Id | Town | Player | X | Y | Town score ▾ | Player score | Ally | Distance |
107515 | 44 hip hl -gianpy64- 8 | -gianpy64- | 486 | 473 | 5745 | 189108 | TheTitans | 30.4 |
108738 | 44 45 hl -gianpy64- 2 | -gianpy64- | 486 | 493 | 6036 | 189108 | TheTitans | 15.7 |
108125 | 44 45 hl -gianpy64- | -gianpy64- | 486 | 493 | 7060 | 189108 | TheTitans | 15.7 |
106973 | 44 hip hl -gianpy64- 3 | -gianpy64- | 476 | 475 | 7168 | 189108 | TheTitans | 34.7 |
107425 | Den Oever | -gianpy64- | 499 | 478 | 7233 | 189108 | TheTitans | 22.0 |
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106203 | 44 hip hl -gianpy64- 7 | -gianpy64- | 486 | 473 | 7508 | 189108 | TheTitans | 30.4 |
103433 | 44 hip hl -gianpy64- 12 | -gianpy64- | 497 | 476 | 7675 | 189108 | TheTitans | 24.2 |
105444 | 44 hip hl -gianpy64- 2 | -gianpy64- | 476 | 475 | 7789 | 189108 | TheTitans | 34.7 |
103348 | 44 hip hl -gianpy64- 11 | -gianpy64- | 490 | 481 | 7798 | 189108 | TheTitans | 21.5 |
105675 | 54 hip hl -gianpy64- | -gianpy64- | 499 | 472 | 7973 | 189108 | TheTitans | 28.0 |
104009 | 44 hip hl -gianpy64- 6 | -gianpy64- | 488 | 484 | 8012 | 189108 | TheTitans | 20.0 |
103965 | Den Oever 2 | -gianpy64- | 499 | 478 | 8193 | 189108 | TheTitans | 22.0 |
107952 | Asiatica | -gianpy64- | 486 | 473 | 10316 | 189108 | TheTitans | 30.4 |
106913 | A Arda | draakjee | 486 | 473 | 12965 | 40241 | --- | 30.4 |
107156 | Wess.1919 1 | Wess.1919 | 471 | 519 | 13716 | 60759 | ReLaX | 34.7 |
107501 | Wess.1919 2 | Wess.1919 | 471 | 519 | 13716 | 60759 | ReLaX | 34.7 |
Players list: -gianpy64-; draakjee; Wess.1919
BBCode:
[town]107515[/town] 5745pts [player]-gianpy64-[/player] 486/473 30.4
[town]108738[/town] 6036pts [player]-gianpy64-[/player] 486/493 15.7
[town]108125[/town] 7060pts [player]-gianpy64-[/player] 486/493 15.7
[town]106973[/town] 7168pts [player]-gianpy64-[/player] 476/475 34.7
[town]107425[/town] 7233pts [player]-gianpy64-[/player] 499/478 22.0
[town]106203[/town] 7508pts [player]-gianpy64-[/player] 486/473 30.4
[town]103433[/town] 7675pts [player]-gianpy64-[/player] 497/476 24.2
[town]105444[/town] 7789pts [player]-gianpy64-[/player] 476/475 34.7
[town]103348[/town] 7798pts [player]-gianpy64-[/player] 490/481 21.5
[town]105675[/town] 7973pts [player]-gianpy64-[/player] 499/472 28.0
[town]104009[/town] 8012pts [player]-gianpy64-[/player] 488/484 20.0
[town]103965[/town] 8193pts [player]-gianpy64-[/player] 499/478 22.0
[town]107952[/town] 10316pts [player]-gianpy64-[/player] 486/473 30.4
[town]106913[/town] 12965pts [player]draakjee[/player] 486/473 30.4
[town]107156[/town] 13716pts [player]Wess.1919[/player] 471/519 34.7
[town]107501[/town] 13716pts [player]Wess.1919[/player] 471/519 34.7
[town]107515[/town] 5745pts [player]-gianpy64-[/player] 486/473 30.4
[town]108738[/town] 6036pts [player]-gianpy64-[/player] 486/493 15.7
[town]108125[/town] 7060pts [player]-gianpy64-[/player] 486/493 15.7
[town]106973[/town] 7168pts [player]-gianpy64-[/player] 476/475 34.7
[town]107425[/town] 7233pts [player]-gianpy64-[/player] 499/478 22.0
[town]106203[/town] 7508pts [player]-gianpy64-[/player] 486/473 30.4
[town]103433[/town] 7675pts [player]-gianpy64-[/player] 497/476 24.2
[town]105444[/town] 7789pts [player]-gianpy64-[/player] 476/475 34.7
[town]103348[/town] 7798pts [player]-gianpy64-[/player] 490/481 21.5
[town]105675[/town] 7973pts [player]-gianpy64-[/player] 499/472 28.0
[town]104009[/town] 8012pts [player]-gianpy64-[/player] 488/484 20.0
[town]103965[/town] 8193pts [player]-gianpy64-[/player] 499/478 22.0
[town]107952[/town] 10316pts [player]-gianpy64-[/player] 486/473 30.4
[town]106913[/town] 12965pts [player]draakjee[/player] 486/473 30.4
[town]107156[/town] 13716pts [player]Wess.1919[/player] 471/519 34.7
[town]107501[/town] 13716pts [player]Wess.1919[/player] 471/519 34.7
= 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.