Heredity

TABLE 2

FROM:

Individual-based assessment of population structure and admixture in Austrian, Croatian and German draught horses

T Druml, I Curik, R Baumung, K Aberle, O Distl and J Sölkner

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Table 2. Genetic diversity within the 11 draught horse populations (434 horses) based on 27 microsatellite loci; observed heterozygosity (H O), gene diversity (H E), the mean number of alleles (MNA), the rarefactioned mean number of alleles on a sample with 42 genes (RMNA), Wright's F IS a and effective population size (Ne)a

Population b Horses HO HE MNA RMNA FIS (95% CI) a Ne (95% CI)
Altmaerkisch Draught Horse320.6480.6525.595.300.030 (-0.024, 0.047)64.0 (53.8, 78.4)
Mecklenburg Coldblood220.6450.6495.445.670.030 (-0.043, 0.050)31.6 (27.5, 36.8)
Saxon Thuringa Coldblood230.6960.6615.305.47-0.038 (-0.107, -0.017)48.1 (29.7, 60.4)
Rhenish German Draught Horse460.7010.6816.075.75-0.011 (-0.059, 0.014)46.1 (41.9, 51.1)
Black Forest Horse450.7090.6706.005.57-0.046 (-0.089, 0.028)58.1 (51.8, 65.9)
Schleswig Draught horse450.7090.6865.525.29-0.011 (-0.058, 0.011)61.8 (54.1, 71.6)
South German Coldblood450.7050.6966.376.060.005 (-0.036, 0.021)97.6 (82.9, 117.9)
Noriker-Carinthia450.6920.6956.416.050.017 (-0.027, 0.036)104.7 (87.3, 129.6)
Noriker-Salzburg450.6600.6676.115.720.025 (-0.014, 0.038)164.0 (125.5, 232.9)
Posavina horse450.6760.6846.936.460.023 (-0.017, 0.048)129.0 (105.2, 165.1)
Croatian Coldblood410.7220.7067.116.68-0.006 (-0.046, 0.005)87.2 (75.0, 103.5)

a Effective population size (Ne) estimated using linkage (gametic) disequilibrium method (Hill, 1981).

b  F IS estimates calculated as described in Weir and Cockerham (1984).

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