Horse
Lady Can Do
Lady Can Do is a thoroughbred horse born in Australia in 1994. Race horse Lady Can Do is by Canny Lad (AUS) out of Lady Dalmary (AUS) , trained by Grant Marshall. Lady Can Do form is available here. Owned by J R BURTON..
Pedigree
| Sire | Canny Lad (AUS) 1987 |
| Dam | Lady Dalmary (AUS) 1978 [By Lorenzaccio (IRE) 1975] |
About the horse
| Description | 30yo B/BR Mare |
| Trainer | Grant Marshall |
| Owner | J R Burton. |
| Total PM | AUD $6,650 |
| Career | 1 Win (4%) - 2 Placings (12%) - 24 starts |
| Wins | 1300m (1) |
| Name | DANECAN (2009) |
| Sire | DANERICH (AUS) |
| WPS | 3-1-20 |
| Wet WPS | 0-0-0 |
| Distances | 1000m - 1650m |
| Win Distances | 1000m - 1400m |
| Total Prize (AUD $) | $22,075 |
| Group | WPS | Wet WPS | Distances | Win Distances | Total Prize (AUD) |
|---|---|---|---|---|---|
| Non Black Type | 3w-1p-20s | - | 1000m - 1650m | 1000m - 1400m | $22,075 |
| Name | ROTARY DAN (2006) |
| Sire | DANASINGA (AUS) |
| WPS | 0-0-11 |
| Wet WPS | 0-0-3 |
| Distances | 1006m - 2200m |
| Win Distances | - |
| Total Prize (AUD $) | $0 |
| Group | WPS | Wet WPS | Distances | Win Distances | Total Prize (AUD) |
|---|---|---|---|---|---|
| Non Black Type | 0w-0p-11s | 0w-0p-3s | 1006m - 2200m | - | $0 |
| Name | GYPSY STYLE (2004) |
| Sire | BRAHMS (USA) |
| WPS | 1-6-19 |
| Wet WPS | 1-2-6 |
| Distances | 1000m - 1450m |
| Win Distances | 1280m |
| Total Prize (AUD $) | $15,300 |
| Group | WPS | Wet WPS | Distances | Win Distances | Total Prize (AUD) |
|---|---|---|---|---|---|
| Non Black Type | 1w-6p-19s | 1w-2p-6s | 1000m - 1450m | 1280m | $15,300 |
| Name | CYNICAL LADY (2002) |
| Sire | BEAUTIFUL CROWN (USA) |
| WPS | 1-2-12 |
| Wet WPS | 0-0-1 |
| Distances | 1000m - 1600m |
| Win Distances | 1400m |
| Total Prize (AUD $) | $9,400 |
| Group | WPS | Wet WPS | Distances | Win Distances | Total Prize (AUD) |
|---|---|---|---|---|---|
| Non Black Type | 1w-2p-12s | 0w-0p-1s | 1000m - 1600m | 1400m | $9,400 |
| Name | LADY CAN PARTY (2001) |
| Sire | NOTHIN' LEICA DANE (AUS) |
| Win Distances | - |
