Collectible
Comic Books
Comic Book Store ● Toy Shop ● Collectibles Store
Open: Sunday 11AM - 7PM | Monday CLOSED | Tuesday 11AM - 7PM | Wednesday - Thursday 11AM - 8PM | Friday - Saturday 11AM - 9PM
Celestial Comics is your premier location in Las Vegas for comic books, toys and collectibles. You will find a large selection of comic books ranging from the newest releases to silver age back issues. And check out the new and hard to find toys and statues that Celestial Comics has for sale including product from DC Direct, Marvel Select, Sideshow and many others. Celestial Comics has the largest selection of statues in the Las Vegas area. And nobody has more signed and graded comic books then Celestial Comics. Signed by legendary comic creators such as Stan Lee, John Romita, Herb Trimpe, Neal Adams or celebrities such as Walking Dead's Steven Yeun, Danai Gurira or David Morrissey and many others. That makes Celestial Comics your home for really cool collectibles. And Celestial Comics is your source for getting your own comic collectibles signed and graded by world renown grading company CGC. Celestial Comics is the largest provider of signing opportunities in the world. We attend 30+ comic conventions as well as numerous private signings every year. Nobody has more chances to get comic collectibles signed in the industry.
Celestial Comics contracts with CGC to provide CGC Signature Series signing opportunities to comic fans and collectors. Celestial Comics is classified as an Authorized CGC Signature Series Facilitator for specific comic conventions, trade shows and individual private signings. Celestial Comics is a division of Desert Wind Enterprises Incorporated based in Las Vegas, Nevada. Celestial Comics is a company that is fully insured to protect your investment and is staffed by caring comic book collectors and enthusiasts that have many years of experience in handling high value comic collectibles. We have built our reputation on the relationships we have built within the comic book collectible industry that is second to none.