This is the schedule for Round 2 of the Final Stage.
Here's a quick reminder of the rules regarding posting games:
The settings are as followed:
TyRanT (vs) Power of Japan / El Rejunte Arg
Chinese Kung Fu (vs) Team Fully Torqued / aLcoHooligans
Revenge of Knight (vs) Poison of Zone (hong kong)
SY Team (vs) Viet Nam Strategy A
Here's a quick reminder of the rules regarding posting games:
#07. c) For each round (regardless of stage), a topic with a list of all matches that are to be played in that round will be created by Admins in the appropriate scheduling forums. The teams on the left side will be written in bold to indicate it is their duty to post recorded games for that round (as specified in #07. a) ).
The settings are as followed:
Final Stage Quarterfinals (round 2):
Game 1: 3v3, Map: Golden Hill, Mirrored Civilizations
Game 2: 3v3/4v4, Map: Home map of whoever lost Game 1, Free Choice of Civilizations
Game 3: 3v3/4v4, Map: Home map of whoever won Game 1, Free Choice of Civilizations
Game 4: 3x Simultaneous 1v1s, Maps: Arabia, Arena, Mediterranean, Free Choice of Civilizations
Game 5: 2x Simultaneous 2v2 + 1x 2v2 between the winners (if needed), Map: Arabia, 1 civilization choice for each team
Game 6: 3v3, Map: Team Islands, Mirrored Civilizations
Game 7: 3v3, Map: Oasis, Free Choice of Civilizations
Game 1: 3v3, Map: Golden Hill, Mirrored Civilizations
Game 2: 3v3/4v4, Map: Home map of whoever lost Game 1, Free Choice of Civilizations
Game 3: 3v3/4v4, Map: Home map of whoever won Game 1, Free Choice of Civilizations
Game 4: 3x Simultaneous 1v1s, Maps: Arabia, Arena, Mediterranean, Free Choice of Civilizations
Game 5: 2x Simultaneous 2v2 + 1x 2v2 between the winners (if needed), Map: Arabia, 1 civilization choice for each team
Game 6: 3v3, Map: Team Islands, Mirrored Civilizations
Game 7: 3v3, Map: Oasis, Free Choice of Civilizations
TyRanT (vs) Power of Japan / El Rejunte Arg
Chinese Kung Fu (vs) Team Fully Torqued / aLcoHooligans
Revenge of Knight (vs) Poison of Zone (hong kong)
SY Team (vs) Viet Nam Strategy A