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Bestia w strażnicy
#1
Witam,
dodałem do strażnicy bestie wytrenowaną na obronę +41,5
mimo to w strażnicy mam informacje że daje ona +20
Już samo to jest dziwne ponieważ dzik o którym mowa barowo daje +4 więc nie mam pojęcia skąd to +20, a tym bardziej gdzie moje +41,5 na które musiałem wydać 300 puntów treningu.

Id bestii o której mowa to 788099,
moje id w grze to 862
Strażnica:

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[/img]
Polana chowańców:


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[/img]
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#2
Atak i obrona chowańca w strażnicy zależna jest od poziomu tegoż chowańca, a nie jego statystyk. Do tego dochodzi mnożnik: 5 * poziom_chowańca.

Dzik ma poziom 4, więc 5 * 4 = 20.
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#3
Czyli trenowanie i cała ta mechanika jest kompletnie bez sensu
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#4
Trenowanie jest pod arenę chowańców. Nie daje nic w strażnicy.
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#5
Tak, tylko chodzi mi o to że logicznym byłoby gdyby te moduły ze sobą współpracowały,
jeśli trenujesz na siłowi żeby być silniejszym to jesteś silniejszy wszędzie, a nie tylko na siłowi.

Obecnie trenowanie ma znaczenie tylko na arenie więc wytrenowane "stwory" interesują tylko innych hodowców, wszystkich interesuje tylko wyższa klasa.

To trochę tak jakby kowal wyprodukował miecz +20 do ataku ale jak go założy wojownik to daje on tylko +10 bo taka jest jego wartość bazowa.
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