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IdTownPlayerXYTown score ▾Player scoreAllyDistance
5187Lisszosz sleepingIII. Kleomenész498486736565051Illicit14.1
15952buffalo soldier városa 2 sleepingbuffalo soldier4834989493131487EndStar17.1
13483M S4 1 sleepingTomynho525511977719805---27.3
342Ossirian sleepingbuffalo soldier48349810346131487EndStar17.1
19200III. Kleomenész városa sleepingIII. Kleomenész4994751178565051Illicit25.0
19127Thermopülai sleepingIII. Kleomenész5084861185165051Illicit16.1
18786Tarsus sleepingIII. Kleomenész5195001192665051Illicit19.0
3674T55-Dragon Cry sleepingGrepomania010450250212013135447EndStar2.8
9287kaptár sleepingbuffalo soldier47349512703131487EndStar27.5
3295T55-Pálinka sleepingGrepomania010450250213524135447EndStar2.8
8818T55-Anon sleepingGrepomania010450750215801135447EndStar7.3

Players list: III. Kleomenész; buffalo soldier; Tomynho; Grepomania0104
BBCode:
[town]5187[/town] 7365pts [player]III. Kleomenész[/player] 498/486 14.1
[town]15952[/town] 9493pts [player]buffalo soldier[/player] 483/498 17.1
[town]13483[/town] 9777pts [player]Tomynho[/player] 525/511 27.3
[town]342[/town] 10346pts [player]buffalo soldier[/player] 483/498 17.1
[town]19200[/town] 11785pts [player]III. Kleomenész[/player] 499/475 25.0
[town]19127[/town] 11851pts [player]III. Kleomenész[/player] 508/486 16.1
[town]18786[/town] 11926pts [player]III. Kleomenész[/player] 519/500 19.0
[town]3674[/town] 12013pts [player]Grepomania0104[/player] 502/502 2.8
[town]9287[/town] 12703pts [player]buffalo soldier[/player] 473/495 27.5
[town]3295[/town] 13524pts [player]Grepomania0104[/player] 502/502 2.8
[town]8818[/town] 15801pts [player]Grepomania0104[/player] 507/502 7.3

. = This player has only one town so his academy might not be well developed.

. = This player has lost some points during the last week and may be inactive.

. = This player is inactive or in vacation mode.

Note: The "radius" of search is "square", so if X = 400 and Y = 500, for a radius of 10, the search will take place in a square area with X between 390 and 410 and Y between 490 and 510. Consequently, a radius of 50, covers a whole sea.