Our readers can contact us through e-mail, phone, social media or by sending a message through our page. So, choose your preferred method of communication and send us a word.
Below you can find our social media handles.
X (Twitter): https://x.com/MRBingo951710
Facebook: https://www.facebook.com/mrbingouk
Mr-Bingo.org.uk’s central offices are located at 42 High St, Gosport PO12 1DF, United Kingdom.
If you are interested in learning more about the products and services that we offer, do not hesitate to visit our site and the “About Us” page. If you can’t find what you are looking for or if you want to communicate with us for some other piece of information, feel free to give us a call or send us an email.
You can leave your comments and feedback through our in-site message option or by sending us an e-mail. We highly appreciate it when our readers share their thoughts, ideas and feedback with us, so send them our way and we will check them out.
If one of our reviews contains fake or misleading information, do not hesitate to let us know through any of the aforementioned methods of communication. We always double-check the texts that we upload here at our site, but we are more than happy to check once more if something feels fishy to you.
Here at Mr Bingo, we ensure that all messages are read the day they are received. You can expect an answer to your query in approximately one business day.
If you wish to collaborate with us, feel free to send us an e-mail describing the position that you would be interested in and your CV. We will let you know whether we have an opening available as soon as possible.
We are always ready to help and support our readers if an issue arises. Additionally, all the casino sites you will find on our site promote responsible gambling measures, like time-out or self-exclusion, and players with contact information for consultative organizations. If you seek support, consider visiting Gamble Aware or GamCare for advice. If you feel like blocking gambling sites altogether using software, Gamban is a possible solution.