Thoroughbred Horse Pedigree Database


 

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WHAT OUGHT TO BE (USA) b. M, 1968 {1-h} DP = 24-2-15-3-0 (44) DI = 3.19   CD = 1.07 - 13 Starts, 0 Wins, 0 Places, 0 Shows Career Earnings: $500.
NOOR (GB)
br. 1945
NASRULLAH (GB)
b. 1940 [B]
NEARCO (ITY)
br. 1935 [BC]
PHAROS (GB)
br. 1920 [I]
PHALARIS (GB) br. 1913 [B]
SCAPA FLOW (GB) ch. 1914 *
NOGARA (ITY)*
b. 1928
HAVRESAC (FR) br. 1915 [I]
CATNIP (IRE) b. 1910 *
MUMTAZ BEGUM (FR)*
gr. 1932
BLENHEIM (GB)
br. 1927 [CS]
BLANDFORD (IRE)  br. 1919 [C]
MALVA (GB) b. 1919 *
MUMTAZ MAHAL (GB)*
gr. 1921
THE TETRARCH (IRE) gr. 1911 [I]
LADY JOSEPHINE (GB) ch. 1912 *
QUEEN OF BAGHDAD (GB)
br. 1937
BAHRAM (IRE)
b. 1932 [C]
BLANDFORD (IRE)
br. 1919 [C]
 SWYNFORD (GB)  br. 1907 [C]
BLANCHE (IRE) b. 1912 *
FRIAR'S DAUGHTER (GB)*
b. 1921
FRIAR MARCUS (GB) b. 1912
GARRON LASS (GB) b. 1917
QUEEN OF SCOTS (FR)
br. 1930
DARK LEGEND (GB)
br. 1914
DARK RONALD (IRE) br. 1905 [P]
GOLDEN LEGEND (GB) b. 1907
GRAND PRINCESS (GB)
br. 1922
GRAND PARADE (GB) blk. 1916
QUEEN EMPRESS (IRE) b. 1917
POLLY (USA)
br. 1948
HELIOPOLIS (GB)
b. 1936 [B]
HYPERION (GB)
ch. 1930 [BC]
GAINSBOROUGH (GB)
b. 1915 [C]
BAYARDO (GB) b. 1906 [P]
ROSEDROP (GB) ch. 1907
SELENE (GB)*
b. 1919
CHAUCER (GB) br. 1900 [S]
SERENISSIMA (GB) b. 1913 *
DRIFT (FR)*
br. 1926
SWYNFORD (GB)
br. 1907 [C]
 JOHN O'GAUNT (GB) b. 1901
CANTERBURY PILGRIM (GB) ch. 1893 *
SANTA CRUZ (GB)
ch. 1916
NEIL GOW (GB) ch. 1907
SANTA BRIGIDA (GB) b. 1898 *
PUPPY LOVE (USA)
br. 1936
BULL DOG (FR)
br. 1927 [B]
TEDDY (FR)
b. 1913 [S]
AJAX (FR) b. 1901
RONDEAU (GB) b. 1900
PLUCKY LIEGE (GB)*
b. 1912
SPEARMINT (GB) b. 1903 [P]
CONCERTINA (GB) b. 1896 *
MY LAVA (USA)
b. 1927
MY PLAY (USA)
b. 1919
FAIR PLAY (USA) ch. 1905 [SP]
MAHUBAH (USA) b. 1910 *
KALAVALA (GB)
br. 1918
SWYNFORD (GB)  br. 1907 [C]
KARELIAN (GB) br. 1909
Family Summary: 1-h (6), 1-g (3), 1-i (1), 1-n (1), 1-e (2), 1-c (1), 2-i (1), 2-o (1), 2-n (4), 3-e (1), 3-o (2), 4-r (3), 4-c (2), 5-c (1), 6-e (3), 8-g (4), 8-h (1), 9-c (4), 9-b (1), 9-e (3), 10-a (1), 13-e (2), 16-a (6), 16-h (5), 20 (1),