Giveaway open to any member that opens a new checking account with Superior Credit Union on or before February 3, 2018. Any new checking account qualifies. All entrants must be a member of Superior Credit Union, Inc. prior to opening a checking account, and must be current on all obligations with Superior Credit Union. No accounts in overdraft status or with a negative balance as of February 3, 2018 will qualify. One entry will be awarded per checking account opened. No purchase is necessary to be entered to win.
Drawing will take place on, or about, February 3, 2018. Winner will receive 2 tickets for courtside seats to the University of Cincinnati basketball game on February 22, 2018 and a parking pass. The game will take place at BB&T Arena on the campus of Northern Kentucky University. The winning tickets and parking pass cannot be exchanged for cash value and cannot be re-sold. Winners that do not wish to accept their tickets and parking pass may forfeit the winning tickets, notify Superior Credit Union of non-acceptance, or may return their ticket and pass to Superior Credit Union prior to the February 22, 2018 game. Winners will be notified by phone. Winners must have a current phone number associated with the new checking account in order to be notified.
Superior is not responsible for any unforeseen circumstances or incidents regarding the winning tickets, parking pass, or game. By accepting the tickets, winner agrees to conduct themselves in a reasonable and respectable manner at the University of Cincinnati basketball game. Winner agrees to allow Superior Credit Union to use their name and picture on any websites, social media pages or advertising and promotional materials.
Superior Credit Union reserves the right to cancel or modify the terms of the giveaway at any time. Winner must be eighteen (18) years old as of February 3, 2018. By entering the giveaway, entrants agree to be bound by the rules. Any dispute arising out of this giveaway will be resolved in accordance with the laws of the State of Ohio.
Odds of winning are 1 in 1000.