Στατιστικά Φυλετικών Μαχών: Κόσμος 5: Player

Προφίλ παίκτη Φυλετικών Μαχών: lemonito (κατακτήσεις)

Τύπος	Old player	New player	Παλιά φυλή	Νέα φυλή	Κατώτατοι/Ανώτατοι πόντοι	Date range
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>1< [2] [3] [4] [5] [6] [7] [όλα] 125

Χωριό	Πόντοι	Παλιός ιδιοκτήτης	Καινούργιος ιδιοκτήτης	Ημέρα/Ώρα
#1032# (449\|493) K44	9,582	daiac [U.C]	lemonito [DeNa-2]	2009-10-13 22:21:34
#1018# (450\|488) K44	9,538	daiac [U.C]	lemonito [DeNa-2]	2009-10-13 04:31:51
There Can Be Only One (450\|463) K44	9,579	FTEROTOS [U.C]	lemonito [DeNa-2]	2009-10-09 15:13:05
#1022# (450\|489) K44	9,479	daiac [U.C]	lemonito [DeNa-2]	2009-10-08 10:52:19
There Can Be Only One (444\|463) K44	9,475	rodius4gr [U.C]	lemonito [DeNa-2]	2009-10-06 14:30:14
There Can Be Only One (450\|460) K44	9,594	omilos [CFR.]	lemonito [DeNa-2]	2009-10-06 12:56:24
There Can Be Only One (443\|466) K44	9,004	qRiptoN.Zoo [U.C]	lemonito [DeNa-2]	2009-10-06 03:01:44
There Can Be Only One (441\|464) K44	9,723	FTEROTOS [U.C]	lemonito [DeNa-2]	2009-10-06 02:06:08
There Can Be Only One (441\|464) K44	9,723	image [U.C]	lemonito [DeNa-2]	2009-10-05 21:34:35
There Can Be Only One (443\|466) K44	9,004	qRiptoN.Zoo [U.C]	lemonito [DeNa-2]	2009-10-05 20:16:24
There Can Be Only One (444\|463) K44	9,444	lemonito [DeNa-2]	lemonito [DeNa-2]	2009-10-05 15:41:27
There Can Be Only One (444\|463) K44	9,444	image [U.C]	lemonito [DeNa-2]	2009-10-05 15:41:26
There Can Be Only One (440\|464) K44	9,525	FTEROTOS [U.C]	lemonito [DeNa-2]	2009-10-05 14:52:22
Χωριό βαρβάρων (443\|459) K44	9,508	SiRoGoD [U.C]	lemonito [DeNa-2]	2009-10-04 19:40:54
MOD (452\|458) K44	9,759	rodius4gr [U.C]	lemonito [DeNa-2]	2009-10-04 17:28:32
There Can Be Only One (452\|475) K44	8,064	thesmurf	lemonito [DeNa-2]	2009-10-01 23:27:53
MOD (453\|477) K44	9,462	thesmurf	lemonito [DeNa-2]	2009-10-01 17:42:27
There Can Be Only One (452\|473) K44	9,555	thesmurf	lemonito [DeNa-2]	2009-09-29 06:49:14
MOD (454\|471) K44	9,763	thesmurf	lemonito [DeNa-2]	2009-09-29 05:18:04
MOD (454\|473) K44	9,835	thesmurf	lemonito [DeNa-2]	2009-09-29 02:50:55

>1< [2] [3] [4] [5] [6] [7] [όλα] 125

2024-05-11 21:08:36 EEST