by lottoboy » Thu Dec 10, 2009 9:16 pm
[quote=Jerzy]
lottoboy,
You run the Preview and Back-test functions for one position in one column. You use only one value for this position from 5 values possible (1, 2, 3, 4, 5). You use the full package of possible combinations.
Then you add 5 results of Preview testing and you see that all combinations have passed.
Next you add the percentages of 5 back-tests and you see that 100% of jacpots have passed.
I cannot see anything surprising in your calculations. But you proved that the Number Order in Columns works correctly.
You can also run Preview for all five values in the position at the same time, or Back-test for all five values at the same time, no need to calculate sums manually and the result will be the same.
[/quote]
Jerzy,
You are still not clear my Back-test for the Filter.
According to the statistical law, the sum of Previews for the 5 winning orders in any Columns (0 ~ -10) should equal to the full tickets exactly theoretically too. Also, the sum of Back-test for 5 winning orders in any Columns (0 ~ -10) should equal to 100% exactly theoretically too.
In addition, the values of BT should match the values of Preview proportionally in the Filter. In other words, the big value of BT should match big value of Previewin in any Positions and Columns. For example, the Pre value of the bt=29 should greater than the Pre value of the bt=17 (The situation about the low value is same) If not, or the differences between the theoretical values and the practical values for the Winning Orders are too big. It is abnormal or wrong.
We can find some useful strategies from the correct values of Preview and BT in the Winning Orders. Keep your eyes open please: ONLY ONE WINNING ORDER IS IN THE FIVE POSITIONS. But “run Preview for all five values in the position at the same time, or Back-test for all five values at the same time†is meaningless completely for the Winning Orders.
I do hope my explanation above is usefull to you or gives you some idea for fiding a new strategy by using the Filter.