Compiled yet another statistics this time for the New York Pick 10 (Keno) game. (Trying to ultimate to devise a "model" to inject entropy, cluster density, Lyapunov threshold and others, I can't use blind "lottery" matrix, need to reduce probability pool substantially even if artificially. Work is ongoing to assemble and research tools in domain from stochastic analysis, chaos theory all the way to catastrophe theory

Data was assembled for the last 132 draws between 03/20/2009 and 07/27/2009 and simulation run to detect optimal time window when a game play using frequency/number transition would yield best performance.

Idea is to detect best possible entry into the game for highest possible hit/total ratio in a reduced number field

In example, if we would enter the game for the day 07/25 , we would capture 16 numbers (19 - duplicates) in the field of 65, and even though this is still high number of possibilities it does offer a glimmer of hope for a better result!

Draw Sequence: 130 -----------------------------------------------------------

Draw 07/25/2009 01 06 07 09 11 21 24 31 35 36 38 41 43 52 55 65 66 71 72 74

Number/Frequency (Sorted by Frequency)

Number     02 63 61 70 43 08 68 77 09 16 23 33 48 07 39 53 64 22 12 26
Frequency 22 22 23 23 24 25 25 25 26 26 26 26 26 27 27 27 27 28 29 29

Number     27 47 76 03 06 17 51 54 04 21 36 46 58 62 24 34 38 44 52 72
Frequency 29 29 29 30 30 30 30 30 31 31 31 31 31 31 32 32 32 32 32 32

Number     78 01 11 45 75 79 30 41 49 55 57 10 50 65 67 74 19 20 25 60
Frequency 32 33 33 33 33 33 34 34 34 34 34 35 35 35 35 35 36 36 36 36

Number     66 69 18 28 35 40 42 59 15 31 05 56 73 13 14 71 32 80 29 37
Frequency 36 36 37 37 37 37 37 37 38 38 39 39 40 41 41 41 42 43 44 46

Predictions made on: 07/25/2009 for the next draw: 

02 63 02 63 61 61 70 43 43 08 68 77 09 16 48 07 39 64 22 12 12 26 27 76 03 06 54 04 21 62 24 34 78 01 11 79 30 41 57 10 50 74 19 20 69 18 28 59 15 31 31 05 56 56 73 13 13 14 71 71 32 80 80 29 37

[65 Numbers]

Matched [For Date]: 07/26/2009 77 09 16 39 26 06 24 01 79 69 15 13 13 71 71 80 80 29 37 [Total = 19]

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