Posted Odds aiLotto Software Neural Network - Super 7 Model

Past Winning Statistics*

68% C.I.

95% C.I.

99% C.I.

Matches

Total

Average

St. Dev

- 1 S.D.

+ 1 S.D.

- 2S.D.

+ 2S.D.

- 3 S.D.

+ 3 S.D.

3 Numbers

6.459183673

5.715178502

0.744005

12.17436

-4.97117

17.88954

-10.6864

23.60472

4 Numbers

225

2.902222222

2.318259131

0.583963

5.220481

-1.7343

7.53874

-4.05256

9.857

5 Numbers

207

3.15942029

2.719704376

0.439716

5.879125

-2.27999

8.598829

-4.99969

11.31853

6 Numbers

7.101123596

6.268690134

0.832433

13.36981

-5.43626

19.6385

-11.7049

25.90719

7 Numbers

28.22612771

11.77387

68.22613

-16.4523

96.45226

-44.6784

124.6784

Grand Total

634

Total Draws for Period Under Review 654.

*Model results are for Super7 draws from June 3, 1994 to December 9, 2006.

Probability of Winning Any Prize Within Predictions Dataset for Period Under Review once every 1.0309278 draws.

Probability of Winning 3 of 7 Prize Within Predictions Dataset for Period Under Review once every 6.6734694 draws

Probability of Winning 4 of 7 Prize Within Predictions Dataset for Period Under Review once every 2.9066667 draws

Probability of Winning 5 of 7 Prize Within Predictions Dataset for Period Under Review once every 3.1594203 draws

Probability of Winning 6 of 7 Prize Within Predictions Dataset for Period Under Review once every 7.3483146 draws

Probability of Winning 7 of 7 Prize Within Predictions Dataset for Period Under Review once every 43.6 draws

Predictions datasets contains between 18 to 28 numbers that can used as basis for player's numbers selection.

Wheeling or other system used with the predictions dataset will determine actual odds the player will have in

winning associated prize for the number of winning combinations obtained for a particular draw date.

For example, the odds for a predictions dataset containing 21 numbers is 1 in 116,280. Wheeling systems

generally allow the player to significantly lower the total number of combinations played in order to win a

prize category. More information on wheeling systems is provided at the link below:

http://www3.telus.net/lotbook/node7.html

Wheeling systems combining combinatorial logic provide smaller datasets than other methods. For more

information on combinatorial logic you may wish to view the information on the following link:

http://en.wikipedia.org/wiki/Combinatorial_optimization

Posted Odds of Winning Super7 By The Interprovincial Lottery Corporation

Match

Per Selection**

Per Play***

7 of 7

1: 62,891,499

1: 20,963,833

6 of 7 + Bonus

1: 8,984,499

1: 2,994,833

6 of 7

1: 55,491

1: 76,790

5 of 7

1: 1,032

1: 1,279

4 of 7

1: 181.87

1: 60.62

3 of 7 + Bonus

1: 196.62

1: 65.54

3 of 7

1: 21.847

1: 7.282

Any Prize

1: 17.661

1: 5.887

Source: http://www.alc.ca/English/ALCProducts/JackpotsDraws/Super7/Super7GameConditions.pdf

**Per Selection means odds for the individual numbers being selected by the player.

***Per Play means odds for the three numbers included for each selection purchased by the player.

Terms Defined

Total: Total number of draws having matched the winning Super7 numbers

Average: Average time number of draws between last occurrence of matching winning Super7 numbers drawn

St. Dev.: Standard deviation for average time between number of draws for last occurrence of matching winning Super7 numbers drawn

C.I.: Confidence intervals based on the normal distribution for expected occurences between draws of matching winning Super7 numbers drawn

Interpretation of Statistical Results

Expected Draw Date For Next 7 Out of 7 Matching Event

For example, there have been a total of 98 draws where 3 predicted numbers have matched the Super7 draw for the given date.

Based on the past draws it is expected that on average a 3 number match will occur every 6.459184 draws.

Based on the past draws it is expected that on average a 3 number match will deviate from the average an expected 5.715179 draws.

Based on the normal distribution for one standard deviation the average time between matching three numbers will vary

from .744005 draws to 12.17436 draws.

For the other confidence intervals of 2 standard and 3 standard deviations similar expectations of variability can be expected as given above.

Based on the 99% confidence interval for 3 standard deviations it is expected that another 7of 7 match will occur between draws 605 and 725.

For further information on statistical terms and the basis for the above calculations you can click on the link below:

Engineers Statistics Handbook