how many positions are possible in the standard 3/3

[jorel]

hello. how many positions do you need

* for the standard 3 odd and 3 pairs (termanages)

* ascending order

example =

* 02 05 17 38 42 53

we have pairs = position = 1st 4th 5th

we have odd position = 2nd 3rd 6th

* goal to positionally play the standard 3/3 even / odd / endings

* in their positions

* How many training do you need?

[Alan Beban]

Not sure I understand the question, but I think the answer is ten
123,124,125,126,234,235,236,345,346,456

[jorel]

hello alan, 356??
20 positions??
123
124
125
126
134
135
136
145
146
156
234
235
236
245
246
256
345
346
356
456

[jorel]

Hello ok ok alan, so it seems to be 20 positions
Numbers
* The other 20 are the odd ones or vice versa
* Example 1,2,3 x, x, x or 1,4,5 1xx45x ... etc ... where xxx is even or odd
* Then all lottery type 49/6 60/6 etc ...
* It has 20 positions for the even / odd pattern for the last digit
* Example =
02 15 23 46 54 57 = last digit = 2,5,3,6,4,7 = 1xx4,5x where xxx is odd

[Alan Beban]

Duh! Of course.

[jorel]

Hello ok then every time you want to use the 3/3 standard
We have 20 positions to put the odd and even digits in 100%.
We need to see statistics on the 20 positions in arrears
* Example the position even for 1,3,6 is delayed,
* In 30.40, ... or more sweepstakes