odds of winning

odds of winning Saturday Gold Lotto

Saturday Gold Lotto odds effective from Draw 3081, 29 January, 2011.

Division Required to Win in A Single Game Panel Odds based on 1 Game* Odds based on 12 Games
Division 1 6 winning numbers 8,145,060:1 678,755:1
Division 2 5 winning numbers + 1 or 2 supplementary numbers 678,755:1 56,563:1
Division 3 5 winning numbers 36,689:1 3,058:1
Division 4 4 winning numbers 733:1 61:1
Division 5 3 winning numbers + 1 or 2 supplementary numbers 297:1 25:1
Division 6 1 or 2 winning numbers + 2 supplementary numbers 144:1 12:1

* Minimum play for Saturday Gold Lotto is 4 standard games

odds of winning Wednesday Gold Lotto

Division Required to Win in A Single Game Panel Odds based on 1 Game* Odds based on 12 Games
Division 1 6 winning numbers 8,145,060:1 678,755:1
Division 2 5 winning numbers + 1 or 2 supplementary numbers 678,755:1 56,563:1
Division 3 5 winning numbers 36,689:1 3,058:1
Division 4 4 winning numbers 733:1 61:1
Division 5 3 winning numbers + 1 or 2 supplementary numbers 297:1 25:1

* Minimum play for Wednesday Gold Lotto is 4 standard games

odds of winning Oz Lotto

Division What you need in one game to win Odds based
on 1 Game
Odds based
on 12 Games
Division 1 7 winning numbers 45,379,620:1 3,781,635:1
Division 2 6 winning numbers + 1 or 2
supplementary numbers
3,241,401:1 270,117:1
Division 3 6 winning numbers 180,078:1 15,006:1
Division 4 5 winning numbers + 1 or 2
supplementary numbers
29,602:1 2,467:1
Division 5 5 winning numbers 3,430:1 286:1
Division 6 4 winning numbers 154:1 13:1
Division 7 3 winning numbers + 1 or 2
supplementary numbers
87:1 7:1

odds of winning Powerball (effective 1 March 2013)

Division What you need in one game to win Odds based
on 1 Game*
Odds based
on 12 Games
Division 1 6 winning numbers + the Powerball 76,767,600:1 6,397,300:1
Division 2 6 winning numbers 4,040,400:1 336,700:1
Division 3 5 winning numbers + the Powerball 376,312:1 31,360:1
Division 4 5 winning numbers  19,806:1 1,651:1
Division 5 4 winning numbers + the Powerball 9,123:1 761:1
Division 6 3 winning numbers + the Powerball 641:1 54:1
Division 7 4 winning numbers 480:1 40:1
Division 8 2 winning numbers + the Powerball 110:1 10:1

* Minimum play for Powerball: 4 standard games

odds of winning The Pools

Division What you need in one game to win Odds based
on 1 Game*
Odds based
on 12 Games
Division 1 6 winning numbers 2,760,681:1 230,058:1
Division 2 5 winning numbers + the supplementary number 460,114:1 38,343:1
Division 3 5 winning numbers 14,842:1 1,237:1
Division 4 4 winning numbers 371:1 31:1
Division 5 3 winning + the supplementary number 297:1 25:1
* Minimum play for The Pools: 2 standard games

odds of winning Super 66

To win Division 1 you must have the 6-digit Super 66 number matching the exact sequence as the numbers drawn. You can also win a prize if your Super 66 number matches the sequence of the first or last 2, 3, 4 or 5 numbers drawn. In all there are 5 prize divisions.

The following are the winning numbers for each division, if:

  • N means a winning number
  • n means a number other than a winning number
Division Your Super 66 number
starts with OR ends with
Odds based
on 1 Game
Division 1 NNNNNN 1,000,000:1
Division 2 NNNNNn or nNNNNN 55,556:1
Division 3 NNNNnn or nnNNNN 5,556:1
Division 4 NNNnnn or nnnNNN 556:1
Division 5 NNnnnn or nnnnNN 56:1

odds of winning $2 Casket

Entry Type Odds of winning
Top Prize*
Odds of winning
a prize*
$2 Casket 1 in 110,000 1 in 16

* Casket odds are based on all 110,000 tickets being sold in a draw. Odds will vary by draw depending on number of tickets sold in that draw.

odds of winning on an Instant Scratch-Its ticket


Ticket Type Top Prize Odds of Winning
Top Prize
Odds of Winning
a Prize
$1 $25,000 1 in 1,500,000 1 in 4
$2 $100,000 1 in 1,000,000 1 in 4
$3 Live the Life $5,000 a month for 10 years 1 in 1,000,000 1 in 4
$4 $200,000 1 in 750,000 1 in 4
$5 $250,000 1 in 750,000 1 in 4
$5 Crosswords $250,000 1 in 3,000,000 1 in 4
$5 Set for Life® $250,000 a year for 4 years 1 in 1,000,000 1 in 4
$10 $500,000 1 in 285,000 1 in 4
$15 $1,000,000 1 in 500,000 1 in 3

Standard tickets at 16.05.2012