| Id | Town | Player | X | Y | Town score ▾ | Player score | Ally | Distance |
| 20166 | Város005  | ormika1 | 516 | 501 | 5122 | 67856 | -E.M.M.E.- | 16.0 |
| 20150 | Város004 | ormika1 | 516 | 501 | 5378 | 67856 | -E.M.M.E.- | 16.0 |
| 15478 | S04 1x | Tomynho | 525 | 504 | 6424 | 86358 | Toborzás | 25.3 |
| 20096 | Város003 | ormika1 | 516 | 501 | 6425 | 67856 | -E.M.M.E.- | 16.0 |
| 15496 | S04 2x | Tomynho | 525 | 504 | 6743 | 86358 | Toborzás | 25.3 |
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| 15503 | S05 1x | Tomynho | 527 | 502 | 7168 | 86358 | Toborzás | 27.1 |
| 4266 | Város010 | ormika1 | 504 | 512 | 11506 | 67856 | -E.M.M.E.- | 12.6 |
| 272 | 03. | patkány mester | 503 | 515 | 12170 | 29415 | InsoEyes | 15.3 |
Players list: ormika1; Tomynho; patkány mester
BBCode:
[town]20166[/town] 5122pts [player]ormika1[/player] 516/501 16.0
[town]20150[/town] 5378pts [player]ormika1[/player] 516/501 16.0
[town]15478[/town] 6424pts [player]Tomynho[/player] 525/504 25.3
[town]20096[/town] 6425pts [player]ormika1[/player] 516/501 16.0
[town]15496[/town] 6743pts [player]Tomynho[/player] 525/504 25.3
[town]15503[/town] 7168pts [player]Tomynho[/player] 527/502 27.1
[town]4266[/town] 11506pts [player]ormika1[/player] 504/512 12.6
[town]272[/town] 12170pts [player]patkány mester[/player] 503/515 15.3
[town]20166[/town] 5122pts [player]ormika1[/player] 516/501 16.0
[town]20150[/town] 5378pts [player]ormika1[/player] 516/501 16.0
[town]15478[/town] 6424pts [player]Tomynho[/player] 525/504 25.3
[town]20096[/town] 6425pts [player]ormika1[/player] 516/501 16.0
[town]15496[/town] 6743pts [player]Tomynho[/player] 525/504 25.3
[town]15503[/town] 7168pts [player]Tomynho[/player] 527/502 27.1
[town]4266[/town] 11506pts [player]ormika1[/player] 504/512 12.6
[town]272[/town] 12170pts [player]patkány mester[/player] 503/515 15.3
= 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.