KINNEGO BAY Thoroughbred



Kinnego Bay is a thoroughbred horse born in Ireland in 2005. Race horse Kinnego Bay is by Hennessy (USA) out of New Music (USA) , trained by B W Hills. Kinnego Bay form is available here. Owned by MR JOHN C GRANT & MR R J ARCULLI.


Pedigree :
Sire HENNESSY (USA) 1993
Dam NEW MUSIC (USA) 1997
Dam Sire PROSPECTOR'S MUSIC (USA) 1989

About the horse :
Description 19yo ch Horse
Trainer B W Hills
Owner Mr John C Grant & Mr R J Arculli
Career 1 Win (10%) - 2 Placings (30%) - 10 starts
Wins 1408m (1)
PM United Kingdom : GBP £3,876

Sale Information :
offline

2009 Spring HIT Sale (250)  

Culworth Grounds Farm 

Mountain, Mrs. D.

GBP £ 7,500

offline

2008 Autumn Horses in Training Sale (524)  

Faringdon Place Stables 

P Mason

GNS 8,000

offline

2006 Million Sale (368)  

Lynn Lodge Stud 

Bba Ireland Ltd

EUR € 175,000

offline

2005 December Foal Sale (1160)  

Norelands Stud, Ireland 

Margaret O'toole

GNS 25,000



Starts:

10

Win Rate:

10%

Place Rate:

30%










Kinnego Bay Past Races

5 of 11, 16 Oct 2008, R5 TRANSPLANTS IN MIND HANDICAP 7f | GBP £ 3,108 | 59.0kg | J: MICHAEL HILLS | T: B HILLS | | 1:24.38 | Winner: SENDRENI
2 of 11, 07 Oct 2008, R3 GARDEN OF ENGLAND HANDICAP 7f | GBP £ 2,914 | 56.0kg | J: R HUGHES | T: B HILLS | | 1:30.19 | Winner: GRANARY
5 of 11, 03 Aug 2007, R3 UNICORN ASSET MANAGEMENT JULY COURSE SERIES E.B.F. MAIDEN STAKES (QUALIFIER) 6f | GBP £ 6,477 | 58.5kg | J: MICHAEL HILLS | T: B HILLS | | 1:13.20 | Winner: CAPTAIN BRILLIANCE



Horse Stat

Jockey
Win
Win%
Place
Place%
Starts
PM
Profit
POT
CHRIS CATLIN 1 50% 0 0% 2 $5,309 70 400
MICHAEL HILLS 0 0% 1 20% 5 $859 -50 0
R HUGHES 0 0% 1 100% 1 $1,777 -10 0
T P O'SHEA 0 0% 0 0% 1 $0 -10 0
ADAM KIRBY 0 0% 0 0% 1 $0 -10 0

Course
Win
Win%
Place
Place%
Starts
PM
Profit
POT
FOLKESTONE 1 50% 1 50% 2 $7,086 70 400
WINDSOR 0 0% 1 50% 2 $859 -20 0
WOLVERHAMPTON 0 0% 0 0% 1 $0 -10 0
NEWMARKET (ROWLEY) 0 0% 0 0% 1 $0 -10 0
NEWMARKET (JULY) 0 0% 0 0% 2 $0 -20 0
CHELMSFORD 0 0% 0 0% 1 $0 -10 0
BRIGHTON 0 0% 0 0% 1 $0 -10 0