Pagan Tile Company
Verified against CSLB on · View on CSLB
License details
- License number
- 680806
- Classifications
- License term on file
- November 23, 1993 – November 30, 2027
Business
- (650) 591 3841 (CSLB public record)
- 2026 MONROE AVE, Belmont, CA 94002San Mateo County
Are you Pagan Tile Company? Claim this listing to manage it.
Claim this listingRequest a free quote
Tell us about your project and we'll connect you with licensed, verified California contractors.
Other Ceramic and Mosaic Tile contractors in Belmont
O J Tile and Granite Inc
C-54 · Belmont, CA
Verified June 17, 2026 · Bonded
Classic Innovation
C-54 · Belmont, CA
Verified June 17, 2026 · Bonded
Stewart Tile Inc
C-54 · Belmont, CA
Verified June 17, 2026 · Bonded
Encore Tile and Stone
C-54 · Belmont, CA
Verified June 17, 2026 · Bonded
M J B Tile Inc
C-54 · Belmont, CA
Verified June 17, 2026 · Bonded
Mirat Marble and Granite
C-54 · Belmont, CA
Verified June 17, 2026 · Bonded
What to check next
Frequently asked questions
Is Pagan Tile Company licensed in California?
Yes. Pagan Tile Company holds an active California state contractor license (CSLB #680806), verified against the CSLB public record on June 17, 2026.
What is Pagan Tile Company's CSLB license number?
Pagan Tile Company's California contractor license number is 680806. Look that number up with the CSLB "Check a License" tool to confirm its current status against the public record yourself.
What kind of work is Pagan Tile Company licensed for?
Pagan Tile Company is classified under Ceramic and Mosaic Tile (C-54) by the CSLB.
How do I verify Pagan Tile Company's license myself?
Look up license #680806 with the CSLB "Check a License" tool and compare the status, bond, and workers' compensation details against what's shown on this page. This page reflects the CSLB public record as of June 17, 2026.
Verify it yourself: How to verify a California contractor license · Look up #680806 on CSLB
See an error in this record? Report incorrect information. Status reflects CSLB data as of the date shown above.