Committing to Responsible Gaming: 21+ Policy at GAMBITCITY


Leave Comment/ By L /Oct 25, 2024
The Importance of the 21+ Policy
GAMBITCITY’s 21+ policy is designed to prevent underage gambling, which is illegal and can have significant negative effects on young people’s development and wellbeing. Gambling can be addictive, and young individuals are particularly susceptible to its harms. By ensuring that only players who are 21 or older can participate, we help mitigate these risks and promote healthier gaming behaviors.
How We Verify Age
Registration Process: During the signup process at GAMBITCITY, all users are required to enter their date of birth and agree to our terms and conditions, which include an affirmation of being at least 21 years old.
Document Verification: To ensure that all information provided is accurate, GAMBITCITY conducts rigorous age verification checks. Players must submit government-issued ID proof (like a passport or driver’s license) that confirms their age.
Random Checks: We also perform random age verification checks to maintain compliance with our 21+ policy. Players may be asked to re-submit their documents to verify their age at any time.
Supporting Responsible Gaming
Beyond enforcing age restrictions, GAMBITCITY takes several other steps to promote responsible gaming:
Educational Resources: We provide information and resources about responsible gaming on our website, including signs of problem gambling and where to seek help.
Tools for Control: Players have access to various tools to help manage their gaming activities. These include setting deposit limits, loss limits, and self-exclusion options.
Professional Support: We offer links to professional counseling services and support groups like Gamblers Anonymous for players who may need help.
Staying Informed and Safe
We encourage all our players to stay informed about the risks of gambling and to always play responsibly. Remember, gambling at GAMBITCITY is about entertainment and should not be seen as a way to make money or solve financial problems.