HomeHorses

Horse Profile

Sweet Clementine
Stable

Trained by Rachael Cunningham at Cranbourne, Sweet Clementine is a 2024 year old mare by the sire Churchill Downs, out of the dam Miss Academic.

She has won a total of 4 races from 44 starts for a win percentage of 9%. Her career earnings are $88k, with the biggest win of her career coming at Moe on January 16th in 2017 when she won $2,720 in the Stirloch (a handicap race over 1,100 metres).

Betting level stakes of $100 win on all of the horse's starts would have yielded a loss of $-1000.

The mare tends to run better on good ground, with an average prize money per start of $2k in those conditions.

Career Statistics

Overall
Prize Money
$88k
Starts
44
Wins
4
Second
2
Third
3
Win %
9
Place %
20
Profit
-10.0
Conditions
Good
18
1-1-1
$2k
Soft
12
1-0-1
$2k
Heavy
6
0-0-0
$0k
Race Standard
All
0
0-0-0
Group 1
0
0-0-0
Group 2
0
0-0-0
Group 3
0
0-0-0
Race Distance
1170m
1
0-0-0
-1
1590m
1
0-0-0
-1
1300m
1
0-0-0
-1
1200m
4
0-0-0
-4
1100m
2
0-1-0
-2
1106m
1
0-0-0
-1
Race Track
Echuca
1
0-0-0
-1
Wangaratta
1
0-0-0
-1
Geelong Synthetic
2
0-0-0
-2
Bairnsdale
1
0-0-0
-1
Moe
4
0-1-0
-4
Pakenham Synthetic
1
0-0-0
-1
Race State
VIC
10
0-1-0

Race History

Oct-2 17
10/14
6.0
101
Echuca
4
1170
Bourke Builder (Bm58)
$0k
$18k
55½
75.32
-
11,8
Aug-28 17
14/
16.1
31
Wangaratta
6
1590
Sign Effects (Bm58)
$0k
$18k
56
115.67
-
12
9,9,9
-5
Aug-15 17
8/
6.9
31
Geelong Synthetic
99
1300
Rosemont Stud (Bm58)
$0k
$18k
56½
85.18
-
11,8
Jul-25 17
4/
3.6
11
Bairnsdale
4
1200
Tim Bull Mp (Bm58)
$1k
$16k
59
75.48
-
4,4
Jul-15 17
6/
3.8
14
Moe
8
1200
Moe Cup 19th October Handicap (58)
$0k
$16k
57½
80.46
-
9,8
Jun-24 17
7/
2.4
16
Moe
7
1200
Turfside Bar & Grill Handicap (58)
$0k
$16k
58
78.64
-
10,9
Jun-13 17
10/
11.9
21
Pakenham Synthetic
99
1200
(Bm58)
$0k
$16k
58½
84.82
-
11,12
Jun-2 17
4/
2.3
8.5
Geelong Synthetic
99
1100
Ritchie Bros Auctioneers-Bm58
$1k
$16k
60½
68.13
-
7,7
Feb-3 17
7/
2.9
7
Moe
4
1106
Win Network (Bm58)
$0k
$16k
61
69.32
-
9,10
Jan-16 17
2/
2.0
4.4
Moe
5
1100
Stirloch (Bm58)
$3k
$16k
61
67.95
-
7,5