These are
RISK Dice outcome probabilities, for traditional and expansion (2210 AD) games,
calculated by raw exact counting using CCS64 Commodore C64 emulator and plain
BASIC. As a table interpretation example; an attacker with
three 8-sided dice facing a defender with two 6 sided dice will generally lose
1 unit for every 3,110739 defender unit. Also, using more dice always puts you
in a better position.
|
Attacker
unit value in defender currency |
|
|
|||
|
|
|
|
Defender |
|
|
|
Attacker |
88 |
86 |
66 |
8 |
6 |
|
6 |
0,167173 |
0,236052 |
0,341615 |
0,454545 |
0,714286 |
|
8 |
0,376344 |
0,52988 |
0,78882 |
0,777778 |
1,285714 |
|
66 |
0,364121 |
0,479452 |
0,638432 |
0,766871 |
1,373626 |
|
86 |
0,523054 |
0,700369 |
0,959184 |
1,121547 |
2,164835 |
|
88 |
0,715243 |
0,973025 |
1,367934 |
1,509804 |
3,21978 |
|
666 |
0,617126 |
0,840746 |
1,171764 |
0,979381 |
1,938776 |
|
866 |
0,819277 |
1,146751 |
1,671132 |
1,348624 |
2,918367 |
|
886 |
1,052704 |
1,51237 |
2,3052 |
1,745308 |
4,22449 |
|
888 |
1,316087 |
1,943057 |
3,110739 |
2,160494 |
5,965986 |
Markus Sandén 2004-11-03