Piebald rats and selection : $b An experimental test of the effectiveness of selection and of the theory of gametic purity in Mendelian crosses — John Shaqi
Piebald rats and selection : $b An experimental test of the effectiveness of selection and of the theory of gametic purity in Mendelian crossesCastle, William E. (William Ernest)
Science
Piebald rats and selection : $b An experimental test of the effectiveness of selection and of the theory of gametic purity in Mendelian crosses
Castle, William E. (William Ernest)
Heredity
It has been suggested that the original material out of which the plus
series came consisted of _modified_ individuals produced by a cross with
the wild race. This was not known positively to be so, because part of
the original stock (with which MacCurdy worked) consisted of hooded
black and hooded gray rats captured in company with gray self and black
Irish rats and albinos. Subsequent experiments showed that ordinary
albino rats, if crossed with wild gray ones, will produce in F₂ all
these classes of individuals. This indicated pretty clearly that the
particular colony which had fallen into our hands had probably arisen
by the crossing of an escaped albino rat with wild ones. But it still
remained uncertain what sort of hooded pattern the escaped albino had
transmitted and whether or not this had been influenced by the wild
cross. We therefore determined to ascertain whether out of our minus
series crossed with wild a plus series could be derived. To this end
certain of the F₂ extracted hooded individuals (entered as grandchildren
in Table 42, row 1, and descended from a single hooded individual of
grade -1.87, generation 2½) were mated _inter se_, thus producing an
F₃ generation, Table 44, second row. The selected individuals were the
aberrant male of grade +3.50 and females of grade +1.50, so that the mean
grade of the chosen parents (extracted from the crossed minus series) was
+2.50. They had 34 young ranging in grade from 0 to +3.50, mean +2.06, a
regression of 0.44 toward 0, repeating the phenomenon regularly found in
both selection series.
In this same experiment some F₂ parents of mean grade -0.75 had 19 young
(first row of Table 44), whose mean grade was -0.04, a regression of
0.71 toward 0. We should expect the regression of the offspring of such
parents to be less than that of the offspring of the -2.50 parents, and
so it would be if it were not for one aberrant individual. Larger numbers
of offspring would undoubtedly have given the expected result.
From among the F₃ offspring were chosen parents for the next generation
(F₄). The chosen parents ranged in mean grade from +2.25 to +3.12 (Table
45), average +2.52. They produced 205 young ranging in grade from -0.25
to +3.50, mean +1.86, a regression of 0.66.
The parents for the next generation (Table 46) ranged in mean grade from
+2.00 to +3.00, the mean being +2.27. They produced 119 offspring of mean
grade +2.06, a regression of only 0.21.
TABLE B.—_Comparison of the present series with the more general plus
selection series._
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