The NBA trade deadline draws closer by the day, and as always, the transaction cycle remains headlined by the same small group of players. On Monday, the Miami Heat suspended Jimmy Butler indefinitely after he walked out of a shootaround upon receiving the news that he would be benched.
The Milwaukee Bucks are reportedly not interested in acquiring Bradley Beal despite rumors to the contrary. "Contrary to popular belief, I was just
The Milwaukee Bucks aren’t the easiest team to figure out ahead of the Feb. 6 trade deadline. Over the course of the season, it’s become clear that they’re willing to move Pat Connaughton and MarJon Beauchamp.
According to the latest Phoenix Suns trade rumors, All-Star guard Bradley Beal reportedly has no desire to play for the Chicago
The Milwaukee Bucks acquiring Bradley Beal from the Phoenix Suns as part of a Jimmy Butler trade seems more likely than ever now.
A Milwaukee Bucks, Bradley Beal connection is nonexistent. #haynesbriefs youtube.com/@HaynesBriefs pic.x.com/nC5M55zRw6Source: Twitter @ChrisBHaynes What’s the buzz on
A slew of high-profile wing players have been mentioned in NBA Trade Rumors. What happens if we throw them all in one big deal?
While the rumor mill has previously linked Bradley Beal to teams such as the Milwaukee Bucks and Chicago Bulls in potential blockbuster scenarios with Butler landing in Phoenix, all evidence
Butler was informed at shootaround that he would come off the bench behind Haywood Highsmith in this game, which prompted Butler to walk out of shootaround. From there, the Heat suspended Butler “indefinitely,” a story broken by Shams Charania of The Athletic and since confirmed by the team.
Where will the Heat send Jimmy Butler before the 2025 NBA trade deadline? Here are five trades Miami must consider making.
While Fox would work as a fit for a Heat roster lacking a significant contribution at point guard since the declining play and then trade a year ago of Kyle Lowry, that math at the moment appears beyond the Heat’s means, unless Butler is part of such an equation.