Magic’s Suggs, Pacers’ Sheppard Return On Wednesday

Following a seven-game absence due to a left hip contusion, Magic guard Jalen Suggs will return to action on Wednesday against Indiana, the team announced (via Twitter). Suggs will immediately reenter Orlando’s starting lineup.

It’s good news for the Magic, who have a 13-8 record with Suggs available this season and a 5-7 mark in games he hasn’t played. An important contributor on both ends of the court, the fifth-year guard has averaged 15.4 points, 4.8 assists, 3.7 rebounds, and 1.9 steals in 25.6 minutes per game, with a .471/.328/.862 shooting line. He has been out since injuring his hip in the NBA Cup semifinal vs. New York.

Orlando’s numbers with Suggs on and off the court reflect his value to the team. In his 538 minutes of action this season, the Magic have outscored opponents by 9.6 points per 100 possessions. In 1,056 minutes without him, the Magic’s opponents have the edge, by a margin of 2.6 points per 100 possessions.

Jonathan Isaac (sore left knee) and Jett Howard (illness) will miss Wednesday’s game for Orlando.

On the other side of the court, the Pacers are also getting a member of their backcourt back following an injury absence. According to head coach Rick Carlisle, Ben Sheppard will be available for Wednesday’s contest (Twitter link via Dustin Dopirak of The Indianapolis Star).

Sheppard has missed Indiana’s past 11 games due to a left calf strain, having last suited up on December 3. Prior to the injury, the third-year shooting guard was averaging 6.5 points, 4.1 rebounds, and 2.0 assists in 25.0 minutes per game, though he was struggling with his shot (.354 FG%, .273 3PT%).

Like Aaron Nesmith, who played 19 minutes on Saturday and 24 on Monday in his first two games back from a knee injury, Sheppard will likely be on a minutes restriction as he works his way back to 100%. Carlisle told reporters ahead of Wednesday’s game that the team’s plan with Nesmith is to “gradually progress” his workload (Twitter link via Tony East of Circle City Spin).

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