# Standard US two-way pricing -110 / -110 -> 52.38% + 52.38% = 104.76% implied sum vig = 4.76% # the book's margin over a fair 100% # A reduced-juice -105/-105 market carries only ~2.44% vig
The vig is why breaking even at -110 requires a 52.38% win rate, not 50%. Serious bettors treat the vig as the cost of doing business and reduce it two ways: shopping lines across books, and betting into low-vig markets.
Because ParlayAPI returns every book's prices side by side for the same market, you can compute per-book vig directly from one odds response - sum the implied probabilities of the two sides and subtract 1.0. The +EV scanner and arb scanner both do this continuously via devigging.