Trinomial Cube #2b
Arranged : 石野恵一郎 (ISHINO Keiichiro) (2013).
(a, b, c) = (2, 3+α, 4-α).
| A | 
bc² + bc² |
B | 
ab² + c³ |
C | 
abc + bc² |
D | 
ac² + b²c |
| E | 
b³ + ac² |
F | 
a²c + b²c |
G | 
b²c + a²b |
H | 
abc + ab² |
| I | 
a³ + ac² |
J | 
a²b + abc |
K | 
a²c + a²c |
L | 
a²b + ab² |
|
| Pieces | 15 |
M-O are congruent. |
| Selection | random |
| Goal | 9×9×9 |
| Holes | 0 |
| Solutions | 1 |
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NNNIIIIII | NNNIIIIII | NNNFFIIII | NNNFFIIII | GGGFFFFFF | GGGFFFFFF | GGGJJFFFF | GGGJJKKKK | GGGJJKKKK
NNNIIIIII | NNNIIIIII | NNNFFIIII | NNNFFIIII | GGGFFFFFF | GGGFFFFFF | GGGJJFFFF | GGGJJKKKK | GGGJJKKKK
DDBBBBAAA | DDBBBBAAA | DDBBBBAAA | DDBBBBAAA | GGGOOFFFF | GGGOOFFFF | GGGOOFFFF | EEEEJJJKK | EEEEJJJKK
DDBBBBAAA | DDBBBBAAA | DDBBBBAAA | DDBBBBAAA | GGGOOCCCC | GGGOOCCCC | GGGOOCCCC | EEEEJJJKK | EEEEJJJKK
DDBBBBAAA | DDBBBBAAA | DDBBBBAAA | DDBBBBAAA | EEEOOCCCC | EEEOOCCCC | EEEOOCCCC | EEEEJJJKK | EEEEJJJKK
DDBBBBAAA | DDBBBBAAA | DDBBBBAAA | DDBBBBAAA | EEEOOCCCC | EEEOOCCCC | EEEOOCCCC | EEEEJJJKK | EEEEJJJKK
DDDBBAAAA | DDDBBAAAA | DDDBBAAAA | DDDLLAAAA | EEELLCCCC | EEEHHCCCC | EEEHHCCCC | HHHHHMMMM | HHHHHMMMM
DDDBBAAAA | DDDBBAAAA | DDDBBAAAA | DDDLLAAAA | LLLLLCCCC | LLLHHCCCC | LLLHHCCCC | HHHHHMMMM | HHHHHMMMM
DDDBBAAAA | DDDBBAAAA | DDDBBAAAA | DDDLLAAAA | LLLLLCCCC | LLLHHCCCC | LLLHHCCCC | HHHHHMMMM | HHHHHMMMM
Jan 25, 2013 by
k16@chiba.email.ne.jp
