CANDY MOUNTAIN Thoroughbred



Candy Mountain is a thoroughbred horse born in United Kingdom in 2004. Race horse Candy Mountain is by Selkirk (USA) out of Valthea (FR) , trained by Luca Cumani. Candy Mountain form is available here. Owned by LADY CAROLYN WARREN.


Pedigree :
Sire SELKIRK (USA) 1988
Dam VALTHEA (FR) 1989
Dam Sire ANTHEUS (USA) 1982

About the horse :
Description 20yo ch Mare
Trainer Luca Cumani
Owner Lady Carolyn Warren
Career 1 Win (7%) - 6 Placings (50%) - 14 starts
Wins 2012m (1)
PM United Kingdom : GBP £12,210

Sale Information :
offline

2015 December Breeding Stock Sale (2089)  

Whitsbury Manor Stud 

Stefan Uppstrom

GNS 3,000



Starts:

14

Win Rate:

7%

Place Rate:

50%










Candy Mountain Past Races

7 of 8, 31 Aug 2008, R7 E.B.F. FILLIES' HANDICAP 10f | GBP £ 9,347 | 61.0kg | J: D O'NEILL | T: L CUMANI | | 2:02.13 | Winner: MOON SISTER
3 of 11, 10 Aug 2008, R5 JOHN SMITH'S HANDICAP 10f | GBP £ 5,046 | 61.0kg | J: D O'NEILL | T: L CUMANI | | 2:08.30 | Winner: MAZAAYA
3 of 6, 15 Nov 2007, R4 E.B.F. FILLIES' HANDICAP 10f | GBP £ 8,725 | 57.0kg | J: JIMMY FORTUNE | T: L CUMANI | | 2:06.37 | Winner: BAYLINI



Horse Stat

Jockey
Win
Win%
Place
Place%
Starts
PM
Profit
POT
CONCETTO SANTANGELO 1 100% 0 0% 1 $13,278 50 500
GEORGE BAKER 0 0% 1 100% 1 $1,976 -10 0
E AHERN 0 0% 0 0% 1 $0 -10 0
SEB SANDERS 0 0% 0 0% 2 $0 -20 0
MARTIN DWYER 0 0% 0 0% 1 $0 -10 0
JIMMY FORTUNE 0 0% 2 100% 2 $5,246 -20 0
R L MOORE 0 0% 1 100% 1 $1,976 -10 0
ROBERT HAVLIN 0 0% 0 0% 1 $0 -10 0
K DARLEY 0 0% 1 100% 1 $1,007 -10 0
JIMMY QUINN 0 0% 0 0% 1 $0 -10 0
DANE O'NEILL 0 0% 1 50% 2 $1,548 -20 0

Course
Win
Win%
Place
Place%
Starts
PM
Profit
POT
NEWMARKET (ROWLEY) 1 100% 0 0% 1 $13,278 50 500
LEICESTER 0 0% 2 100% 2 $4,117 -20 0
KEMPTON PARK 0 0% 1 100% 1 $1,976 -10 0
LINGFIELD 0 0% 1 100% 1 $2,677 -10 0
NEWBURY 0 0% 1 50% 2 $1,976 -20 0
NEWCASTLE 0 0% 1 100% 1 $1,007 -10 0
CHEPSTOW 0 0% 0 0% 1 $0 -10 0
DONCASTER 0 0% 0 0% 2 $0 -20 0
WINDSOR 0 0% 0 0% 1 $0 -10 0
ASCOT 0 0% 0 0% 1 $0 -10 0
FOLKESTONE 0 0% 0 0% 1 $0 -10 0