drugi konkursik :>
ile jest evolucji Eevee ?
ile jest pokemonów legendarnych ? podaj dwie nazwy ich
ile jest wszystkich pokeballi ? podaj ich nazwy
proszę podac imię tego pokemona :3
ile jest wszystkich pokemonów ?
ile jest kamieni ? m.in. kamień grzmotu
nazwa tych pokemonów :
nagroda dla pierwszego !!!
nagroda :
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[/img]