A straight answer
It doesn�t exist.
In the original, 1962 edition of Beat the Dealer Ed Thorp presented a set of theoretical point count values that would enable a theoretical player to range their bets theoretically perfectly. This set of values, now sometimes called �tags�, he dubbed the Ultimate Count. There are forty point values per suit, ranging from +11 for a five, to �9 for an ace. He suggested that perhaps a player could size their bets with the Ultimate Count, while forming their departure decisions with the NT/T ratio of the Ten Count. There were no departure indices presented to make it a stand-alone playing strategy. The Ultimate Count was not included in the 1966 edition of the book.
A few interesting things appear when examining the array of values. Half or virtually half of the positive values reside in the four and five; an argument for using more structured counts. A simple count like the Dubner High-Low, presented in the 1966 book, therefore misvalues the cards: the four, five and seven are undervalued; the deuce is overvalued; and trey and six are close to exact. However the High-Low has a betting efficiency of .968 in a game where the dealer stands on A6 (a S17 game) and .972 in a H17 game. The Ultimate Count yields .998 and .996. But the level one High-Low requires essentially just recognition of cards, as opposed to perpetual arithmetic. So much additional effort for so little additional benefit.
I recommend that you read The Theory of Blackjack by the late Peter Griffin for an appreciation of point count system alternatives.
And I recommend that you read Bootlegger�s fine monograph on selecting a count system at http://64.71.133.211/bj_reference/index.cgi?read=10580.
I assume you are familiar with the Ultimate values or tags. If not, a search engine will reveal scores of sites that list them.
I hope this helps you.
Regards,
Igor