Fig. C. Bow wing Fig. C.—Bow wing.

Table 21.—P1 bow ♂♂ × wild ♀♀.

First generation. Second generation.
Reference. Wild-type
♀♀.
Wild-type
Reference. Wild-type
♀♀.
Wild-type
♂♂.
Bow
♂♂.
169 C. 17 17 18 I. 193 145   67
21 I 182 100   49
Total. 375 245 116

The F2 ratio in table 21 is evidently the 2:1:1 ratio typical of sex-linkage, but with the bow males running behind expectation. This deficiency is due in part to viability but more to a failure to recognize all the bow-winged individuals, so that some of them were classified among the not-bow or straight wings. In favor of the view that the classification was not strict is the fact that the sum of the two male classes about equals the number of the females.

BOW BY ARC.

When this mutant first appeared its similarity to arc led us to suspect that it might be arc itself or an allelomorph of arc. It was bred, therefore, to arc. The bow male by arc females gave straight (normal) winged males and females. The appearance of straight wings shows that bow is not arc nor allelomorphic to arc. When made later, the reciprocal cross of bow female by arc male gave in F1 straight-winged females but bow males. This result is in accordance with the interpretation that bow is a sex-linked recessive. Further details of these last two experiments may now be given. The F1 (wild-type) flies from bow male by arc female were inbred. The data are given in table 22.

Table 22.—P1 bow ♂ × arc ♀.

First generation. Second generation.
Reference. Wild-type
♀ ♀.
Wild-type
♂ ♂.
Reference. Straight. Not-
straight.
71 C. 48 43 71 C. 179 133
75 C. 28 27
Total. 76 70

Bow and arc are so much alike that they give a single rather variable phenotypic class in F2. Therefore the F2 generation is made up of only two separable classes—flies with straight wings and flies with not-straight wings. The ratio of the two should be theoretically 9:7, which is approximately realized in 179:133.

If the distribution of the characters according to sex is ignored, the case is similar to the case of the two white races of sweet peas, which bred together gave wild-type or purple peas in F1 and in F2 gave 9 colored to 7 white. If sex is taken into account, the theoretical expectation for the F2 females is 6 straight to 2 arc, and for the F2 males 3 straight to 1 arc to 3 bow to 1 bow-arc.

The F1 from bow females by arc male and their F2 offspring are given in table 23.

Table 23.—P1 bow ♀ × arc ♂.

First generation. Second generation.
Reference. Wild-type
♀ ♀.
Bow ♂ ♂. Reference. Straight. Not-
straight.
72 C.   22   19    3 I.   56   69
73 C.   12   10 3.1 I.   46   62
  5 I.   22   21    5 I.   56   68
74 C.   56   52 5.1 I.   90 108
Total. 112 102 Total. 248 307

In this case the F2 expectation is 6 straight to 10 not-straight. Since the sex-linked gen bow entered from the female, half the F2 males and females are bow. The half that are not-bow consist of 3 straight to 1 arc, so that both in the female classes and in the male classes there are 3 straight to 5 not-straight or in all 6 straight to 10 not-straight. The realized result, 248 straight to 307 not-straight, is more nearly a 3:4 ratio, due probably to a wrong classification of some of the bow as straight.

LEMON BODY-COLOR.

(Plate I, figure 3.)

A few males of a new mutant with a lemon-colored body and wings appeared in August 1912. The lemon flies (Plate II, fig. 3) resemble quite closely the yellow flies (Plate II, fig. 4). They are paler and the bristles, instead of being brown, are black. These flies are so weak that despite most careful attention they get stuck to the food, so that they die before mating. The stock was at first maintained in mass from those cultures that gave the greatest percentage of lemon flies. In a few cases lemon males mated with their gray sisters left offspring, but the stock obtained in this way had still to be maintained by breeding heterozygotes, as stated above. But from the gray sisters heterozygous for lemon (bred to lemon males) some lemon females were also produced.

LINKAGE OF CHERRY, LEMON, AND VERMILION.

In order to study the linkage of lemon, the following experiment was carried out. Since it was impracticable to breed directly from the lemon flies, virgin females were taken from stock throwing lemon, and were mated singly to cherry vermilion males. Only a few of the females showed themselves heterozygous for lemon by producing lemon as well as gray sons. Half the daughters of such a pair are expected to be heterozygous for lemon and also for cherry and vermilion, which went in from the father. These daughters were mated singly to cherry vermilion males, and those that gave some lemon sons were continued, and are recorded in table 24. The four classes of females were not separated from each other, but the total of females is given in the table.

Table 24.—P1 lemon (het.) ♀ × cherry vermilion ♂ ♂. F1 wild-type ♀ × cherry vermilion ♂ ♂.

Females. Symbol Symbol Symbol Symbol Total
♂♂.
Cherry
ver-
milion.
Lemon. Cherry
lemon.
Ver-
milion.
Cherry Lemon
ver-
milion.
Cherry
lemon
ver-
milion.
Wild
type.
  71   42   19 2   6 3 6 0 0 78
  88   26   19 2   8 8 4 0 0 67
  36   28     7 0   2 1 0 0 0 38
  51   12   22 0   4 4 4 0 0 46
  98   29   35 0   8 5 1 0 0 78
  47   17   11 0   1 3 2 0 0 34
  46   23   20 1   6 5 2 0 0 57
437 177 133 5 35 29   19   0 0 398  

There are three loci involved in this cross, namely, cherry, lemon, and vermilion. Of these loci two were known, cherry and vermilion. The data are consistent with the assumption that the lemon locus is between cherry and vermilion, for the double cross-over classes (the smallest classes) are cherry lemon vermilion and wild type. The number of single cross-overs between cherry and lemon and between lemon and vermilion are also consistent with this assumption. Since lemon flies fail to emerge successfully, depending in part upon the condition of the bottle, the classes involving lemon are worthless in calculating crossing-over and are here ignored. In other words, lemon may be treated as though it did not appear at all, i. e., as a lethal. The not-lemon classes—cherry, vermilion, cherry vermilion, and wild type—give the following approximate cross-over values for the three loci involved: Cherry lemon, 15; lemon vermilion, 12; cherry vermilion, 27. The locus of lemon, calculated by interpolation, is at about 17.5.

LETHAL 2.

In September 1912 a certain wild female produced 78 daughters and only 16 sons (Morgan, 1914b); 63 of these daughters were tested and 31 of them gave 2 females to 1 male, while 32 of them gave 1:1 sex-ratios. This shows that the mother of the original high sex-ratio was heterozygous for a recessive sex-linked lethal. In order to determine the position of this lethal, a lethal-bearing female was bred to an eosin (or white) miniature male, and those daughters that were heterozygous for eosin, lethal, and miniature were then back-crossed to eosin miniature males. The daughters that result from such a cross give only the amount of crossing-over between eosin and miniature (as 29.7), but the males give the cross-over values for eosin lethal (9.9), lethal miniature (15.4), and eosin miniature (25.1). The data for this cross are given in table 25.

Table 25.Total data upon linkage of eosin, lethal 2, and miniature, from Morgan, 1914b.

Females. Males.
Total. Cross-overs. Cross-over
value.
Symbol Symbol Symbol Symbol Cross-over values.
Eosin
lethal 2.
Lethal 2
miniature.
Eosin
miniature.
15,904 4,736 29.7 5,045 653 1,040 14 9.9 15.4 25.1

A similar experiment, in which eosin and vermilion were used instead of eosin and miniature, is summarized in table 26.

Table 26.Total data upon the linkage of eosin, lethal 2, and vermilion, from Morgan, 1914b.

Females. Males.
Total. Cross-overs. Cross-over
value.
Symbol Symbol Symbol Symbol Cross-over values.
Eosin
lethal 2.
Lethal 2
vermilion.
Eosin
vermilion.
2,656 729 27.5 902 124 227 6 10.3 18.5 27.9

Considerable data in which lethal was not involved were also obtained in the course of these experiments and are included in the summary of the total data given in table 27.

Table 27.Summary of all data upon lethal 2, from Morgan, 1914b.

Gens. Total. Cross-overs. Cross-over
values.
White lethal 2 8,011 767 9.6
White vermilion 6,023 1,612 26.8
White miniature 36,021 11,048 30.7
Lethal 2 vermilion 1,400 248 17.7
Lethal 2 miniature 6,752 1,054 15.4

The amount of crossing-over between eosin and lethal is about 10 per cent and the amount of crossing-over between lethal and miniature is about 18 per cent. Since the amount of crossing-over between eosin and miniature is over 30 per cent, the lethal factor must lie between eosin and miniature, somewhat nearer to eosin. It is impossible at present to locate lethal 2 accurately because of a real discrepancy in the data, which makes it appear that lethal 2 extends for a distance of about 5 units along the chromosome from about 10 to about 15. Work is being done which it is hoped will make clear the reason for this. For the present we may locate lethal 2 at the midpoint of its range, or at 12.5.

CHERRY.

(Plate II, figure 9.)

The origin of the eye-color cherry has been given by Safir (Biol. Bull., 1913).

Cherry appeared (October 1912) in an experiment involving vermilion eye-color and miniature wings. This is the only time the mutant has ever come up, and although several of this mutant (males) appeared in Safir's experiment, they may have all come from the same mother. It is probable that the mutation occurred in the vermilion stock only a generation or so before the experiment was made, for otherwise cherry would be expected to be found also in the vermilion stock from which the mothers were taken; however, it was not found.

A SYSTEM OF QUADRUPLE ALLELOMORPHS.

Safir has described crosses between this eye-color and red, white, eosin, and vermilion. We conclude for reasons similar to those given by Morgan and Bridges (Jour. Exp. Zool., 1913) for the case of white and eosin, that cherry is an allelomorph of white and of eosin. This is not the interpretation followed in Safir's paper, where cherry is treated as though absolutely linked to white or to eosin. Both interpretations give, however, the same numerical result for each cross considered by itself. Safir's data and those which appear in this paper show that white, eosin, cherry, and a normal (red) allelomorph form a system of quadruple allelomorphs. If this interpretation is correct, then the linkage relations of cherry should be identical with those of white or of eosin.

LINKAGE OF CHERRY AND VERMILION.

The cross-over value for white (eosin) and vermilion, based on a very large amount of data, is about 31 units. An experiment of our own in which cherry was used with vermilion gave a cross-over value of 31 units, which is a close approximation to the cross-over value of white and vermilion. The cross which gave this data was that of a cherry vermilion (double recessive) male by wild females. The F1 wild-type flies inbred gave a single class of females (wild-type) and the males in four classes which show by the deviation from a 1:1:1:1 ratio the amount of crossing-over involved.

In one of the F2 male classes of table 28 the simple eye-color cherry appeared for the first time (since the original mutant was vermilion as well as cherry). Safir has recorded a similar cross with like results.

Table 28.—P1 cherry vermilion ♂ ♂ × wild ♀ ♀. F1 wild-type ♀ ♀ × F1 wild-type ♂ ♂.

Reference. Wild-
type ♀♀.
Non-cross-over ♂. Cross-over ♂. Total
♂♂
Cross-
over
value.
Cherry
vermilion.
Wild-
type.
Cherry. Ver-
milion.
160 C 188 57 61 32 34 184 36
161 C 256 85 93 40 52 270 34
162 C 251 78 78 20 37 213 26
163 C 229 76 95 34 33 238 28
Total 924 296   327   126   156   905 31

Some cherry males were bred to wild females. The F1 wild-type males and females inbred gave the results shown in table 29. Some of the cherry males thus produced were bred to their sisters. Cherry females as well as males resulted; and it was seen that the eye-color is the same in the males and females, in contradistinction to the allelomorph eosin, where there is a marked bicolorism (figs. 7, 8, Plate II). The cherry eye-color is almost identical with that of the eosin female, but is perhaps slightly more translucent and brighter.

Table 29.—P1 cherry ♂ ♂ × wild ♀ ♀. F1 wild-type ♀ ♀ × F1 wild-type ♂ ♂.

Reference. Wild-type ♀. Wild-type ♂. Cherry ♂.
15 I 266 120 100

COMPOUNDS OF CHERRY.

In order to examine the effect of the interaction of cherry and white in the same individual (i. e., white-cherry compound) cherry females were crossed to white males. This cross should give white-cherry females and cherry males. These white-cherry females were found (table 30) to be very much lighter than their brothers, the cherry males. The color of the pure cherry females and males is the same, but the substitution of one white for one cherry lowers the eye-color of the female below that of the cherry male. In eosin the white also lowers the eye-color of the compound female about in the same proportion as in the case of cherry. In the eosin the female starts at a higher degree of pigmentation than the male and dilution seems to bring her down to the level of the male. But this coincidence of color between eosin male and white-eosin compound female is probably without significance, as shown by the results with cherry.

Table 30.P1 cherry ♀♀ × white ♂♂.

Reference. First generation.
White-cherry
compound ♀.
Cherry ♂.
9 M 321 302

Eosin-cherry compound was also made. An eosin female was mated to a cherry male. The eosin-cherry daughters were darker than their eosin brothers. Inbred they gave the results shown in table 31.

Table 31.P1 eosin ♀ × cherry ♂.

First generation. Second generation.
Reference. Eosin-cherry
compound
♀♀.
Eosin ♂♂. Reference. Eosin and
eosin-cherry
compound ♀♀.
Cherry ♂. Eosin ♂.
43C 71 58 1I 154   99   62
2I 174   74   77
328 173 139

Although in the F2 results there are two genotypic classes of females, namely, pure eosin and eosin-cherry compound, the eye-colors are so nearly the same that they can not be separated. The two classes of males can be readily distinguished; of these, one class, cherry, has the same color as the females, while the other class, eosin, is much lighter. Such an F2 group will perpetuate itself, giving one type of female (of three possible genotypic compositions, but somatically practically homogeneous) and two types of males, only one of which is like the females.

FUSED.

In a cross between purple-eyed[6] males and black females there appeared in F2 (Nov. 4, 1912) a male having the veins of the wing arranged as shown in text-figure D b. It will be seen that the third and the fourth longitudinal veins are fused from the base to and beyond the point at which in normal flies the anterior cross-vein lies. The cross-vein and the cell normally cut off by it are absent. There are a number of other features (see fig. D c) characteristic of this mutation: the wings are held out at a wide angle from the body, the ocelli are very much reduced in size or entirely absent, the bristles around the ocelli are usually small. The females are absolutely sterile, not only with their own, but with any males.

Fused males by wild females gave wild-type males and females. Inbred these gave the results shown in table 32. The fused character reappeared only in the F2 males, showing that it is a recessive sex-linked character.

Table 32.P1 fused ♂ × wild ♀♀.

First generation. Second generation.
Reference. Wild-type
♀♀.
Wild-type
♂♂.
Reference. Wild-type
♀♀.
Wild-type
♂♂.
Fused
♂♂.
4I 66 43 190C 258   96 115
  14I 239 105   90
Total 497 201 205

The reciprocal cross was tried many times, but is impossible, owing to the sterility of the females. Since the fused females are sterile to fused males, the stock is kept up by breeding heterozygous females to fused males.

By means of the following experiments the position of fused in the X chromosome was determined. A preliminary test was made by mating with eosin, whose factor lies near the left end of the X chromosome series.

LINKAGE OF EOSIN AND FUSED.

Fused (red-eyed) males mated to eosin (not-fused) females gave wild-type daughters and eosin sons, which inbred gave the classes shown in table 33.

Table 33.P1 eosin ♀♀ × fused ♂♂. F1 wild-type ♀♀ × F1 eosin ♂♂.

Reference. Females. Non-cross-over ♂♂. Cross-over ♂♂. Total
males.
Cross-
over
value.
Eosin. Fused. Eosin
fused.
Wild-
type.
56I 496 131 113 82 104 430 43

The data give 43 per cent of crossing-over, which places fused far to the right or to the left of eosin. The latter position is improbable, since eosin already lies very near the extreme left end of the known series. Therefore, since 43 per cent would place the factor nearly at the right end of the series, the next step was to test its relation to a factor like bar that lies at the right end of the chromosome. By mating to bar alone we could only get the linkage to bar without discovering on which side of bar the new factor lies, but by mating to a fly that carries still another sex-linked factor, known to lie to the left of bar, the information gained should show the relative order of the factors involved. Furthermore, since, by making a back-cross, both males and females give the same kind of data (and need not be separated), the experiment was made in this way. In order to have material for such an experiment double mutant stocks of vermilion fused and also of bar fused were made up.

Fig. D. Fused wings

Fig. D.—a, normal wing; b and c, fused wings. c shows a typical fused wing. The most striking feature is the closure of the cell between the third and fourth longitudinal veins with the elimination of the cross-vein; the veins at the base of the wing differ from those in the normal shown in a. b shows the normal position in which the fused wings are held. The fusion of the veins in b is unusually complete.

LINKAGE OF VERMILION, BAR, AND FUSED.

Males from the stock of (red) bar fused were mated to vermilion (not-bar, not-fused) females, and produced bar females and vermilion males. The bar F1 daughters were back-crossed to vermilion fused males and produced the classes of offspring shown in table 34.

Table 34.—P1 vermilion ♀ ♀ × bar fused ♂ ♂. B. C. F1 bar ♀ × vermilion fused ♂ ♂.

Reference. Symbol Symbol Symbol Symbol Total. Cross-over values.
Ver-
milion.
Bar
fused.
Ver-
milion
bar
fused.
Wild-
type.
Ver-
milion
fused.
Bar. Ver-
milion
bar.
Fused. Ver-
milion
bar.
Bar
fused.
Ver-
milion
fused.
140 I 137 130 35 40 5 8 .. ..   355 21 4 25
141 I 144 137 38 41 4 2 .. ..   366 22 2 23
142 I 153 120 43 58 6 7 1 ..   388 26 4 29
143 I 153   92 44 41 3 7 3 1   344 26 4 28
145 I   69   62 29 19 1 .. 1 ..   181 27 1 27
146 I   96 103 30 34 7 3 .. ..   273 23 4 26
156 I   62   45 25 27 1 4 .. ..   164 32 3 35
157 I   93   57 11 31 2 2 .. 2   198 22 3 23
Total. 907 746 255   291   29   33   5 3 2,269 24 3 27

The data show that the factor for fused lies about 3 units to the right of bar. This is the furthest point yet obtained to the right. The reasons for locating fused to the right of bar are that, if it occupies such a position, then the double cross-over classes (which are expected to be the smallest classes) should be vermilion bar and fused, and these are, in fact, the smallest classes. The order of factors is, then, vermilion, bar, fused. This order is confirmed by the result that the number of cross-overs between fused and vermilion is greater than that between bar and vermilion.

In order to obtain data to balance viability effects, the following experiment was made:

Vermilion (not-bar) fused males were bred to (red) bar (not-fused) females. The daughters and sons were bar. The daughters were back-crossed, singly, to vermilion fused males and gave the results shown in table 35. Each female was also transferred to a second culture bottle, so that for each female there are two broods given consecutively (82, 82′, etc.) in table 35.

The results given by the two broods of the same female are similar. The values are very near to those given in the last experiment, and confirm the conclusions there drawn. The combined data give the results shown in table 36.

Table 35.P1 bar ♀ ♀ × vermilion fused ♂ ♂. B. C. F1 bar ♀ × vermilion fused ♂ ♂.

Reference. Symbol Symbol Symbol Symbol Total. Cross-over values.
Ver-
milion
fused.
Bar. Ver-
milion
bar.
Fused. Ver-
milion.
Bar
fused.
Ver-
milion
bar
fused.
Wild-
type.
Ver-
milion
bar.
Bar
fused.
Ver-
milion
fused.
82 165 165 63 57 8 7 1 .. 466 263 29
82′ 104   87 26 24 .. 4 .. .. 245 202 22
83 128 164 51 39 6 4 .. .. 392 233 26
83′ 100   94 28 30 4 4 .. .. 260 223 25
89   85 105 23 24 5 2 .. .. 244 193 22
89′   78   91 21 27 1 2 .. 1 221 222 23
90   86   85 30 28 5 .. .. .. 234 252 27
90′   33   38 22 14 4 1 .. 1 113 335 36
91 125 107 41 31 1 1 .. .. 306 241 24
91′   91   95 31 25 5 1 .. 2 250 233 25
92 109 136 41 24 4 2 .. .. 316 212 23
92′ 100 105 29 29 .. 1 .. 1 265 221 22
93   75   67 19 20 .. 1 .. .. 182 211 22
93′   68   94 31 17 1 1 .. .. 212 231 24
94   84   96 31 35 8 1 .. .. 255 264 29
94′   61   73 20 22 5 4 .. .. 185 235 28
95   84 102 27 26 3 3 .. .. 245 222 24
96 144 148 43 34 1 2 .. 1 373 211 21
97   81   96 25 20 5 3 .. .. 230 204 23
98 107 112 39 33 1 2 .. .. 294 251 26
Firsts 1,273   1,383    433   371   47   28   1 1 3,537    232 25
Seconds 635 677 208   188   20   18   .. 5 1,751    233 25
Total.1,908   2,060    641   559   67   46   1 6 5,288    23   2.3 25

Table 36.Linkage of vermilion, bar, and fused with balanced viability.

Symbol Symbol Symbol Symbol Total.
5,621 1,756 175 15    7,567
Percentage 74.3 23.19 2.31   0.2

Some additional data bearing on the linkage of vermilion and fused were obtained. Males of (red) fused stock were bred to vermilion (not-fused) females, and gave wild-type females and vermilion males, which inbred gave the results shown in table 37.

The percentage of cross-overs between vermilion and fused is here 27, which is in agreement with the 26 per cent of the preceding experiment.