JERUSALEM BAY Thoroughbred



Jerusalem Bay is a thoroughbred horse born in Australia in 2006. Race horse Jerusalem Bay is by Dubleo (USA) out of Pinctada Pearl (NZ) , trained by Kylie Gavenlock. Jerusalem Bay form is available here. Owned by G M FOSTER, MRS C M CRAWLEY, C G CRAWLEY & T R REGAN..


Pedigree :
Sire DUBLEO (USA) 2002
Dam PINCTADA PEARL (NZ) 1997
Dam Sire VOLKSRAAD (GB) 1988

About the horse :
Foal Date 14 Nov 2006
Description 18yo B/BR Gelding
Trainer Kylie Gavenlock
Owner G M Foster, Mrs C M Crawley, C G Crawley & T R Regan.
Career No Wins (0%) - No Places (0%) - 7 starts



Starts:

7

Win Rate:

0%

Place Rate:

0%










Jerusalem Bay Past Races

12 of 14, 17 Dec 2010, R4 SHARPE'S TRACTOR TAREE MDN 1150m | AUD $10,000 | 56.0kg | J: JAKE HULL | T: K GAVENLOCK | | 1:08.73 | Winner: URGENT BELLS
5 of 13, 30 Nov 2010, R2 GO TAB GO RACING MDN PLATE 900m | AUD $10,000 | 58.0kg | J: G BUCKLEY | T: K GAVENLOCK | | 0:52.72 | Winner: LINE HONOURS
5 of 14, 09 Nov 2010, R3 NEWCASTLE HINO MDN PLATE 900m | AUD $10,000 | 55.0kg | J: D PITOMAC | T: K GAVENLOCK | | 0:51.57 | Winner: ANCIENT LAND
11 of 12, 24 Jul 2010, R7 JOHN WHITMORE MEM MDN HCP 1200m | AUD $14,000 | 55.5kg | J: G BUCKLEY | T: K GAVENLOCK | | 1:14.88 | Winner: GUSRICK
5 of 14, 18 Jun 2010, R2 ROYAL HOTEL BRANXTON MDN PLATE 1350m | AUD $9,000 | 58.0kg | J: D SPRIGGS | T: K GAVENLOCK | | 1:26.50 | Winner: SUMMIT
11 of 12, 18 May 2010, R2 ODDFISH MEDIA MDN PLATE 1100m | AUD $16,000 | 56.0kg | J: D SPRIGGS | T: K GAVENLOCK | | 1:04.55 | Winner: ONE SWEET DAY
6 of 9, 01 May 2010, R2 JENNY'S PLACE MDN HCP 1200m | AUD $14,000 | 57.0kg | J: D SPRIGGS | T: K GAVENLOCK | | 1:11.93 | Winner: HIGASHI



Horse Stat

Jockey
Win
Win%
Place
Place%
Starts
PM
Profit
POT
DALE SPRIGGS 0 0% 0 0% 3 $0 -30 0
GRANT BUCKLEY 0 0% 0 0% 2 $0 -20 0
D PITOMAC 0 0% 0 0% 1 $0 -10 0
JAKE HULL 0 0% 0 0% 1 $0 -10 0

Course
Win
Win%
Place
Place%
Starts
PM
Profit
POT
NEWCASTLE 0 0% 0 0% 2 $0 -20 0
WYONG 0 0% 0 0% 1 $0 -10 0
CESSNOCK 0 0% 0 0% 3 $0 -30 0
MUSWELLBROOK 0 0% 0 0% 1 $0 -10 0