Is it possable to count success from Even/Odd rolls?

The system I am using involves rollsing several D6 and for every even number you gain 1 success. Rolls of 6 gain 1 success and reroll. So an 8D skill would be "/roll 8d6!" and for evey even number gain 1 success. So I would need a formula like "/roll {2d6!}>2" but instead of a numeric value to beat, it would be for every even number. Thoughts?

Unfortunately, there does not exist much in the way of functionality to support this, unless you are willing to instead use d6>4! (where you would "pretend 5 is even and 2 is odd"). An API Script could, of course, handle this easily enough. Access to the API is available within games in which the Creator has an active Pro subscription. If you're willing to manually roll exploding dice, here's a possible solution; The inline roll [[ 1 - d6 % 2 ]] resolves to be 0 if the d6 roll is odd, or 1 if the roll is even, highlighting green on a roll of a six (which would prompt you to reuse the macro below). You could use a Roll Query to sum a bunch of these inline rolls together to handle dice pools, e.g. /r ?{Skill Dice| 01, [[ 1-d6%2 ]] | 02, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] | 03, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] | 04, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] | 05, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] | 06, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [6d6] | 07, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [7d6] | 08, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [8d6] | 09, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [9d6] | 10, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [10d6] | 11, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [11d6] | 12, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [12d6] | 13, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [13d6] | 14, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [14d6] | 15, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [15d6] | 16, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [16d6] | 17, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [17d6] | 18, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [18d6] | 19, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [19d6] | 20, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [20d6] | 21, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [21d6] | 22, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [22d6] | 23, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [23d6] | 24, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [24d6] | 25, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [25d6] | 26, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [26d6] | 27, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [27d6] | 28, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [28d6] | 29, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [29d6] | 30, [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] + [[ 1-d6%2 ]] [30d6] }