| Monday | 5 PM to 3 AM |
| Tuesday | 5 PM to 3 AM |
| Wednesday | 5 PM to 3 AM |
| Thursday | 5 PM to 3 AM |
| Friday | 5 PM to 3 AM |
| Saturday | 5 PM to 3 AM |
| Sunday | 5 PM to 3 AM |
About The Rip Spot
The Rip Spot is a card shop located in Tampa, Florida. The Rip Spot is highly rated by the local collector community, earning 5.0 stars from 6 verified Google reviews. Whether you're searching for Pokémon singles, Magic: The Gathering and Yu-Gi-Oh, sealed hobby and TCG boxes, local card shops like The Rip Spot in Tampa are the heart of the Florida hobby community. Call ahead to confirm hours and current inventory before visiting The Rip Spot in Tampa.
The Rip Spot at a glance
- Open 7 days a week · Open Saturdays (5 PM to 3 AM) · Open Sundays (5 PM to 3 AM).
- The nearest other card shop is Gambit Games in Tampa, 2.1 mi away.
- Carries: Trading cards.
Card Shows coming up in Florida
- Tampa, FL- Trading Card Academy Live Workshop — Oct 14, 2026, Tampa
- Marina Collectible Show — Oct 14, 2026, Miami
Run this shop? Post your trade nights, tournaments, release events and signings here for free. Add an event →
Frequently asked questions about The Rip Spot
Where is The Rip Spot located?
The Rip Spot is located in Tampa, Florida at 6905 N Armenia Ave.
What should I expect at The Rip Spot?
The Rip Spot is a local card shop in Tampa, Florida. Expect a rotating inventory of singles, sealed wax, and graded cards, plus the kind of knowledgeable, personal service the hobby community relies on.
When is The Rip Spot open?
The Rip Spot's listed hours are: Monday 5 PM to 3 AM; Tuesday 5 PM to 3 AM; Wednesday 5 PM to 3 AM; Thursday 5 PM to 3 AM; Friday 5 PM to 3 AM; Saturday 5 PM to 3 AM; Sunday 5 PM to 3 AM. Hours can change around holidays, so call ahead if you're making a special trip.
What other card shops are near The Rip Spot?
The closest are Gambit Games in Tampa (2.1 mi), Oblivion Games in Tampa (2.2 mi), M&M Video Games Tampa in Tampa (4.0 mi).
Card Shops near The Rip Spot
The closest other card shops to The Rip Spot, by distance: