What's Happening?
Peter Criss, the original drummer of Kiss, has released his first studio album in 18 years, titled 'Peter Criss'. The album marks a return to rock and roll, diverging from his previous jazz and swing influences. Criss is actively discouraging digital purchases of the album by setting the digital download price at $1,000 on Bandcamp, urging fans to opt for physical formats like CDs or vinyl instead. He clarified on Facebook that he does not control the Bandcamp account, which is managed by Flatiron Recordings, and apologized for any confusion regarding the pricing. Fans who purchase the physical album will receive a download code for unlimited streaming through Bandcamp. The album features notable musicians such as John 5, Billy Sheehan, and Paul
Shaffer.
Why It's Important?
This move by Peter Criss highlights a growing trend among artists to promote physical music formats in an era dominated by digital streaming. By discouraging digital purchases, Criss is emphasizing the value of tangible music collections and the experience of owning a physical album. This approach could influence other artists to reconsider their distribution strategies, potentially impacting the music industry's reliance on digital sales. For fans, it underscores the importance of supporting artists through direct purchases, which can offer a more personal connection to the music. The involvement of renowned musicians in the album also adds to its appeal, potentially attracting a wider audience.
What's Next?
As the album gains traction, it will be interesting to see how fans respond to Criss's strategy of promoting physical formats over digital downloads. The music industry may observe this approach to gauge its effectiveness in boosting physical sales. Additionally, Criss's clarification about the Bandcamp pricing issue may prompt Flatiron Recordings to address any misunderstandings and streamline the purchasing process. The album's reception could also influence future projects by Criss and other artists considering similar distribution methods.
