| Id | Town | Player | X | Y | Town score ▾ | Player score | Ally | Distance |
| 2298 | Peklo  | Zabiják45 | 499 | 500 | 5499 | 108727 | Punisher | 1.0 |
| 596 | Mesto J4 | Janko71 | 522 | 503 | 5741 | 21339 | Kráľovstvo nebeské | 22.2 |
| 148 | Mesto hráča eimi  | eimi | 484 | 507 | 7259 | 7259 | --- | 17.5 |
| 387 | SPARTA | Zabiják45 | 493 | 500 | 8740 | 108727 | Punisher | 7.0 |
| 1419 | Nebo | Zabiják45 | 492 | 508 | 9893 | 108727 | Punisher | 11.3 |
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| 609 | Trnava 001 | Zabiják45 | 521 | 516 | 10107 | 108727 | Punisher | 26.4 |
| 3947 | RAJ | Zabiják45 | 493 | 500 | 10875 | 108727 | Punisher | 7.0 |
| 14482 | erxxx | cmudo1 | 486 | 529 | 12344 | 13686 | Bojovnice | 32.2 |
| 388 | Skalica | Zabiják45 | 493 | 500 | 12446 | 108727 | Punisher | 7.0 |
| 43 | Tosmes | Nesciuse | 516 | 476 | 13607 | 133896 | ...43..*6.*3.34.****.84 | 28.8 |
| 618 | Bingo 140 B | Dajane | 521 | 516 | 14435 | 150617 | Punisher | 26.4 |
| 196 | Trnava 002 | Zabiják45 | 514 | 508 | 16729 | 108727 | Punisher | 16.1 |
| 4569 | -F01- | nestor22 | 483 | 482 | 17226 | 136678 | Punisher | 24.8 |
| 276 | Petrohrad | Zabiják45 | 489 | 514 | 17260 | 108727 | Punisher | 17.8 |
| 301 | Lossarnach | Mako6789 | 486 | 498 | 17786 | 184294 | Pohodička | 14.1 |
| 750 | Dol Amroth | Mako6789 | 493 | 500 | 17786 | 184294 | Pohodička | 7.0 |
| 14410 | Salvator 01 | Salvator | 486 | 529 | 17786 | 180167 | Pohodička | 32.2 |
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Players list: Zabiják45; Janko71; eimi; cmudo1; Nesciuse; Dajane; nestor22; Mako6789; Salvator
BBCode:
[town]2298[/town] 5499pts [player]Zabiják45[/player] 499/500 1.0
[town]596[/town] 5741pts [player]Janko71[/player] 522/503 22.2
[town]148[/town] 7259pts [player]eimi[/player] 484/507 17.5
[town]387[/town] 8740pts [player]Zabiják45[/player] 493/500 7.0
[town]1419[/town] 9893pts [player]Zabiják45[/player] 492/508 11.3
[town]609[/town] 10107pts [player]Zabiják45[/player] 521/516 26.4
[town]3947[/town] 10875pts [player]Zabiják45[/player] 493/500 7.0
[town]14482[/town] 12344pts [player]cmudo1[/player] 486/529 32.2
[town]388[/town] 12446pts [player]Zabiják45[/player] 493/500 7.0
[town]43[/town] 13607pts [player]Nesciuse[/player] 516/476 28.8
[town]618[/town] 14435pts [player]Dajane[/player] 521/516 26.4
[town]196[/town] 16729pts [player]Zabiják45[/player] 514/508 16.1
[town]4569[/town] 17226pts [player]nestor22[/player] 483/482 24.8
[town]276[/town] 17260pts [player]Zabiják45[/player] 489/514 17.8
[town]301[/town] 17786pts [player]Mako6789[/player] 486/498 14.1
[town]750[/town] 17786pts [player]Mako6789[/player] 493/500 7.0
[town]14410[/town] 17786pts [player]Salvator[/player] 486/529 32.2
[town]2298[/town] 5499pts [player]Zabiják45[/player] 499/500 1.0
[town]596[/town] 5741pts [player]Janko71[/player] 522/503 22.2
[town]148[/town] 7259pts [player]eimi[/player] 484/507 17.5
[town]387[/town] 8740pts [player]Zabiják45[/player] 493/500 7.0
[town]1419[/town] 9893pts [player]Zabiják45[/player] 492/508 11.3
[town]609[/town] 10107pts [player]Zabiják45[/player] 521/516 26.4
[town]3947[/town] 10875pts [player]Zabiják45[/player] 493/500 7.0
[town]14482[/town] 12344pts [player]cmudo1[/player] 486/529 32.2
[town]388[/town] 12446pts [player]Zabiják45[/player] 493/500 7.0
[town]43[/town] 13607pts [player]Nesciuse[/player] 516/476 28.8
[town]618[/town] 14435pts [player]Dajane[/player] 521/516 26.4
[town]196[/town] 16729pts [player]Zabiják45[/player] 514/508 16.1
[town]4569[/town] 17226pts [player]nestor22[/player] 483/482 24.8
[town]276[/town] 17260pts [player]Zabiják45[/player] 489/514 17.8
[town]301[/town] 17786pts [player]Mako6789[/player] 486/498 14.1
[town]750[/town] 17786pts [player]Mako6789[/player] 493/500 7.0
[town]14410[/town] 17786pts [player]Salvator[/player] 486/529 32.2
= 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.