Game. 7.1. The Game allows the User to access the sports game simulator, enabling the User, among others, to create and develop User’s own virtual player (footballer) and virtual football team together with other Users.
Game. A game is a baseball game which shall be considered played when one pitch is thrown in the first inning.
Game. Any Home Game or Home Playoff Game.
Game a. Each game consists of best of 3 in-game rounds, on versus mode. On average a game will last for 3 minutes
Game. The ownership and management of the game on the land is vested in the company and the directors’ decisions in respect of any matter relating to the game shall be final and binding.
Game. The adversary simulates and queries in a real attack to obtain <1 > and <2> messages, or tries to forge . Thus, the probability of winning for the adversary is () = () (4)
Game. It simulates a situation in which the adversary wins the game because of hash oracle collision. When issues the query, returns the appropriate response from and lists that store transcripts and hash records, respectively. The game is over when random numbers or hash oracles collide. Based on birthday paradox, the probability of collision for hash oracles and random numbers is ℎ and
Game. It simulates the probability of adversary’s winning without sending a ℎ query. For this, the adversary needs to forge (, , <1 >) and (, , < 2 >). Based on the difference lemma in consecutive games, the difference between 3 and 4 is insignificant. Thus, |Pr[ ()] − Pr[ ()]| ≤
Game. This game aims at breaking perfect forward secrecy using (). tries to obtain ’s temporal secret parameters. The probability of adversary’s winning the game is undistinguishable from the previous game as ℎ |Pr[ ()] − Pr[ ()]| ≤ () + 2
