There are two different answers to this question and both are "no".
1) On the purely theoretical side, I've seen it mentiond that isanely-high plus counts don't have the advantage increase proportionately as when the counts increase in more normal ranges. In other words, +10 isn't twice as good as +5. This was mentioned briefly in Schlesinger's Blackjack Attack, but I think the original reference was to Griffin's Theory of Blackjack (which I've only just begun working through).
For an extreme example, try grabbing a few decks of cards, and take out everything except for aces and tens, and mock play through a few rounds. The results are strange.
2) On a practical side, you need to look out after your bankroll. Let's say you're betting aggressively, and your bet rougly is full-Kelly. Say at a TC of +4, it's 1.5% of your bankroll. If the TC rises to +8, and you were to bet 3% of your bankroll, it could bring on too much variance for you (emotionally), or it could bring too much attention from the casino, or you might bump into the table max, or it might just be more than you have in your wallet.
I saw an argument from somewhere on the internerds that some of the ex-MIT guys argue having "no max bet" on their system. However, they are betting a much smaller fraction of their bankroll each hand, and the truly absurd counts rarely if ever come into play.