Unclaimed SiriusXM Royalties?
Lucas/Heaven
Estimated from the latest SoundExchange per-play rate × tracked SiriusXM spins. Covers SiriusXM airplay only — not webcasting or other SoundExchange royalties. Actual royalties depend on registration, splits and claim status.
Lucas/Heaven isn’t currently active on SiriusXM, but airplay within the last 4 years may still have unclaimed SoundExchange royalties.
Up to 4 years of SoundExchange royalties may still be claimable.
Match Lucas/Heaven’s recent SiriusXM history against your statements to confirm nothing was missed.
Check Lucas/Heaven’s unclaimed royaltiesChannels playing this artist
Radio Monaco· 12
Top songs on SiriusXM
- 01Every City Has A Rhythm12
Recently played
past 3 years- Every City Has A Rhythm on Radio Monaco · 24 months ago
- Every City Has A Rhythm on Radio Monaco · 24 months ago
- Every City Has A Rhythm on Radio Monaco · 2 years ago
- Every City Has A Rhythm on Radio Monaco · 2 years ago
- Every City Has A Rhythm on Radio Monaco · 3 years ago
Don’t leave SoundExchange money on the table
Lucas/Heaven’s last 4 years of SiriusXM airplay may still have unclaimed royalties. Verify and recover what’s eligible.
Frequently asked questions
Does Lucas/Heaven earn SiriusXM royalties?+
SiriusXM airplay generates SoundExchange royalties for performers and rights owners, and SoundExchange holds them for up to 4 years. Lucas/Heaven’s spins within that window may still be claimable, depending on registration, splits, and claim status.
Track Lucas/Heaven on ShineX to match recent airplay against your statements and recover what's eligible.
How many times has Lucas/Heaven played on SiriusXM?+
ShineX has tracked 12 SiriusXM spins for Lucas/Heaven across 1 channel in the past 4 years.
Start tracking Lucas/Heaven to see every spin as it happens — exact counts, per-song detail, and real-time alerts.
Which SiriusXM channels play Lucas/Heaven?+
Lucas/Heaven has aired on 1 SiriusXM channel, including Radio Monaco.
Start tracking Lucas/Heaven to unlock the full channel breakdown with exact spin counts for each one.