Memphis Grizzlies star Ja Morant has officially parted ways with Lift Sports Management, as reported by multiple sources to The Commercial Appeal on June 12, 2025. This decision marks a significant change for the young player, who has been a central figure for the Grizzlies since being drafted second overall in the 2019 NBA Draft.
Despite this shift in representation, the relationship between Morant and the Grizzlies remains strong. Sources indicate that Memphis continues to view the former All-Star as a cornerstone for the franchise, not just for the upcoming season but for the foreseeable future.
Morant has had a remarkable season, showcasing his scoring ability with 18 consecutive games of 20 or more points. This impressive streak ranks as the third-longest of his career. However, it hasn’t been without its challenges. Morant also recorded a career-high in turnovers this season and shot 45.4% from the field, marking the second-lowest shooting percentage since he entered the league.
Looking ahead, the Grizzlies are expected to complete the season and begin discussions about a contract extension for Morant in the offseason. The franchise is committed to building around him, recognizing his potential to lead the team for years to come.
In the broader landscape of the NBA, Morant’s decision to change agents comes amid various player movements and rumors. For instance, fellow 2019 draft class member Jarrett Culver is reportedly close to signing with a team in Japan’s B.League, highlighting the diverse paths players take in their careers.
As Morant navigates this transition, fans eagerly await his next steps both on and off the court. The Grizzlies and their supporters remain optimistic about the future, hoping to see Morant continue to develop into one of the league’s elite players.
With the offseason approaching, all eyes will be on Memphis as they strategize around Morant’s future and the team’s direction. The commitment to their star player is clear, and the upcoming months will be crucial in shaping the franchise’s trajectory.