Hello Barge
This is how I do it. Load the file, click on line 30. Look at the criteria window. Type in the code for the relevant skipsitter. I then uncheck all the columns I don't want to see for when I get the result all I want to see is the median and the relevant skip cycles asked for, no more no less. Then save the particular file with a relevant name such as Skipsitter2. The 2 will tell you that it only pulls out pairs which have appeared at least twice above the median. Below are some of the codes I use for each skipsitter file. It may be crude but it works brilliantly.
When you run tests note the range of draws you use. I use only around 100 previous draws. Test with the full bore pairs, then test with the alpha beta files. Note the difference in accuracy.
Skipsitter2(Draadsitter2)
#20 = #1
and
#21 > #1
and
#22 > #1
Skipsitter3
#20 = #1
and
#21 > #1
and
#22 > #1
and
#23 > #1
Skippsitter4
#20 = #1
and
#21 > #1
and
#22 > #1
and
#23 > #1
and
#24 > #1
Skippsitter5
#20 = #1
and
#21 > #1
and
#22 > #1
and
#23 > #1
and
#24 > #1
and
#51 > #1
This is how I do it. Load the file, click on line 30. Look at the criteria window. Type in the code for the relevant skipsitter. I then uncheck all the columns I don't want to see for when I get the result all I want to see is the median and the relevant skip cycles asked for, no more no less. Then save the particular file with a relevant name such as Skipsitter2. The 2 will tell you that it only pulls out pairs which have appeared at least twice above the median. Below are some of the codes I use for each skipsitter file. It may be crude but it works brilliantly.
When you run tests note the range of draws you use. I use only around 100 previous draws. Test with the full bore pairs, then test with the alpha beta files. Note the difference in accuracy.
Skipsitter2(Draadsitter2)
#20 = #1
and
#21 > #1
and
#22 > #1
Skipsitter3
#20 = #1
and
#21 > #1
and
#22 > #1
and
#23 > #1
Skippsitter4
#20 = #1
and
#21 > #1
and
#22 > #1
and
#23 > #1
and
#24 > #1
Skippsitter5
#20 = #1
and
#21 > #1
and
#22 > #1
and
#23 > #1
and
#24 > #1
and
#51 > #1

