| Winning Quadruples | |
|---|---|
|
Appearing together 0.62% of the time, the numbers 4, 11, 19, and 33 won 2 times. This quadruple's number of appearances puts it 11.3203 deviations above the mean. |
|
Appearing together 0.62% of the time, the numbers 5, 25, 30, and 49 won 2 times. This quadruple's number of appearances puts it 11.3203 deviations above the mean. |
|
Appearing together 0.62% of the time, the numbers 7, 17, 20, and 59 won 2 times. This quadruple's number of appearances puts it 11.3203 deviations above the mean. |
|
Appearing together 0.62% of the time, the numbers 21, 27, 28, and 56 won 2 times. This quadruple's number of appearances puts it 11.3203 deviations above the mean. |
|
Appearing together 0.62% of the time, the numbers 27, 35, 37, and 45 won 2 times. This quadruple's number of appearances puts it 11.3203 deviations above the mean. |
On this page, you will find an analysis of the quadruples of numbers that win together frequently. While the odds of winning the entire jackpot are astronomically small, a player may still win money from getting a partial match. As such, some players believe a "small win" approach is possible by playing numbers that seem to have frequent, winning relationships.
PowerBall uses 5 balls ranging from 1 to 59 followed by a sixth PowerBall ranging from 1 to 39. This historical analysis spans the current PowerBall configuration with 321 drawings spanning from January 7, 2009 through the drawing on February 1, 2012. Check back on this page regularly for the latest, dynamically generated historical analysis following each new drawing.
NOTE: Remember, the historical occurence of numbers is NO GUARANTEE of continued performance or future occurence. The mathematical odds of winning the PowerBall jackpot are still 1 in 23,429,886,480.