Address: 495 Lancaster Ave, Reynoldsburg, OH 43068, USA
Phone: +17738000106
Sunday: 9AM–11PM
Monday: 6AM–12AM
Tuesday: 6AM–12AM
Wednesday: 6AM–12AM
Thursday: 6AM–12AM
Friday: 6AM–12AM
Saturday: 6AM–3AM
Jaime Smith-e-Incas
Victor was very helpful and professional. He helped me by addressing my concerns.
Earl Patton
I've been using CoinFlip for over a year now and the new interface they've installed is excellent it's a lot easier for me to understand since I am a little computer illiterate they also have great customer service representatives like Eric who really is concerned about your experience with CoinFlip. There have been other customer service representatives within CoinFlip that I've talked to over the phone and text messages in the past that I've had some problems with the CoinFlip Bitcoin ATM just because of me being a little computer illiterate I can read perfectly, but computers are are still a little hard for me to understand and as I said they've got great customer service they take the time and listen to you and your problems with trying to understand their CoinFlip Bitcoin ATM and they get the job done quickly
Diana Odonnell
Was first time I used bitcoin atm I called the number and Michael stayed on phone with me and talk me thru every step fantastic experience I will be using often
lacrecia lyles
My experience with Cy was great!
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CoinFlip is the world’s leading Bitcoin ATM operator with low rates, 24/7 customer support, and nationwide locations. CoinFlip also supports credit and debit card crypto purchases online and offers a high-end trading solution via bank transfer service with its Trade Desk.
A Bitcoin ATM is a physical machine that allows you to buy or sell bitcoin and other cryptocurrencies with cash.
Cryptocurrencies are digital currencies that rely on a digital reporting system known as blockchain technology and the mathematical principles of cryptography to ensure safe and secure transactions without the oversight of a third party or bank.
Bitcoin is a digital currency that acts independently of governments and central banks. It is based on a decentralized system of computers that use complex mathematics to verify transactions.
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