Occurances that one of the digits from the previous draw will show in the next draw...
Last 30 days starting with July 11 and ending with August 9th... (n = no, y = yes)
n = from July 10 to July 11
n
y
n
y
n
n
n
n
n
y
y
y
y
y
y
y
y
y
y
y
y
y
y
n
y
n
y
n
y = from August 8 to August 9
19 of the 30 draws had one or more digits repeat from the previous draw, or 63.3% of the time the next draw will contain one or more digits from the previous draw.
You can continue to build up your statistics this way and it will help you to minimize the amount of picks to play while increasing your odds of getting a hit.
Continue to think up ways to look at the numbers and create more data points and trends, ect...
The above filter reduces the master list of 81 picks down to 56 picks...
Results: 56
Tier 1
015 016 017 018 019 025 027 029 035 036 037 038 039 045 047 049 056 057 058 059 067 069 078 079 089 129 145 146 147 148 149 169 189 239 245 247 249 259 269 279 289 345 346 347 348 349 369 389 456 457 458 459 467 469 478 479
As the list gets reduced, your odds of winning will also go down, but the trick is to come up with trends that minimizes the halflife as you reduce the master list.
If you had pretty deep pockets and played the above 56 picks for the last 30 days, this is what your balance would have been...
56 picks per draw x 30 = $1,680.00 (cost to play)
17 single winners x $80.00 (boxed) = $1,360.00
In the hole ($320.00) so that's just too many picks to play.
You would need to come up with more ways to filter those picks down to just a few.