Still more "S-1" foolishness

[Matt Blaze <mab@crypto.com>]

Here's a table of where the expanded key schedule bits come from
(I think - this could be wrong, I had to tweek some of the output
by hand).  Note that some key bytes are used much more often, and
in more positions, than others, but every key byte does at least
end up being used as input to each F eventually (but not always to
each "target" byte).

Sorry for the opaque notation; this reads best when used in conjunction
with Colin's cool graph that he posted to sci.crypt last night.

-matt



   |    | G0   G1  F+0  F+1  F+2  F+3   (function input)
   bytes| 4    5    2    3    0    1    (mixed with byte #)
rou|enc-| all  all R+6L R+6H R+7L R+7H  (output affects)
nd |rypt| 0    1    2    3    4    5    (key schedule byte #)
 # |ed  |LLHH LLHH LLHH LLHH LLHH LLHH  (posn of orig key byte in sched byte)
======================================
 0  76   5954 9538 5495 4851 8515 5151
 1  54   1510 5194 1051 0415 4171 1717
 2  32   7176 1750 7617 5071 0737 7373
 3  10   3732 7316 3273 1637 6393 3939
 4  67   9398 3972 9739 7293 2959 9595
 5  54   5954 9538 5495 4851 8515 5151
 6  32   1510 5194 1051 0415 4171 1717
 7  10   7176 1750 7617 5071 0737 7373
 8  76   3732 7316 3273 1637 6393 3939
 9  54   9398 3972 9739 7293 2959 9595
10  32   5954 9538 5495 4851 8515 5151  (original key bytes used)
11  10   1510 5194 1051 0415 4171 1717
12  76   7176 1750 7617 5071 0737 7373
13  54   3732 7316 3273 1637 6393 3939
14  32   9398 3972 9739 7293 2959 9595
15  10   5954 9538 5495 4851 8515 5151
16  76   1510 5194 1051 0415 4171 1717
17  54   7176 1750 7617 5071 0737 7373
18  32   3732 7316 3273 1637 6393 3939
19  10   9398 3972 9739 7293 2959 9595
20  76   5954 9538 5495 4851 8515 5151
21  54   1510 5194 1051 0415 4171 1717
22  32   7176 1750 7617 5071 0737 7373
23  10   3732 7316 3273 1637 6393 3939
24  76   9398 3972 9739 7293 2959 9595
25  54   5954 9538 5495 4851 8515 5151
26  32   1510 5194 1051 0415 4171 1717
27  10   7176 1750 7617 5071 0737 7373
28  76   3732 7316 3273 1637 6393 3939
29  54   9398 3972 9739 7293 2959 9595
30  32   5954 9538 5495 4851 8515 5151
31  10   1510 5194 1051 0415 4171 1717