Knicks forward OG Anunoby ruled out for Game 3 against 76ers with hamstring strain
Anunoby listed as day to day after exiting late in Game 2; historical context highlights recurring playoff hamstring issues

New York Knicks forward OG Anunoby has been ruled out for Game 3 of the Eastern Conference semifinals against the Philadelphia 76ers following a strained right hamstring. The injury occurred late in the second quarter of Game 2, after Anunoby had scored 24 points in a 108-102 victory over Philadelphia. Although he exited the court and headed to the locker room area, he did not return to the bench before the final buzzer.
The New York Knicks organisation has assessed the injury as not serious, listing Anunoby as day to day. However, the report provides no specific timeline for his potential return to the lineup, leaving his availability for the immediate next contest uncertain. This subjective classification requires cautious interpretation regarding his participation in the upcoming fixture.
Anunoby, regarded as the Knicks top defender, is currently averaging 21.4 points per game in the postseason with a shooting efficiency of 61.9 per cent from the field and 53.8 per cent from three-point range. Despite his absence from the bench for the third game, the New York team maintains a commanding 2-0 lead in the best-of-seven series against the 76ers.
This incident marks the second time Anunoby has suffered a hamstring injury during the second round of the playoffs. Two years ago, while the Knicks held a similar 2-0 lead over the Indiana Pacers, he sustained a hamstring strain that forced him to miss four games. In that previous campaign, he played only a few minutes in Game 7 as the Pacers rallied to win the series.
The recurrence of this specific injury pattern in the second round raises questions regarding long-term durability for the franchise. While the current assessment suggests the strain is manageable, the lack of a confirmed return date creates strategic uncertainty for New York as they plan their defensive approach for the remainder of the series.


