Illinois St
v
Valparaiso
Betting Odds
Final Illinois St 86-64 Valparaiso
Illinois St v Valparaiso was played on 13 February 2026. Below is how the market closed: the last price before the start at each bookmaker.
Automatically generated from our odds data
How the market closed
2 bookmakers- Illinois St (favourite) 79.0% average price 1.19 happened
- Valparaiso 21.0% average price 4.48
The chance the closing market gave each outcome with the margin taken out, from the average closing price across every bookmaker in our archive for this game (decimal; a fraction of an average says little); average payout 94.0%. The market made Illinois St the favourite at 79.0%. Illinois St won.
Closing odds by bookmaker
| Bookmaker | Illinois St1 | Valparaiso2 | Payout |
|---|---|---|---|
| 1.20 | 4.50 | 94.7% |
Each bookmaker's last price before the start, among the bookmakers we compare; the best price in each column is marked. Past prices, not a tip.
Did you beat the closing price?
Enter the price you took in the closing line value calculator, with this game's average close filled in: Illinois St, Valparaiso. One price proves little either way; beating the close over many bets is the sign of value.
Recent form
Illinois St · last 3 in the league
- L at Evansville 80-88
- W v Drake 86-76
- L v So Illinois 50-54
Valparaiso · last 2 in the league
- W at Drake 81-76
- W v Evansville 70-63
Head to head
4 meetings in USA - NCAA since Jan 2024, before this game
The closing favourite won 1 of 4 of these meetings, across the bookmakers we compared at the time.
-
Valparaiso 77-71 Illinois St
Closed 13.35Unibet 21.32Unibet payout 94.7% favourite lost -
Illinois St 86-78 Valparaiso
Closed 11.26Bet365 24.00Bet365 payout 96.0% favourite won -
Valparaiso 75-72 Illinois St
Closed 12.95Bet365 21.47Unibet payout 94.8% favourite lost -
Illinois St 50-59 Valparaiso
Closed 11.20Bet365 24.80Unibet payout 94.0% favourite lost
Closing prices: each bookmaker's last price before kick-off, the best of the bookmakers we compared at the time; the favourite is the shortest average price.