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TABLE W10. Seedling and adult plant stem rust reactions of lines in Multiplication Plots and Elite<br />
Yield Test in the Valle del Yaqui, Sonora, Mexico, in 1969-70. Due to the adult plant resistance these<br />
lines are valuable as potential parents.<br />
Seedling Infection Type<br />
Adult Plant Greenhouse<br />
Multiplication<br />
Plot No. (PM)<br />
Y69·70<br />
Pedigr ••<br />
- ....<br />
... 'v.<br />
_N<br />
110~<br />
Son. 64·KI. Rend'/CIANO "5" x lR 64"<br />
Son. 64 27139·57M·OY<br />
2 Son. 64·KI. Rend'/CIANO "5" x lR 64~<br />
271 39·64M·OY<br />
3 Bluebird x INIA 67<br />
26591·!T·7M·OY<br />
4 Tob. 66 x CIANO "5"<br />
25000·6M·2Y·OM<br />
5 INIA "5" x Napo 63 (Potam 70 I<br />
22402·6M·4Y·IM·IY.OM<br />
6 Bluebird # 2 Red Grain<br />
23584.26Y·2M·I Y·OM<br />
7 CIANO "5" x INIA "5" ~<br />
23959·13T·I M.5Y·OM<br />
8 CIANO "5" x INIA "5" 2<br />
23959·52T-IM-3Y-OM<br />
9 Bluebird # 7<br />
23584.18M·10Y·3M·3Y<br />
10 Bluebird # I (Nuri 70)<br />
II Bluebird # 5<br />
23584·37Y-2M·2Y·OM<br />
12 Bluebird # 4<br />
23584·26Y·2M·3Y·2M.OY<br />
I 3 Bluebird # 3 (S..ic 70)<br />
14 Btuebird # 2 (Yecora- 70)<br />
16 Calidad x Tobari 66<br />
271 67·25M·OY<br />
17 INIA x Bluebird<br />
26478-32Y·7M-OY<br />
19 INIA x Bluebird<br />
26478·7V·8M·OY<br />
20 CIANO"-Chris<br />
~6520.35Y.1 M·OY<br />
23 Bluebird "5"<br />
23959·52T·l M·3Y·OM<br />
24 Bluebird x CIANO "5"<br />
26592·I T· I 7M·OY<br />
25 CIANO x NOROESTE 66<br />
25111·15M·I 2Y·4M·OY<br />
26 Tobari 66 x CIANO "5"<br />
2S000·68M·2Y·2M·OY<br />
27 CIANO x NOROESTE 66<br />
251 I 1·6M·7Y·3M·OY<br />
28 Bluebird x CIANO "5"<br />
26572·61 Y·3M·OY<br />
29 Tobari 66 x CIANO "5"<br />
24908·53M·2Y·l M·OY<br />
30 NOROESTE 66 x CIANO "5"<br />
24941·23M·5Y·2M·OY<br />
31 Son. 64 II Y50. II Gto'/CIANO"<br />
25952·3R·l M·OY<br />
32 CIANO "5" x INIA "5" •<br />
23959·27T.4M·5Y·OM<br />
; I<br />
3 3" ;1<br />
;1 3<br />
x<br />
2 + 3 3<br />
;1 3-<br />
3 '3,3"<br />
0;<br />
0;<br />
1,2<br />
; I<br />
2-<br />
3 + 2,3 = 3 +<br />
;1 2,3 0;<br />
2 + 3 4 0:<br />
3 2+3- 3<br />
3 2,3 + 3<br />
3 2- 3<br />
3 3 ft O'<br />
12 $eg. X,3 + 3 -<br />
3- 3- 1+<br />
2+3 3+ 3=<br />
3 + 2,3 = 1,2 =<br />
2- 3- ;1<br />
1 + 33 - ;1<br />
2',2 + ;1<br />
3 + I + 1,2<br />
1 +<br />
3,3" 3 == " 2,3<br />
3 3 + 1,2<br />
1 + $eg.l,4<br />
3-<br />
o<br />
o<br />
o<br />
2-<br />
; 1,2 =.= 2 -<br />
o<br />
3- 0<br />
;1 0<br />
3 + 0<br />
3 5·MR<br />
3 = 5·MR<br />
2 = 0<br />
2-- 2= 0<br />
o 0<br />
I +<br />
o<br />
3 3 0<br />
;2-- 12 0<br />
2 - 2 -- 20·MR<br />
2 3 - Tr·MR<br />
o 2 0<br />
o 2 5·MR<br />
o 2 5·MR<br />
3 -- 0<br />
3 + 3+ 0<br />
o. 3- 0<br />
3 3- 0<br />
o<br />
o 0<br />
o ;1 0<br />
5·MR<br />
o 2 5·MR<br />
o 4 5·MS<br />
2- 2 0<br />
5·R 0<br />
o 0<br />
o 0<br />
o 0<br />
20-MR 0<br />
o 0<br />
o<br />
o<br />
c":'<br />
000<br />
.:: ..0<br />
u •<br />
: ti<br />
lII: C<br />
:!!~<br />
.! c<br />
....-<br />
o<br />
o 0<br />
o<br />
5·MR 0<br />
Tr·MR 0<br />
o 0<br />
o 0<br />
o 0<br />
o 0<br />
10·MR 0<br />
o 0<br />
Tr·MR 0<br />
Tr·MR 0<br />
5-MR 0<br />
o 0<br />
Tr·MR 0<br />
o 0<br />
Tr·R 0<br />
o 0<br />
10·MR<br />
o 0<br />
Tr·MR 0<br />
Tr·R<br />
Tr·R<br />
69