Brazil
A System N entry plays every 6-number combination of your N chosen numbers. That is C(N, 6) standard games in one — the odds improve by exactly that factor, and so does the price.
| System | Equivalent games C(N, 6) | Cost (approx.) | Division-1 odds | Odds multiplier vs one game |
|---|---|---|---|---|
| System 7 | 7 | R$42.00 | 1 in 7,151,980 | 7× |
| System 8 | 28 | R$168.00 | 1 in 1,787,995 | 28× |
| System 9 | 84 | R$504.00 | 1 in 595,998 | 84× |
| System 10 | 210 | R$1,260 | 1 in 238,399 | 210× |
| System 11 | 462 | R$2,772 | 1 in 108,363 | 462× |
| System 12 | 924 | R$5,544 | 1 in 54,182 | 924× |
| System 13 | 1,716 | R$10,296 | 1 in 29,175 | 1,716× |
| System 14 | 3,003 | R$18,018 | 1 in 16,671 | 3,003× |
| System 15 | 5,005 | R$30,030 | 1 in 10,003 | 5,005× |
| System 16 | 8,008 | R$48,048 | 1 in 6,252 | 8,008× |
| System 17 | 12,376 | R$74,256 | 1 in 4,045 | 12,376× |
| System 18 | 18,564 | R$111,384 | 1 in 2,697 | 18,564× |
| System 19 | 27,132 | R$162,792 | 1 in 1,845 | 27,132× |
| System 20 | 38,760 | R$232,560 | 1 in 1,292 | 38,760× |
The honest read: per dollar, a system entry gives exactly the same jackpot odds as buying the equivalent number of standard games. What changes is the prize pattern: when several of your numbers come up, overlapping combinations win in multiple divisions at once — bigger clustered wins, more draws with nothing. See System 8 vs 28 standard games and the system cost calculator.
Last verified: 2026-08-29