Repetition Type -- identifies how many numbers in this draw repeat the numbers of previous draws in the selected repeating range. These are the winning numbers of West Virginia Cash 25 (6/25) from 09/13/1999 to 09/24/1999. (01) ......... 09/13/1999 03 04 15 16 20 23 (02) ......... 09/14/1999 01 04 10 14 16 22 (03) ......... 09/16/1999 02 04 08 16 23 24 (04) ......... 09/17/1999 02 09 10 12 16 23 (05) ......... 09/20/1999 02 03 06 13 17 21 (06) ......... 09/21/1999 10 16 18 21 22 25 (07) ......... 09/23/1999 01 02 08 11 14 19 (08) ......... 09/24/1999 01 02 04 07 09 24 This example illustrates how to determine the repetition type of a winning combination in the Repetition Pattern Analysis. If you selected "5" as the repeating range, the repetition type can't be determined for draw (01) to draw (05) because 5 previous draws are needed to determine the repetition type (in which 5 is the selected repeating range). If you select 5 as the repeating range, the repeating range of draw (06) is from draw (01) to draw (05). Draw (06) is of repetition type 4 because there are 4 winning numbers -- 10, 16, 21, 22 of draw (06) are the winning numbers in its repeating range. The other two winning numbers -- 18 and 25 of draw (06) never won in the previous 5 draws. 10 won in draw (02), (04). 16 won in draw (01), (02), (03), (04). 21 won in draw (05). 22 won in draw (02). In the same way, we can conclude that draw (07) is of repetition type 4 -- repeated 01, 02, 08, 14 and the repeating range is from draw (02) to draw (06) draw (08) is of repetition type 5 -- repeated 01, 02, 04, 09 and the repeating range is from draw (03) to draw (07)
	Rank -- orders the repetition types according to how many draws are of the corresponding repetition types below.
	Count -- indicates how many draws in the selected time period are of the corresponding repetition types below.
	User Selected Repeating Range -- allows the user to select the repeating range from 1 to 10, which means the previous 1 to 10 draws.
	Percentage -- indicates the count of combinations which belongs to the repetitions type below account for how many percent of the total draws analyzed. Total draws analyzed are the total draws in the selected time period less the selected repeating range. For example, in the above 8 draws, the total draws analyzed is 3 (8-5=3).

• If the user selected 1 as the repeating range, the last 1 draw will be listed.
• If the user selected 2 as the repeating range, the last 2 draws will be listed.
• If the user selected 3 as the repeating range, the last 3 draws will be listed.
• and so on ......

The lower the number field and/or the more digits drawn, it is more likely that a winning combination has one or more numbers that are repeated from previous winning draws. You can conduct a Repetition Pattern Analysis based on the last 10 draws but, to get the best results, it is recommended that you use at least 150 draws.

Let's use an example to demonstrate how to pick numbers based on the winning numbers of recent draws, as shown in the Repetition Pattern Analysis (which determines how many to choose), and Repetition Frequency and Rank Analysis (which determines what to choose).

A Repetition Pattern Analysis was conducted based on 200 draws of a 6/49 lottery. Two was selected as the repeating range, and the results showed that 156 of the 200 draws (about 78 percent) had combinations that repeated at least one number from the last two draws.

At the end of the Repetition Pattern Analysis, the following are listed as the last 2 draws:

(2) . . . . . . 02 13 19 26 31 42
(1) . . . . . . 04 06 16 19 39 43

You can select at least one number from these two draws to play because 7830610703440f the previous draws repeat at least one winning number of their previous two draws.

To decide which number to select from the last two draws, perform Repetition Frequency and Rank Analysis 2 times (in which 2 is the selected repeating range).

• Step 1 Conduct Repetition Frequency and Rank Analysis by selecting repeating pace 1. Note that among the winning numbers of draw (1), 04 ranks 29, 06 ranks 8, 16 ranks 2, 19 ranks 30, 39 ranks 15, 43 ranks 10. Realize that number 16 has the best chance of winning again, if it wins in the last draw.
   
• Step 2 Conduct Repetition Frequency and Rank Analysis by selecting repeating pace 2. Note that among the winning numbers of draw (2), 02 ranks 9, 13 ranks 11, 19 ranks 1, 26 ranks 10, 31 ranks 5, 42 ranks 23. Realize that number 19 has the best chance of winning again, if it wins in the second to last draw.