Oggetti - descrizioni
Ultima modifica il 2026-08-31 - Formato: YYYY/MM/DD
| ID | 35096 | Liv. | 66 | Prezzo di vendita | 12 87 90![]() |
Durabilità | 136/136 |
|---|---|---|---|---|---|---|---|
| Dimensione stack | 1 | Tempo di ricarica | n/a | Archiviabile | non | Punti archivio | 0 |
Northern Bandit's SwordSpade a 1 mano Bind on Equip Attacco Fisico +1033 Velocità d'attacco 1.5 Durabilità 136 / 136 (136) Warlord · Templar · Sharpshooter · Darkstalker · Deathknight · Crusader · Hawkeye · Windshadow · Destroyer · Holy Knight · Predator · Shinobi Livello richiesto 66 Talento Sprite incluso : Strike |
TROVATO IN (drop da) OGGETTO
TROVATO IN (drop da) MOSTRO
Lv 66
Knight Valley
(x:277, y:253)
(x:310, y:248)
(x:461, y:252)
(x:231, y:201)
(x:277, y:253)
(x:310, y:248)
(x:461, y:252)
(x:231, y:201)
Lv 66
Knight Valley
(x:347, y:353)
(x:430, y:388)
(x:447, y:392)
(x:455, y:406)
(x:432, y:461)
(x:390, y:410)
(x:392, y:359)
(x:347, y:353)
(x:430, y:388)
(x:447, y:392)
(x:455, y:406)
(x:432, y:461)
(x:390, y:410)
(x:392, y:359)
Lv 66
Sakura Island
(x:498, y:266)
(x:701, y:277)
(x:636, y:314)
(x:580, y:220)
(x:563, y:259)
(x:678, y:292)
(x:521, y:267)
(x:427, y:234)
(x:547, y:230)
(x:643, y:266)
(x:508, y:292)
(x:492, y:261)
(x:572, y:204)
(x:651, y:327)
(x:498, y:266)
(x:701, y:277)
(x:636, y:314)
(x:580, y:220)
(x:563, y:259)
(x:678, y:292)
(x:521, y:267)
(x:427, y:234)
(x:547, y:230)
(x:643, y:266)
(x:508, y:292)
(x:492, y:261)
(x:572, y:204)
(x:651, y:327)
Lv 70
Mutated Ancient City of Vines
(x:456, y:599)
(x:401, y:403)
(x:404, y:342)
(x:456, y:236)
(x:456, y:599)
(x:401, y:403)
(x:404, y:342)
(x:456, y:236)
Lv 70
Mutated Ancient City of Vines
(x:444, y:153)
(x:374, y:154)
(x:155, y:239)
(x:304, y:188)
(x:346, y:106)
(x:386, y:145)
(x:372, y:164)
(x:433, y:99)
(x:528, y:130)
(x:444, y:153)
(x:374, y:154)
(x:155, y:239)
(x:304, y:188)
(x:346, y:106)
(x:386, y:145)
(x:372, y:164)
(x:433, y:99)
(x:528, y:130)
Lv 70
Mutated Ancient City of Vines
(x:437, y:599)
(x:410, y:460)
(x:404, y:398)
(x:404, y:331)
(x:423, y:288)
(x:437, y:599)
(x:410, y:460)
(x:404, y:398)
(x:404, y:331)
(x:423, y:288)


87
90