In a move that has captured the attention of both political analysts and entertainment enthusiasts, podcaster Joe Rogan has officially endorsed Spencer Pratt for the position of Mayor of Los Angeles. The endorsement occurred during a recent episode of The Joe Rogan Experience, where the two discussed the current state of the city and Pratt’s vision for its future.
Pratt, widely recognized for his role on the reality television series The Hills, launched his mayoral campaign in January 2026. He is running to unseat the incumbent, Mayor Karen Bass, on a platform that emphasizes urgent reform. Pratt’s motivations are deeply personal; his family home was among those destroyed in the devastating 2025 Palisades fire, an event that he cites as a catalyst for his entry into municipal politics. His campaign focuses on several critical issues, including the city's ongoing homelessness crisis, persistent water shortages, and what he describes as systemic inefficiencies within the local government.
During the podcast, Rogan was explicit in his support. "Listen, man, I’m voting for you," Rogan told Pratt. Although Rogan noted that his current residency in Texas prevents him from casting a legal ballot in California, he maintained that he would support Pratt "no question whatsoever" if he were still a resident of Los Angeles. Pratt later acknowledged the endorsement on social media, referring to Rogan as the "GOAT" and stating his goal is to make Los Angeles attractive enough for Rogan to consider moving back.
The endorsement has sparked a variety of reactions. While some political commentators dismiss the pairing as a byproduct of "entertainment politics," others argue that the massive reach of Rogan’s platform gives Pratt a unique advantage in reaching a disillusioned electorate. As the 2026 election cycle continues, the impact of high-profile digital endorsements on traditional political structures remains a subject of intense scrutiny. Pratt’s campaign continues to position itself as a "mission" to restore the city’s status and functionality.