Fonk Recordings
https://linktr.ee/fonkrecordings Fonk Recordings is a Dutch record label founded by DJ and producer Dannic. The label specializes in groovy big-room club sounds that perfectly complement Dannic's signature style. With Fonk Recordings, Dannic has created a platform for like-minded artists to showcase their talents and share their music with the world. Fonk Recordings has gained a reputation for consistently releasing high-quality productions that are a perfect fit for any club or festival. The label has become a go-to destination for DJs and music lovers alike who are looking for fresh, innovative sounds that are sure to get the crowd moving. If you're a DJ or producer who wants to stay on the cutting edge of dance music, then accepting promo's from Fonk Recordings is a must. With its finger on the pulse of the latest trends and sounds, Fonk Recordings is the perfect place to discover new talent and stay ahead of the curve.
- 구독자
- 21k
- 조회수
- 5 · 즐겨찾기 0
- 발행 수
- 1 · 플레이어 1명
- 판매 중
- 0
가치
- 최근 판매
- -
- 처분 가치
- 1
다음 컬렉션, 2026 겨울: 커먼
구독자 100k명이 되면 다음 컬렉션부터 언커먼 등급이 돼요.
다음 컬렉션에서 희귀도를 올리고 싶다면 채널을 구독해 보세요!
https://linktr.ee/fonkrecordings Fonk Recordings is a Dutch record label founded by DJ and producer Dannic. The label specializes in groovy big-room club sounds that perfectly complement Dannic's signature style. With Fonk Recordings, Dannic has created a platform for like-minded artists to showcase their talents and share their music with the world. Fonk Recordings has gained a reputation for consistently releasing high-quality productions that are a perfect fit for any club or festival. The label has become a go-to destination for DJs and music lovers alike who are looking for fresh, innovative sounds that are sure to get the crowd moving. If you're a DJ or producer who wants to stay on the cutting edge of dance music, then accepting promo's from Fonk Recordings is a must. With its finger on the pulse of the latest trends and sounds, Fonk Recordings is the perfect place to discover new talent and stay ahead of the curve.