"4 rows
6 in each row
2 winning numbers in each row
How would you get the 2 winning numbers from each row on the same line?
You have no idea which 2 numbers from each of the 4 rows are the winning numbers."
Can't have 2 winning numbers per row because that would be 8 winning numbers. Have to allow for rows to have 0, 1 or 2 winning numbers. Problem would be if two rows have 3 winning numbers or a row having 4, 5 or all 6. If I were to play the wheel below, I'd take the insurance of playing the 4 original rows as well. It might be possible to make a wheel allowing for 0 or 2 per line for 225 a little less at greater risk of loss.
24 numbers allowing for 0, 1 or 2 numbers per 6 number line allowing no more takes 61,000 lines. A 4if6 prize for the same criteria would be around 293 as below. Replace my place holder pointer numbers with your own best picks.
01 02 07 08 13 14
01 02 07 09 15 16
01 02 07 10 17 18
01 02 07 11 19 20
01 02 07 12 21 22
01 02 08 09 17 19
01 02 08 10 15 20
01 02 08 11 16 18
01 02 08 12 23 24
01 02 09 10 13 21
01 02 09 11 14 22
01 02 09 12 18 20
01 02 10 12 14 16
01 02 11 12 13 15
01 02 11 17 21 23
01 02 13 16 19 22
01 02 13 17 20 24
01 02 14 15 19 21
01 02 15 18 22 23
01 03 07 08 15 17
01 03 07 09 13 18
01 03 07 10 14 19
01 03 07 11 16 21
01 03 07 12 20 23
01 03 08 09 14 16
01 03 08 10 13 22
01 03 08 11 19 23
01 03 08 12 18 21
01 03 09 10 15 23
01 03 09 11 17 20
01 03 09 12 19 22
01 03 10 11 18 24
01 03 12 13 14 24
01 03 13 15 19 20
01 03 14 17 21 22
01 03 15 16 22 24
01 04 07 08 16 19
01 04 07 09 14 17
01 04 07 10 13 15
01 04 07 11 18 22
01 04 08 09 13 20
01 04 08 10 14 18
01 04 08 11 15 21
01 04 08 12 17 22
01 04 09 10 16 22
01 04 09 11 19 24
01 04 09 12 21 23
01 04 10 11 20 23
01 04 10 17 19 21
01 04 12 13 18 19
01 04 12 14 15 20
01 04 13 14 22 23
01 04 13 16 21 24
01 04 15 17 23 24
01 05 07 08 18 20
01 05 07 09 19 21
01 05 07 10 16 23
01 05 07 11 13 17
01 05 07 12 15 24
01 05 08 09 15 22
01 05 08 10 17 24
01 05 08 12 13 16
01 05 08 14 21 23
01 05 09 10 14 20
01 05 09 11 18 23
01 05 10 11 15 19
01 05 10 12 18 22
01 05 11 12 20 21
01 05 11 14 16 24
01 05 12 14 17 19
01 05 16 17 20 22
01 06 07 08 21 24
01 06 07 09 20 22
01 06 07 11 14 15
01 06 07 12 16 17
01 06 07 13 19 23
01 06 08 12 15 19
01 06 08 14 17 20
01 06 08 16 22 23
01 06 09 10 18 19
01 06 09 11 13 16
01 06 09 14 23 24
01 06 09 15 17 21
01 06 10 11 17 22
01 06 10 12 13 20
01 06 13 18 21 22
01 06 15 18 20 24
01 09 17 18 22 24
01 10 16 18 20 21
02 03 07 08 16 20
02 03 07 09 14 21
02 03 07 10 13 23
02 03 07 11 15 18
02 03 07 12 17 19
02 03 08 09 13 15
02 03 08 10 14 17
02 03 08 11 21 22
02 03 08 18 19 24
02 03 09 10 16 18
02 03 09 11 23 24
02 03 10 12 15 21
02 03 11 12 14 20
02 03 12 13 18 22
02 03 14 16 19 23
02 03 15 17 20 22
02 03 16 17 21 24
02 04 07 08 15 22
02 04 07 09 13 19
02 04 07 10 14 20
02 04 07 11 16 17
02 04 07 12 18 23
02 04 08 09 14 23
02 04 08 10 13 16
02 04 08 11 20 24
02 04 08 12 19 21
02 04 09 10 15 17
02 04 09 11 18 21
02 04 09 12 16 24
02 04 10 11 19 22
02 04 13 15 20 21
02 04 14 16 21 22
02 04 14 17 19 24
02 04 16 18 19 20
02 05 07 08 17 21
02 05 07 09 18 22
02 05 07 10 19 24
02 05 07 11 14 23
02 05 07 12 13 20
02 05 08 10 18 23
02 05 08 11 13 19
02 05 08 12 14 15
02 05 08 16 22 24
02 05 09 11 15 20
02 05 09 12 17 23
02 05 09 13 14 24
02 05 10 11 16 21
02 05 10 13 15 22
02 05 11 12 18 24
02 05 14 18 20 21
02 06 07 09 17 24
02 06 07 10 16 22
02 06 07 11 13 21
02 06 07 14 18 19
02 06 07 15 20 23
02 06 08 09 16 21
02 06 08 11 15 17
02 06 08 12 20 22
02 06 09 13 18 23
02 06 09 15 19 22
02 06 10 11 14 24
02 06 10 12 19 23
02 06 10 17 20 21
02 06 14 17 22 23
02 10 11 13 18 20
02 10 12 17 22 24
02 10 15 16 23 24
02 11 12 16 22 23
02 12 13 14 21 23
03 04 07 08 13 21
03 04 07 09 15 20
03 04 07 10 16 24
03 04 07 12 14 22
03 04 08 09 17 18
03 04 08 10 15 19
03 04 08 12 16 23
03 04 09 10 13 14
03 04 09 16 19 21
03 04 10 12 17 20
03 04 10 18 21 22
03 04 11 12 15 24
03 04 11 13 16 20
03 04 11 14 17 23
03 04 13 17 19 22
03 04 13 18 23 24
03 05 07 08 14 24
03 05 07 09 16 17
03 05 07 10 20 21
03 05 07 11 19 22
03 05 08 09 19 20
03 05 08 11 15 16
03 05 08 13 17 23
03 05 09 10 22 24
03 05 09 11 13 21
03 05 09 12 14 18
03 05 10 12 13 19
03 05 12 15 22 23
03 05 12 16 20 24
03 05 13 14 20 22
03 05 15 17 19 21
03 05 16 18 21 23
03 06 07 08 18 22
03 06 07 11 20 24
03 06 07 12 13 15
03 06 07 17 21 23
03 06 08 10 20 23
03 06 08 11 13 14
03 06 08 12 17 24
03 06 09 12 20 21
03 06 09 13 19 24
03 06 10 11 16 19
03 06 10 14 15 22
03 06 11 12 18 23
03 06 14 18 21 24
03 06 17 18 19 20
03 08 14 15 20 21
03 09 11 14 15 19
03 09 13 16 22 23
04 05 07 09 23 24
04 05 07 10 17 22
04 05 07 12 16 21
04 05 07 14 15 19
04 05 08 11 14 22
04 05 08 13 15 24
04 05 09 12 13 22
04 05 09 17 20 21
04 05 10 12 14 23
04 05 10 15 16 20
04 05 11 16 19 23
04 06 07 09 16 18
04 06 07 12 19 20
04 06 07 13 14 24
04 06 08 09 22 24
04 06 08 11 18 19
04 06 09 11 14 20
04 06 09 17 19 23
04 06 10 12 15 18
04 06 10 13 21 23
04 06 11 12 13 17
04 06 11 15 16 22
04 06 16 17 20 24
04 07 08 17 20 23
04 07 15 18 21 24
04 09 10 18 20 24
04 09 11 13 15 23
04 09 14 18 19 22
04 11 13 14 19 21
04 11 15 17 19 20
05 06 07 10 13 18
05 06 07 14 16 20
05 06 07 15 21 22
05 06 08 10 14 19
05 06 08 11 23 24
05 06 08 13 20 21
05 06 09 12 15 16
05 06 10 12 21 24
05 06 10 15 17 23
05 06 11 14 17 21
05 06 11 18 20 22
05 06 13 17 22 24
05 06 16 18 19 24
05 07 17 18 19 23
05 08 09 18 21 24
05 12 15 18 19 20
06 08 15 18 21 23
06 11 12 14 19 22
06 12 13 16 19 21
07 08 13 16 23 24
07 08 14 17 19 22
07 09 13 14 20 23
07 09 13 15 22 24
07 09 14 16 19 24
07 10 13 14 21 22
07 10 13 16 19 20
07 10 14 17 23 24
07 10 15 18 19 22
07 11 13 18 19 24
07 11 15 17 22 23
07 11 16 18 20 23
07 12 13 17 21 24
07 12 14 18 20 24
07 12 15 16 19 23
08 09 13 17 21 22
08 09 15 16 20 23
08 10 13 14 20 24
08 10 13 18 19 21
08 10 15 16 21 22
08 10 16 17 19 23
08 10 17 18 20 22
08 11 13 15 20 22
08 11 14 16 19 20
08 12 13 17 19 20
08 12 14 16 21 24
08 12 14 18 19 23
08 12 15 18 22 24
09 10 14 15 21 24
09 10 17 18 21 23
09 11 14 16 21 23
09 11 16 17 19 22
09 12 14 16 20 22
09 12 15 17 19 24
10 11 13 16 22 24
10 11 14 18 22 23
11 12 17 18 19 21
BobP
