This Fortress is called "I Can". Prior to attempting the challenge, both players will privately bid in an effort to determine how many integer sequences they can complete within 10 minutes, i.e.: "
I Can do # sequences." There will be a total of 50 sequences provided for the player to attempt. The player may attempt any of the 50 sequences provided.
If only one player reaches their bet, that player will win and the other will be eliminated. If both players reach their bet, whoever had the higher bet wins. If both players fail, whoever was closest to their bet wins. If a tie remains after all the preceding criteria, whoever posted their final answer in the quickest time will win. The deadline to complete the bidding and sequences is
24 hours.
The sequences are all integer sequences with one number missing. There will always be at least 7 numbers listed within the sequence. For example in the simple sequence: 1, 2, 3, 4, A, 6, 7. The answer will be 5. The unspoken equation in this sequence is x, (x+1)... Answers will all be whole numbers. No numbers used in the sequence will have more than 5 digits. Once you are ready to begin, contact a moderator and we will send you a list of 50 sequences. Within 10 minutes, you must post the number of the sequence you have chosen to complete, along with the solved variable (ie:#1 A=5). Any sequences given after the 10-minute mark will not count. Any incorrect answers given will deduct 1 sequence from your total.
You are NOT ALLOWED to use outside sources in solving the sequences.
Sup, later.