The situation is as follows: the weekend before last I had placed a matchbet on Nico Hülkenberg to beat Daniel Ricciardo in the Bahrain Formula 1 Grand Prix. On the same lap, close before the finish, both drivers retired the race due to a mechanical failure. As they completed 90% of the race distance though, both were classified in the official result, Hülkenberg in 17th, Ricciardo one place behind:
The bookie has an own rulebook for Formula 1 in which is says: "Race Match Betting: Bets will be settled on the official classification at the time of podium presentation" as well as “Highest Finishing Position: if both drivers fail to complete the race then the driver completing the most laps will be deemed the winner. If both drivers retire on the same lap then bets will be settled on the official classification at the time of podium presentation.”
So the rules looked clear to me, and I was confident to get my bet graded as a winner of course. In the end it was voided though. When I asked for a reason, they refered to the rule "If both riders fail to finish by going out on the same lap then bets will be void".
I hadn't noticed this rule when checking the F1 regulations, so I checked again, and it turned out that they have different rules for "Formula One Racing" and "Motoracing". The rule they refer to is listed unter "Motoracing".
I would still think F1 rules need to apply, also because of the the "riders" reference, which (in my opinion) indicates that those rules they refer to are not general rules, but meant to be used for motorbikes instead of cars.
In the terms it also says "All disposals [...] shall be subject to the General Terms and Conditions, unless the betting terms and conditions provide for separate regulations", and in this case, as pointed out above, seperate regulations for "Formula One Betting" exist.
What do you guys think. Are they correct to void the bet, or should it be a winner? They said their decision to void the bet is final, so my only chance to get it re-graded would be SBR intervening (if they can)