Free Pick 6 Lottery Wheels 16 Tickets


Wheel Rank

The probability of hitting combinations in the correct position on the tickets.

The wheel rank is calculated from every possible combination within the draw which makes it the best possible way to subjectively rank wheels.

So the higher the wheel rank the higher probability of the balls falling in the correct ticket positions.


Tickets - Pool

The number of tickets and the pool of numbers used in the wheel.


Ways to win

The number of different winning combinations covered.


Balanced

Balanced wheels contain the same number of each ball.


Wheel

The wheel template, assign each number a new value then replace each number in the wheel with the new numbers.


Combinations covered

All 16 numbers are used six times each within each wheel

3 Ball combos covered = 320 out of 320 possible 3 ball combos to fit in 16 tickets 100%

4 Ball combos covered = 240 out of 240 possible 4 ball combos to fit in 16 tickets 100%

5 Ball combos covered = 96 out of 96 possible 5 ball combos to fit in 16 tickets 100%

6 Ball combos covered = 16 out of 16 possible 6 ball combos to fit in 16 tickets 100%

Total ways to win = 672 out of a possible 672 different winning combinations that can fit in 16 tickets.


Wheel Rank

Tickets - Pool

Ways to win

Balanced

Wheel

20,076

16 - 16

672/672

100%
4 shows each

01 02 06 08 10 12
01 02 07 09 11 13
01 03 04 05 06 07
01 03 08 09 14 15
01 04 10 11 14 16
01 05 12 13 15 16
02 03 04 08 13 16
02 03 05 10 11 15
02 04 05 09 12 14
02 06 07 14 15 16
03 06 09 11 12 16
03 07 10 12 13 14
04 06 09 10 13 15
04 07 08 11 12 15
05 06 08 11 13 14
05 07 08 09 10 16

20,060

16 - 16

672/672

100%
4 shows each

01 02 06 08 11 15
01 02 07 09 10 12
01 03 04 05 06 07
01 03 08 09 13 14
01 04 10 11 13 16
01 05 12 14 15 16
02 03 04 08 12 16
02 03 05 10 11 14
02 04 05 09 13 15
02 06 07 13 14 16
03 06 09 10 15 16
03 07 11 12 13 15
04 06 09 11 12 14
04 07 08 10 14 15
05 06 08 10 12 13
05 07 08 09 11 16

20,067

16 - 16

672/672

100%
4 shows each

01 02 06 09 10 12
01 02 07 08 11 13
01 03 04 05 06 07
01 03 08 09 14 15
01 04 10 11 14 16
01 05 12 13 15 16
02 03 04 08 12 16
02 03 05 10 11 15
02 04 05 09 13 14
02 06 07 14 15 16
03 06 09 11 13 16
03 07 10 12 13 14
04 06 08 10 13 15
04 07 09 11 12 15
05 06 08 11 12 14
05 07 08 09 10 16

20,063

16 - 16

672/672

100%
4 shows each

01 02 06 09 10 13
01 02 07 08 11 12
01 03 04 05 06 07
01 03 08 09 14 15
01 04 10 11 14 16
01 05 12 13 15 16
02 03 04 08 13 16
02 03 05 10 11 15
02 04 05 09 12 14
02 06 07 14 15 16
03 06 09 11 12 16
03 07 10 12 13 14
04 06 08 10 12 15
04 07 09 11 13 15
05 06 08 11 13 14
05 07 08 09 10 16

20,077

16 - 16

672/672

100%
4 shows each

01 02 06 09 10 15
01 02 07 08 11 12
01 03 04 05 06 07
01 03 08 09 13 14
01 04 10 11 13 16
01 05 12 14 15 16
02 03 04 08 15 16
02 03 05 10 11 14
02 04 05 09 12 13
02 06 07 13 14 16
03 06 09 11 12 16
03 07 10 12 13 15
04 06 08 10 12 14
04 07 09 11 14 15
05 06 08 11 13 15
05 07 08 09 10 16

20,067

16 - 16

672/672

100%
4 shows each

01 02 06 09 10 12
01 02 07 08 11 13
01 03 04 05 06 07
01 03 08 09 14 15
01 04 10 11 14 16
01 05 12 13 15 16
02 03 04 08 12 16
02 03 05 10 11 15
02 04 05 09 13 14
02 06 07 14 15 16
03 06 09 11 13 16
03 07 10 12 13 14
04 06 08 10 13 15
04 07 09 11 12 15
05 06 08 11 12 14
05 07 08 09 10 16

20,063

16 - 16

672/672

100%
4 shows each

01 02 06 09 10 13
01 02 07 08 11 12
01 03 04 05 06 07
01 03 08 09 14 15
01 04 10 11 14 16
01 05 12 13 15 16
02 03 04 08 13 16
02 03 05 10 11 15
02 04 05 09 12 14
02 06 07 14 15 16
03 06 09 11 12 16
03 07 10 12 13 14
04 06 08 10 12 15
04 07 09 11 13 15
05 06 08 11 13 14
05 07 08 09 10 16

20,077

16 - 16

672/672

100%
4 shows each

01 02 06 09 10 15
01 02 07 08 11 12
01 03 04 05 06 07
01 03 08 09 13 14
01 04 10 11 13 16
01 05 12 14 15 16
02 03 04 08 15 16
02 03 05 10 11 14
02 04 05 09 12 13
02 06 07 13 14 16
03 06 09 11 12 16
03 07 10 12 13 15
04 06 08 10 12 14
04 07 09 11 14 15
05 06 08 11 13 15
05 07 08 09 10 16

20,077

16 - 16

672/672

100%
4 shows each

01 02 06 09 10 15
01 02 07 08 11 12
01 03 04 05 06 07
01 03 08 09 13 14
01 04 10 11 13 16
01 05 12 14 15 16
02 03 04 08 15 16
02 03 05 10 11 14
02 04 05 09 12 13
02 06 07 13 14 16
03 06 09 11 12 16
03 07 10 12 13 15
04 06 08 10 12 14
04 07 09 11 14 15
05 06 08 11 13 15
05 07 08 09 10 16

20,067

16 - 16

672/672

100%
4 shows each

01 02 06 09 10 12
01 02 07 08 11 13
01 03 04 05 06 07
01 03 08 09 14 15
01 04 10 11 14 16
01 05 12 13 15 16
02 03 04 08 12 16
02 03 05 10 11 15
02 04 05 09 13 14
02 06 07 14 15 16
03 06 09 11 13 16
03 07 10 12 13 14
04 06 08 10 13 15
04 07 09 11 12 15
05 06 08 11 12 14
05 07 08 09 10 16

20,063

16 - 16

672/672

100%
4 shows each

01 02 06 09 10 13
01 02 07 08 11 12
01 03 04 05 06 07
01 03 08 09 14 15
01 04 10 11 14 16
01 05 12 13 15 16
02 03 04 08 13 16
02 03 05 10 11 15
02 04 05 09 12 14
02 06 07 14 15 16
03 06 09 11 12 16
03 07 10 12 13 14
04 06 08 10 12 15
04 07 09 11 13 15
05 06 08 11 13 14
05 07 08 09 10 16

20,077

16 - 16

672/672

100%
4 shows each

01 02 06 09 10 15
01 02 07 08 11 12
01 03 04 05 06 07
01 03 08 09 13 14
01 04 10 11 13 16
01 05 12 14 15 16
02 03 04 08 15 16
02 03 05 10 11 14
02 04 05 09 12 13
02 06 07 13 14 16
03 06 09 11 12 16
03 07 10 12 13 15
04 06 08 10 12 14
04 07 09 11 14 15
05 06 08 11 13 15
05 07 08 09 10 16




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