24-07-2016, 18:09
Witam was wszyyyyyystkich : .... bla bla bla ... może zagramy w zabawę ??
Bomba tyka *tyk tyk tyk*
Odliczamy od 2000 do 0 ??
Jak będzie 0 to boooooom ;3 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[/img]
ps wstawiajcie obrazki z liczbą
to ja zaczynam !!!
Bomba tyka *tyk tyk tyk*
Odliczamy od 2000 do 0 ??
Jak będzie 0 to boooooom ;3 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[/img]
ps wstawiajcie obrazki z liczbą
to ja zaczynam !!!
-After all this time ?- Albus Percival Wulfrik Brian Dumbledore
-Always-Severus Snape (expecto patronum)
-Always-Severus Snape (expecto patronum)