A = 3,3,3
B = 1,3,1
C = 2,2,3
D = 1,1,1
E = 2,2,2
F = 1,2,1
G = 2,3,2
H = 2,1,1
I = 1,3,2
J = 1,2,2
K = 3,1,3
L = 2,3,3
M = 2,3,1
N = 3,2,3
O = 3,3,2
P = 3,1,1
Q = 3,2,1
R = 1,3,3
S = 2,1,3
T = 3,3,1
U = 1,2,3
V = 3,2,2
W = 3,1,2
X = 1,1,2
Y = 1,1,3
Z = 2,1,2
"space" = 2,2,1
[/code]
The phrase "Bad Juju" becomes:
[code]
BAD JUJU
13121111
33122222
13112323
Pulling numbers off by rows then
converting to letters, we get:
B (1,3,1)
H (2,1,1)
Y (1,1,3)
W (3,1,2)
E (2,2,2)
S (2,1,3)
X (1,1,2)
N (3,2,3)
[/code]
Question
superprismatic
The letters of the alphabet plus "space"
are to be replaced by the 27
permutations of the numbers 1, 2, 3,
repetitions allowed. These numerical
equivalents are to be written in a
column below each letter and taken off
horizontally in groups of three,
proceeding from the end of one row to
the beginning of the next. As a final
step these groups of three are to be
reconverted into letters using the same
equivalents. By this method MATHEMATICS
becomes MGACNFMCOTM and another eleven-
letter word becomes NFASOICAOTO. What
is the second word?
SUPERPRISMATIC EXAMPLE: Suppose we use
the following equivalents:
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