“…Its mean will decrease with time as (1 -FJ V A , while its variance will increase and rapidly approach an asymptotic value, largely because of linkage disequilibrium built up by sampling (Bulmer, 1976;Avery and Hill, 1977). Similarly, when 2 additive traits are considered, the expected value of the within-line genetic covariance will decrease as (1 -FJ cov A , cov A being the genetic covariance in the base population, and its variance will increase also towards an asymptotic value, due to disequilibrium (Avery and Hill, 1977 (Rasmuson, 1952;Kidwell and Kidwell, 1966); egg-laying of virgin females in Iribolium castaneum (Lopez-Fanjul and Jodar, 1977); and litter size in mice (Bowman and Falconer, 1960). In these experiments, the within-line phenotypic variance oscillated more or less widely without showing a definite trend and only appeared to decline for the 2 bristle systems analysed by Rasmuson (1952).…”