The NCAA showdown on 17 November 2026 pits Xavier against Cleveland State, with Xavier the clear favourite as the Pythia model rates them 98% to win, reflecting their perfect 3-0 season record, 91.0 points scored per game and only 53.3 allowed. Xavier's three-game season shows a 3-0 record, 91.0 points per game, 53.3 allowed, and a league position of 10, while their home record is also 3-0 with the same averages; their last five games include four wins and one loss, and recent home victories over Detroit 100-55, Eastern Michigan 76-53 and Mount St. Mary's 97-52. Cleveland State has struggled, posting a 1-2 record, 77.3 points per game and 95.0 allowed, with a 0-2 road record, 64.5 points per game and 103.0 allowed; their last five games contain two wins and three losses, and recent results include a loss to Bowling Green 79-95, a home win over Michigan Dearborn 103-79 and a loss to Missouri 50-111. Historically, Xavier has won the only prior meeting, 72-68 on 15 March 2022. Pythia projects a 96-70 score, 166.1 total points, a 98% chance of a Xavier win, a 2% chance for Cleveland State, and a 0% overtime probability. The home team line is 96-70, with a 98% probability that Xavier covers. The game ends with Xavier's dominant 96-70 victory.
Written by Pythia from this game's frozen forecast, the market's main lines and both teams' results.
🎯 1. Model Analysis
Xavier win
98.5%fair 1.02
Best oddsnot yet
Implied-
Edge-
Cleveland State win
1.5%fair 65.87
Best oddsnot yet
Implied-
Edge-
Pythia's frozen forecast of 08 Nov 07:34 UTC (Version 5). Implied = the consensus price with the bookmaker margin removed (Pinnacle first); edge = model probability minus implied.
This opponent (Xavier) is Stronger. The matching 'vs' row is the one to weigh.
Over/Under 148.5
Over 148.5
86.3%
Under 148.5
13.7%
Best 5 market prices
Over
No market prices yet.
Under
No market prices yet.
Over/Under 153.5
Over 153.5
78.3%
Under 153.5
21.7%
Best 5 market prices
Over
No market prices yet.
Under
No market prices yet.
Over/Under 158.5
Over 158.5
68.0%
Under 158.5
32.0%
Best 5 market prices
Over
No market prices yet.
Under
No market prices yet.
📊 3. Team Totals
Xavier total 83.5
Over 83.5
90.1%
Under 83.5
9.9%
Best 5 market prices
Over
No market prices yet.
Under
No market prices yet.
Xavier total 87.5
Over 87.5
81.2%
Under 87.5
18.8%
Best 5 market prices
Over
No market prices yet.
Under
No market prices yet.
Xavier total 91.5
Over 91.5
68.5%
Under 91.5
31.5%
Best 5 market prices
Over
No market prices yet.
Under
No market prices yet.
Cleveland State total 62
Over 62
79.1%
Under 62
20.9%
Best 5 market prices
Over
No market prices yet.
Under
No market prices yet.
Cleveland State total 66
Over 66
65.3%
Under 66
34.7%
Best 5 market prices
Over
No market prices yet.
Under
No market prices yet.
Cleveland State total 70
Over 70
48.9%
Under 70
51.1%
Best 5 market prices
Over
No market prices yet.
Under
No market prices yet.
⚖️ 4. Spread
Spread Xavier -3
XAVI -3
97.8%
CLEV +3
2.2%
Best 5 market prices
XAVI
No market prices yet.
CLEV
No market prices yet.
Spread Xavier 0
XAVI 0
98.5%
CLEV 0
1.5%
Best 5 market prices
XAVI
No market prices yet.
CLEV
No market prices yet.
Spread Xavier +3
XAVI +3
99.1%
CLEV -3
0.9%
Best 5 market prices
XAVI
No market prices yet.
CLEV
No market prices yet.
⏱️ 5. Halves
Half by half
XavierCleveland State
Each team's average half over its last 10 games. Net is the half margin (above zero = the team wins that half on average: who starts fast, who closes); Pythia projection = the half means of tonight's simulation. Hover a bar for its value.
Conference membership from the data provider's standings; records are this season's games before tip-off (conference and non-conference). Click a column to sort. Bars: win %, points scored and allowed per game across the league, and the point differential (green +, red -).
Conference membership from the data provider's standings; records are this season's games before tip-off (conference and non-conference). Click a column to sort. Bars: win %, points scored and allowed per game across the league, and the point differential (green +, red -).
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