HR 2829}}			89		58420	35893	{{RA\|07\|23\|58.34}}	{{DEC\|−35\|50\|16.3}}	6.32	−0.33	697	B5V
{{nsl\|HR 3057}}			201		63948	38183	{{RA\|07\|49\|28.32}}	{{DEC\|−44\|45\|04.4}}	6.32	1.30	329	K0III
{{nsl\|21 Puppis\|21 Pup}}		21	284		69665	40604	{{RA\|08\|17\|23.14}}	{{DEC\|−16\|17\|06.3}}	6.32	−0.78	858	A1V
{{nsl\|OX Puppis\|OX Pup}}			182	OX	63401	37982	{{RA\|07\|47\|05.77}}	{{DEC\|−39\|19\|51.7}}	6.33	−0.28	685	Ap Si	style="text-align:left;" \|α² CVn variable
{{nsl\|HR 2933}}			126		61227	37089	{{RA\|07\|37\|16.93}}	{{DEC\|−23\|46\|31.5}}	6.34	−9.14	40750	F0Ib
					63696	38206	{{RA\|07\|49\|39.98}}	{{DEC\|−14\|05\|07.3}}	6.34	−0.96	939	K5III
{{nsl\|HR 3074}}			209		64287	38355	{{RA\|07\|51\|20.34}}	{{DEC\|−43\|05\|42.9}}	6.34	−2.09	1583	B2IV-V
{{nsl\|HD 41742/41700\|HD 41700}}			1		41700	28764	{{RA\|06\|04\|28.51}}	{{DEC\|−45\|02\|13.9}}	6.35	4.22	87	F7.5V	A component of the quadruple HD 41742/41700 {{nsl\|star system}}
{{nsl\|HR 2895}}			104		60312	36657	{{RA\|07\|32\|22.28}}	{{DEC\|−35\|57\|40.3}}	6.35	−0.43	739	B8V
{{nsl\|HR 3142}}			236		66005	39035	{{RA\|07\|59\|12.31}}	{{DEC\|−49\|58\|36.7}}	6.35	−1.63	1283	B2IV-V
					66885	39514	{{RA\|08\|04\|32.65}}	{{DEC\|−25\|41\|58.9}}	6.35	−0.66	823	K5/M0III
{{nsl\|PQ Puppis\|PQ Pup}}			258	PQ	67888	39866	{{RA\|08\|08\|37.65}}	{{DEC\|−37\|40\|52.5}}	6.36	−2.32	1772	B3V	style="text-align:left;" \|γ Cas variable
{{nsl\|8 Puppis\|8 Pup}}		8	203		64077	38372	{{RA\|07\|51\|40.88}}	{{DEC\|−12\|49\|09.8}}	6.37	2.00	244	F3IV
{{nsl\|HR 3143}}			237		66006	39038	{{RA\|07\|59\|13.57}}	{{DEC\|−49\|58\|25.6}}	6.37	−0.68	838	B2IV-V
{{nsl\|HR 3190}}			255		67751	39876	{{RA\|08\|08\|43.58}}	{{DEC\|−20\|21\|47.4}}	6.37	−1.87	1449	A3III
{{nsl\|HR 2945}}			131		61453	37128	{{RA\|07\|37\|45.03}}	{{DEC\|−38\|00\|38.1}}	6.38	0.18	566	K4III
{{nsl\|HR 3027}}			179		63323	38037	{{RA\|07\|47\|45.21}}	{{DEC\|−16\|00\|52.1}}	6.38	−2.95	2397	K5II/III
					69002	40291	{{RA\|08\|13\|41.05}}	{{DEC\|−33\|34\|10.4}}	6.38	1.07	377	K2III
{{nsl\|HR 2641}}			54		52703	33774	{{RA\|07\|00\|49.74}}	{{DEC\|−33\|27\|56.6}}	6.39	0.85	418	G8II/III
{{nsl\|HR 3019}}			170		63112	37951	{{RA\|07\|46\|44.72}}	{{DEC\|−12\|40\|31.1}}	6.39	−0.96	962	B9III
					60951	36986	{{RA\|07\|36\|07.42}}	{{DEC\|−22\|09\|37.7}}	6.40	−0.23	691	K1II
{{nsl\|HD 61589}}			135		61589	37289	{{RA\|07\|39\|24.20}}	{{DEC\|−16\|50\|50.1}}	6.40	−0.15	667	K3III
{{nsl\|HR 3233}}			272		68862	40220	{{RA\|08\|12\|51.56}}	{{DEC\|−37\|55\|28.1}}	6.40	0.22	561	A3V
{{nsl\|HR 2984}}			153		62318	37461	{{RA\|07\|41\|21.72}}	{{DEC\|−44\|37\|55.8}}	6.41	−1.31	1140	B7IV/V
{{nsl\|HR 2563}}			41		50621	32918	{{RA\|06\|51\|32.56}}	{{DEC\|−48\|17\|33.8}}	6.42	−0.22	695	K2/K3III
{{nsl\|HR 3001}}			160		62712	37666	{{RA\|07\|43\|42.93}}	{{DEC\|−38\|12\|06.9}}	6.42	0.17	580	B8IV
{{nsl\|HR 3219}}			265		68450	40063	{{RA\|08\|11\|01.69}}	{{DEC\|−37\|17\|32.6}}	6.42	−2.96	2451	B0III
					69904	40639	{{RA\|08\|17\|46.15}}	{{DEC\|−36\|04\|03.3}}	6.42	−4.18	4289	M0III + A3/5
					61750	37375	{{RA\|07\|40\|21.02}}	{{DEC\|−11\|45\|09.1}}	6.43	0.34	538	K2
{{nsl\|HR 3060}}			202		64042	38316	{{RA\|07\|51\|00.08}}	{{DEC\|−24\|31\|42.6}}	6.43	0.48	505	B9.5V
{{nsl\|HD 69879\|HR 3261}}			286		69879	40656	{{RA\|08\|17\|58.26}}	{{DEC\|−30\|00\|13.3}}	6.43	0.65	466	K0III
{{nsl\|HR 2658}}			57		53253	33909	{{RA\|07\|02\|15.48}}	{{DEC\|−43\|24\|13.9}}	6.44	0.95	408	A0V
{{nsl\|HR 3275}}			290		70235	40787	{{RA\|08\|19\|29.52}}	{{DEC\|−34\|35\|24.5}}	6.44	−0.55	815	B8Ib/II
{{nsl\|HR 3317}}			304		71231	41306	{{RA\|08\|25\|39.37}}	{{DEC\|−17\|26\|21.9}}	6.44	−0.21	698	K1III
{{nsl\|HR 3069}}			207		64181	38292	{{RA\|07\|50\|42.52}}	{{DEC\|−44\|34\|47.9}}	6.45	0.27	561	G6III
					64974	38686	{{RA\|07\|55\|13.87}}	{{DEC\|−30\|55\|03.8}}	6.45	−1.54	1294	K4III
					63399	37996	{{RA\|07\|47\|14.62}}	{{DEC\|−36\|04\|25.2}}	6.46	0.87	428	K1III
					65638	38925	{{RA\|07\|57\|54.79}}	{{DEC\|−40\|47\|03.7}}	6.46	0.24	573	K0III
{{nsl\|HR 2579}}			43		50860	33015	{{RA\|06\|52\|47.14}}	{{DEC\|−43\|58\|32.2}}	6.47	0.90	424	B8V
					54179	34177	{{RA\|07\|05\|16.39}}	{{DEC\|−50\|21\|36.5}}	6.47	−0.44	787	K3III
{{nsl\|HR 2178}}			4		42168	28988	{{RA\|06\|07\|01.83}}	{{DEC\|−45\|05\|29.8}}	6.48	1.19	372	K1III
{{nsl\|HR 2204}}			8		42683	29185	{{RA\|06\|09\|23.43}}	{{DEC\|−49\|33\|46.8}}	6.48	2.58	196	F8V
{{nsl\|V420 Puppis\|V420 Pup}}				V420	67698	39834	{{RA\|08\|08\|19.36}}	{{DEC\|−23\|37\|04.0}}	6.49		1299	B3III/IV	style="text-align:left;" \|Be star
{{nsl\|HD 63734}}			193		63734	38209	{{RA\|07\|49\|40.80}}	{{DEC\|−19\|30\|19.7}}	6.49	0.96	417	K2III
{{nsl\|HR 2956}}			139		61672	37293	{{RA\|07\|39\|26.98}}	{{DEC\|−26\|51\|47.1}}	6.50	−0.50	819	B6V
					67408	39730	{{RA\|08\|07\|16.03}}	{{DEC\|−17\|22\|07.7}}	6.50	0.05	637	K1III
{{nsl\|R Puppis}}			148	R	62058	37415	{{RA\|07\|40\|52.60}}	{{DEC\|−31\|39\|40.2}}	6.56			G2Ia-0
{{nsl\|2 Puppis\|2 Pup B}}		2			62863	37842	{{RA\|07\|45\|28.74}}	{{DEC\|−14\|41\|10.0}}	7.03	1.57	402	A0/A1V
{{nsl\|HD 70642}}					70642	40952	{{RA\|08\|21\|28.14}}	{{DEC\|−39\|42\|19.5}}	7.18	4.89	94	G6V	style="text-align:left;" \| has a planet ({{nsl\|HD 70642 b\|b}})
{{nsl\|HD 50499}}					50499	32970	{{RA\|06\|52\|02}}	{{DEC\|−33\|54\|56}}	7.22		154	GIV	style="text-align:left;" \| has a planet ({{nsl\|HD 50499 b\|b}}) and unconfirmed planet ({{nsl\|HD 50499 c\|c}})
{{nsl\|HD 55696}}					55696	34801	{{RA\|07\|12\|15.0}}	{{DEC
38\|10\|28}}	7.9		235	G0V	style="text-align:left;" \| has a planet ({{nsl\|HD 55696 b\|b}})
{{nsl\|HD 48265}}					48265	31895	{{RA\|06\|40\|01.73}}	{{DEC\|−48\|32\|31.0}}	8.07	3.36	285	G5IV/V	style="text-align:left;" \| Nosaxa,{{Cite web\|url=http://www.nameexoworlds.iau.org/argentina\|title=Argentina\|website={{nsl\|NameExoWorlds}}\|language=en\|access-date=2019-12-23}} has a planet ({{nsl\|HD 48265 b\|b}})
{{nsl\|NGC 2423-3}}							{{RA\|07\|37\|09}}	{{DEC\|−13\|54\|24}}	9.45	0.03	2500		style="text-align:left;" \| individual star of {{nsl\|open cluster}} {{nsl\|NGC 2423}}, has a planet ({{nsl\|NGC 2423-3 b\|b}})
{{nsl\|HIP 38594}}						38594	{{RA\|07\|54\|11.0}}	{{DEC
25\|18\|11}}	9.7		58	M0	style="text-align:left;" \| has two planets ({{nsl\|HIP 38594 b\|b}} & {{nsl\|HIP 38594 c\|c}})
{{nsl\|WASP-121}}							{{RA\|07\|10\|24.0}}	{{DEC
39\|05\|51}}	10.4		881	F6V	style="text-align:left;" \| has a {{nsl\|transiting planet}} ({{nsl\|WASP-121b\|b}})
{{nsl\|WASP-122}}							{{RA\|07\|13\|12.0}}	{{DEC
42\|24\|35}}	11.0			G4	style="text-align:left;" \| has a transiting planet ({{nsl\|WASP-122b\|b}})
{{nsl\|WASP-168}}							{{RA\|06\|26\|59.0}}	{{DEC
46\|49\|17}}	11.0			F9V	style="text-align:left;" \| has a transiting planet ({{nsl\|WASP-168b\|b}})
{{nsl\|WASP-161}}							{{RA\|08\|25\|21.1}}	{{DEC
11\|30\|03}}	11.1			F6	style="text-align:left;" \| Tislit; has a transiting planet ({{nsl\|WASP-161b\|b}})
{{nsl\|WASP-23}}							{{RA\|06\|44\|31.0}}	{{DEC
42\|45\|43}}	12.7			K1V	style="text-align:left;" \| has a transiting planet (b) {{Starlist Legend}}

References

{{Cite web

| last = ESA

| author-link = European Space Agency

| title = The Hipparcos and Tycho Catalogues

| date = 1997

| url = http://cdsarc.u-strasbg.fr/viz-bin/Cat?I/239

| access-date = 2006-12-26 }}

{{Cite web

| last = Kostjuk

| first = N. D.

| title = HD-DM-GC-HR-HIP-Bayer-Flamsteed Cross Index

| date = 2002

| url = http://cdsarc.u-strasbg.fr/viz-bin/Cat?IV/27

| access-date = 2006-12-26 }}

{{Cite web

| last = Roman

| first = N. G.

| title = Identification of a Constellation from a Position

| date = 1987

| url = http://cdsarc.u-strasbg.fr/viz-bin/Cat?VI/42

| access-date = 2006-12-26 }}

{{Cite web

|last=Gould

|first=B. A.

|title=Uranometria Argentina

|publisher=Reprinted and updated by Pilcher, F

|url=http://www.uranometriaargentina.com/

|access-date=2010-07-16

|url-status=dead

|archive-url=https://web.archive.org/web/20120227032716/http://www.uranometriaargentina.com/

|archive-date=2012-02-27

}}

{{cite journal

| bibcode=1845tcot.book.....B | title=The Catalogue of Stars of the British Association for the Advancement of Science | journal=The Catalogue of Stars of the British Association for the Advancement of Science; Containing the Mean Right Ascensions and North Polar Distances of Eight Thousand Three Hundred and Seventy-Seven Fixed Stars | last1=Baily | first1=Francis | year=1845 }}

{{cite book|title=Coelum australe stelliferum ...|url=https://books.google.com/books?id=LIo_AAAAcAAJ&pg=PP7|year=1763|publisher=H L Guerin & L F Delatour|pages=7–}}
{{ cite web

| title = Naming Stars

| url = https://www.iau.org/public/themes/naming_stars/

| access-date = 4 July 2018}}

*List

Puppis

List of stars in Puppis

See also

References