| Id | Town | Player | X | Y | Town score ▾ | Player score | Ally | Distance |
| 855 | Cleonae  | Uldie | 525 | 498 | 6756 | 111338 | Cute AF | 25.1 |
| 2086 | 008. bulbasaur | Uldie | 520 | 517 | 10068 | 111338 | Cute AF | 26.2 |
| 1783 | 01 Szinub | Brand | 500 | 477 | 10227 | 43872 | TARTAROSZI HŐSÖK | 23.0 |
| 589 | Lejárt Whisky | Uldie | 518 | 492 | 11186 | 111338 | Cute AF | 19.7 |
| 1766 | Dik kamion | Wonderland X | 472 | 525 | 11316 | 168427 | --- | 37.5 |
| 6358 | Wonderland X városa 2 | Wonderland X | 472 | 525 | 11444 | 168427 | --- | 37.5 |
| 449 | Sziszio88 | Wonderland X | 486 | 510 | 11651 | 168427 | --- | 17.2 |
| 1722 | 88 Csabus | Wonderland X | 472 | 525 | 11756 | 168427 | --- | 37.5 |
| 1688 | zwanzig városa | Wonderland X | 472 | 525 | 11825 | 168427 | --- | 37.5 |
| 478 | Csúcsfej... | Wonderland X | 491 | 517 | 12071 | 168427 | --- | 19.2 |
| 465 | Hopp | Wonderland X | 486 | 510 | 12379 | 168427 | --- | 17.2 |
| 143 | Arany város | Hencso1979 | 484 | 499 | 12517 | 55065 | Egyedül | 16.0 |
| 459 | Swinub | Wonderland X | 486 | 510 | 13608 | 168427 | --- | 17.2 |
| 1742 | Puszillak | Wonderland X | 472 | 525 | 13902 | 168427 | --- | 37.5 |
| 1821 | Wonderland X városa | Wonderland X | 472 | 525 | 13972 | 168427 | --- | 37.5 |
| 160 | Ny.2 | Uldie | 495 | 513 | 15820 | 111338 | Cute AF | 13.9 |
| 424 | Pjotr | Wonderland X | 486 | 510 | 15833 | 168427 | --- | 17.2 |
Players list: Uldie; Brand; Wonderland X; Hencso1979
BBCode:
[town]855[/town] 6756pts [player]Uldie[/player] 525/498 25.1
[town]2086[/town] 10068pts [player]Uldie[/player] 520/517 26.2
[town]1783[/town] 10227pts [player]Brand[/player] 500/477 23.0
[town]589[/town] 11186pts [player]Uldie[/player] 518/492 19.7
[town]1766[/town] 11316pts [player]Wonderland X[/player] 472/525 37.5
[town]6358[/town] 11444pts [player]Wonderland X[/player] 472/525 37.5
[town]449[/town] 11651pts [player]Wonderland X[/player] 486/510 17.2
[town]1722[/town] 11756pts [player]Wonderland X[/player] 472/525 37.5
[town]1688[/town] 11825pts [player]Wonderland X[/player] 472/525 37.5
[town]478[/town] 12071pts [player]Wonderland X[/player] 491/517 19.2
[town]465[/town] 12379pts [player]Wonderland X[/player] 486/510 17.2
[town]143[/town] 12517pts [player]Hencso1979[/player] 484/499 16.0
[town]459[/town] 13608pts [player]Wonderland X[/player] 486/510 17.2
[town]1742[/town] 13902pts [player]Wonderland X[/player] 472/525 37.5
[town]1821[/town] 13972pts [player]Wonderland X[/player] 472/525 37.5
[town]160[/town] 15820pts [player]Uldie[/player] 495/513 13.9
[town]424[/town] 15833pts [player]Wonderland X[/player] 486/510 17.2
[town]855[/town] 6756pts [player]Uldie[/player] 525/498 25.1
[town]2086[/town] 10068pts [player]Uldie[/player] 520/517 26.2
[town]1783[/town] 10227pts [player]Brand[/player] 500/477 23.0
[town]589[/town] 11186pts [player]Uldie[/player] 518/492 19.7
[town]1766[/town] 11316pts [player]Wonderland X[/player] 472/525 37.5
[town]6358[/town] 11444pts [player]Wonderland X[/player] 472/525 37.5
[town]449[/town] 11651pts [player]Wonderland X[/player] 486/510 17.2
[town]1722[/town] 11756pts [player]Wonderland X[/player] 472/525 37.5
[town]1688[/town] 11825pts [player]Wonderland X[/player] 472/525 37.5
[town]478[/town] 12071pts [player]Wonderland X[/player] 491/517 19.2
[town]465[/town] 12379pts [player]Wonderland X[/player] 486/510 17.2
[town]143[/town] 12517pts [player]Hencso1979[/player] 484/499 16.0
[town]459[/town] 13608pts [player]Wonderland X[/player] 486/510 17.2
[town]1742[/town] 13902pts [player]Wonderland X[/player] 472/525 37.5
[town]1821[/town] 13972pts [player]Wonderland X[/player] 472/525 37.5
[town]160[/town] 15820pts [player]Uldie[/player] 495/513 13.9
[town]424[/town] 15833pts [player]Wonderland X[/player] 486/510 17.2
= 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.