Realms Beyond 46

Game End

Congratulations to OH of the Global Defines
Image of winning player. In the year 1410 AD, OH led the Global Defines people to a domination victory, and will be forever remembered as the greatest ruler in all of human history!

game status

game description

                == RB46 ==
Server url: pb.zulan.net:2046
Mod archive: RtR_4.1.1.6 (This Zip file should always contain the version which is active on the server. It might be differ from the version provided by Krill in this thread if he updates in the future…)

Settings, etc: Pitboss 46 IT and Tech Issues Thread

General thread for server issues: Click

Fix for unblocking of other players and faster login: Tiny modifications of Civ4:BTS itself

player summary

⌛IdNameLeaderNationScoreStatus
3 GeneralKilCavalryDarius I✖Aztec Empire1074offline
* 1 2metraninjaMao Zedong✖Ethiopian Empire0eliminated
* 10 BorscheSuryavarman II✖Fat Empire0eliminated
* 12 SuperdeathBoudica✖George Carlin's career0eliminated
13 SnorkStalin✖German Empire1474offline
2 OHVictoria✖Global Defines2642offline
* 14 naufragarCharlemagne✖Holy Roman Empire0eliminated
7 RustenIsabella✖Indian Empire2437offline
* 6 MouseferatuMehmed II✖Khmer Empire0eliminated
8 TBWHannibal✖Little England1598offline
4 Dark SavantBismarck✖Morgan Industries610offline
* 15 ElkadChurchill✖NAE0eliminated
5 CommodoreWang Kon✖Old Zealand1599offline
11 pindicatorPacal II✖Oriath Empire1874offline
0 CommodoreJulius Caesar✖Sumerian Empire1558offline
* 9 naufragarShaka✖TBW Empire0eliminated

game log

Change game log filter

Save current filter

Saved filters

    Actual timezone: Europe/Berlin

    Server time: 11:40 a.m.

    TimeTurnPlayerEvent
    04/26/2020201-a new turn has begun. It is now 1410 AD
    04/26/2020201-the following players did not finished their turn:
    • (id=0)
    • (id=2)
    • (id=3)
    • (id=4)
    • (id=5)
    • (id=7)
    • (id=8)
    • (id=11)
    • (id=13)
    04/25/2020200-a new turn has begun. It is now 1400 AD
    04/25/2020200-the following players did not finished their turn:
    • (id=5)
    • (id=7)
    • (id=13)