A set of poker has $32$ cards. 30 of them are in red, yellow and blue, with $10$ cards in each color, given the numbers $1,2,….,10$ respectively. 2 of them are different jokers, both with the number $0.$ A card with the number $k$ counts for $2k$ points.Call a group of cards a $’$good group$’$ if the sum of their points is $2004.$ Calculate the number of $’$good groups$’.$