The Green Bay Phoenix (9-9, 3-2 Hor) will try to lengthen their six-game home winning streak in a matchup against the IUPUI Jaguars (10-8, 2-3 Hor) at Resch Center. The game is scheduled to begin at 8 p.m. ET on Thursday, January 17, 2019.
IUPUI Jaguars vs. Green Bay Phoenix ATS Prediction
The last time the Jaguars played, they were defeated by the Youngstown State Penguins, 82-76. Youngstown State launched 24 three pointers, making 11 of them (45.8 percent). IUPUI, on the other hand, was 5-20 (25.0 percent). D.J. McCall led IUPUI in scoring with 14 points on 5-for-12 shooting.
The Phoenix fell to the Oakland Golden Grizzlies in their last contest, 90-78. Oakland was successful at getting and making free throws. The Golden Grizzlies made 20 of their 25 free throws (80.0 percent), while the Phoenix were 10-12 (83.3 percent). With 18 points and nine rebounds, Sandy Cohen III had a good performance for Green Bay.
IUPUI could have a tough time creating turnovers. Green Bay ranks 22nd in the country at avoiding errors (turnover percentage of 15.7 percent), while IUPUI forces the 184th-most turnovers (19.5 percent).
After the Jaguars won both matchups against the Phoenix last season, these teams will go head-to-head for the first time this year. In the most recent contest, IUPUI won 67-61. The Jaguars had a much better offensive rebounding percentage (38.6 vs. 27.5) and had a better free throw rate (0.246 vs. 0.213).
IUPUI Jaguars vs. Green Bay Phoenix ATS Pick
Pick: SU Winner – Green Bay, ATS Winner – IUPUI, O/U – Over
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Notes
Betting Notes:
Green Bay averages 8.1 steals per game, which ranks 37th in the nation. IUPUI ranks 125th in steals allowed per game (6.7).
Bettings Trends:
The Jaguars have been outscored by an average of 2.2 points in their last five games. On the season, IUPUI has defeated opponents by an average of 4.6 points.
During their last five games, the Phoenix have scored an average of 88.4 points per game (3.0 above their season average) and allowed an average of 91.0 points per game (7.7 above their season average).
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