Name	Genre	Detail	Image	ObjId	Width	Height	Intro	Price	CanSale	CanRemove	Stack	ShortKey
Huyn Tinh Khong Thch 	3	0	\spr\item\script\item_xuanjingkuangshi.spr	425	1	1	"L 1 trong nhng vt liu quan trng  kch hot trang b mu xanh, khm nm, ch to Trang b Huyn Tinh v trang b Hong Kim."	2000	1	0	50	0
Huyn Thit Nguyn Khong	3	1	\spr\item\script\item_xuantiekuang.spr	425	1	1	"Mt loi <color=yellow>Khong thch c thuc tnh<color>, c th lm thay i <color=yellow>thuc tnh hin 1<color> trn trang b (Nhn chut phi xem chi tit) "	2000	1	0	50	0
Khng Tc Nguyn Thch 	3	2	\spr\item\script\item_kongqueshi.spr	425	1	1	"Mt loi <color=yellow>Khong thch c thuc tnh<color>, c th lm thay i <color=yellow>thuc tnh n 1<color> trn trang b cng Ng hnh (Nhn chut phi xem chi tit) "	2000	1	0	50	0
Mt Ngn Nguyn Khong	3	3	\spr\item\script\item_miyinkuang.spr	425	1	1	"Mt loi <color=yellow>Khong thch c thuc tnh<color>, c th lm thay i <color=yellow> thuc tnh hin 2<color> trn trang b (Nhn chut phi xem chi tit) "	2000	1	0	50	0
Ph Dung Nguyn Thch 	3	4	\spr\item\script\item_furongshi.spr	425	1	1	"Mt loi <color=yellow>Khong thch c thuc tnh<color>, c th lm thay i <color=yellow>thuc tnh n 2<color> trn trang b cng Ng hnh (Nhn chut phi xem chi tit) "	2000	1	0	50	0
Chu Sa Nguyn Khong	3	5	\spr\item\script\item_zhushakuang.spr	425	1	1	"Mt loi <color=yellow>Khong thch c thuc tnh<color>, c th lm thay i <color=yellow>thuc tnh hin 3<color> trn trang b (Nhn chut phi xem chi tit) "	2000	1	0	50	0
Chung Nh Nguyn Thch 	3	6	\spr\item\script\item_zhongrushi.spr	425	1	1	"Mt loi <color=yellow>Khong thch c thuc tnh<color>, c th lm thay i <color=yellow>thuc tnh n 3<color> trn trang b cng Ng hnh (Nhn chut phi xem chi tit) "	2000	1	0	50	0
Huyn Thit khong	3	7	\spr\item\script\item_xuantiekuang.spr	425	1	1	"<color=yellow>Khong thch c thuc tnh<color>, c th khm ln Trang b Huyn Tinh cng ng hnh  thay i <color=yellow>thuc tnh hin 1<color><enter> (Nhn chut phi xem chi tit) "	2000	1	0	0	0
Khng Tc Thch	3	8	\spr\item\script\item_kongqueshi.spr	425	1	1	"<color=yellow>Khong thch c thuc tnh<color>, c th khm ln Trang b Huyn Tinh cng ng hnh  thay i <color=yellow>thuc tnh n 1<color><enter> (Nhn chut phi xem chi tit) "	2000	1	0	0	0
Mt Ngn khong	3	9	\spr\item\script\item_miyinkuang.spr	425	1	1	"<color=yellow>Khong thch c thuc tnh<color>, c th khm ln Trang b Huyn Tinh cng ng hnh  thay i <color=yellow>thuc tnh hin 2<color><enter> (Nhn chut phi xem chi tit) "	2000	1	0	0	0
Ph Dung Thch	3	10	\spr\item\script\item_furongshi.spr	425	1	1	"Loi <color=yellow>Khong thch c thuc tnh<color>, c th khm ln Trang b Huyn Tinh cng ng hnh  thay i <color=yellow>thuc tnh n 2<color><enter> (Nhn chut phi xem chi tit) "	2000	1	0	0	0
Chu Sa khong	3	11	\spr\item\script\item_zhushakuang.spr	425	1	1	"<color=yellow>Khong thch c thuc tnh<color>, c th khm ln Trang b Huyn Tinh cng ng hnh  thay i <color=yellow>thuc tnh hin 3<color><enter> (Nhn chut phi xem chi tit) "	2000	1	0	0	0
Chung Nh Thch	3	12	\spr\item\script\item_zhongrushi.spr	425	1	1	"<color=yellow>Khong thch c thuc tnh<color>, c th khm ln Trang b Huyn Tinh cng ng hnh  thay i <color=yellow> thuc tnh n 3<color><enter> (Nhn chut phi xem chi tit) "	2000	1	0	0	0
Lam Thy Tinh	3	13	\spr\item\questkey\baoshi_zhuanxu.spr	333	1	1	Loi Thy tinh c th lm thay i ng hnh ca trang b 	2000	1	0	0	0
T Thy Tinh	3	14	\spr\item\questkey\baoshi_xingtian.spr	333	1	1	Loi Thy tinh c th nng cp trang b.  	2000	1	0	0	0
Lc Thy Tinh	3	15	\spr\item\questkey\baoshi_nvwa.spr	333	1	1	Loi thy tinh c th gip thay i cc thuc tnh ca trang b 	2000	1	0	0	0
Mt  thn b 	3	16	\spr\item\questkey\taskobj076.spr	368	2	1	"Mt loi vt phm, cng nng thn b."	1	1	0	100	0
Kim Nguyn Bo	3	17	\spr\item\questkey\obj_item_cardg.spr	340	1	1	<color=yellow>Kim Nguyn Bo<color><enter>Dng  giao dch trong game<enter><color=green>i ti NPC Np th 1 Vin = [200] Vng	2000	1	0	0	0
T Tinh Thch	3	18	\spr\item\script\seven_city_war\shenxingsuipian.spr	387	1	1	Dng  ch to trang b qu him  NPC Th Rn Thn B 164/199 Lm An	0	1	0	200	0
Ngn Phiu Tin Vn	3	19	\spr\item\questkey\yinpiao.spr	387	1	1	Bn trong c cha s lng tin vn nht nh Random t 50 - 200 Vn	0	1	0	0	0
Tinh Hng Bo Thch	3	20	\spr\item\obj_item_red.spr	333	1	1	"Mt vin bo thch thn b, ngi luyn v c th dng   thng kinh mch (Ty ty cn 6 Vin)"	2000	1	0	0	0
Tin ng	3	21	\spr\item\tongqian.spr	373	1	1	<color=yellow>Tin ng<color><enter>Dng  giao dch trong game<enter><color=green>i ti NPC Np th [1] Vin = [50] Vng	2000	1	0	0	0
St Th Lnh 	3	22	\spr\item\questkey\taskobj126.spr	336	1	1	Phn thng cho nhim v git Boss <enter>5 ci ng cp i c 1 St Th gin.	1000	0	0	50	0
St Th Lnh 	3	23	\spr\item\questkey\taskobj126.spr	336	1	1	Phn thng cho nhim v git Boss <enter>5 ci ng cp i c 1 St Th gin.	1000	0	0	50	0
St Th Lnh 	3	24	\spr\item\questkey\taskobj126.spr	336	1	1	Phn thng cho nhim v git Boss <enter>5 ci ng cp i c 1 St Th gin.	1000	0	0	50	0
St Th Lnh 	3	25	\spr\item\questkey\taskobj126.spr	336	1	1	Phn thng cho nhim v git Boss <enter>5 ci ng cp i c 1 St Th gin.	1000	0	0	50	0
St Th Lnh 	3	26	\spr\item\questkey\taskobj126.spr	336	1	1	Phn thng cho nhim v git Boss <enter>5 ci ng cp i c 1 St Th gin.	1000	0	0	50	0
St Th Gin 	3	27	\spr\item\questkey\taskobj033.spr	336	1	2	Mang n gp Nhip Th Trn  nhn nhim v c bit.	1000	1	0	0	0
St Th Gin 	3	28	\spr\item\questkey\taskobj033.spr	336	1	2	Mang n gp Nhip Th Trn  nhn nhim v c bit.	1000	1	0	0	0
St Th Gin 	3	29	\spr\item\questkey\taskobj033.spr	336	1	2	Mang n gp Nhip Th Trn  nhn nhim v c bit.	1000	1	0	0	0
St Th Gin 	3	30	\spr\item\questkey\taskobj033.spr	336	1	2	Mang n gp Nhip Th Trn  nhn nhim v c bit.	1000	1	0	0	0
St Th Gin 	3	31	\spr\item\questkey\taskobj033.spr	336	1	2	Mang n gp Nhip Th Trn  nhn nhim v c bit.	1000	1	0	0	0
Bng Tm V Cc T 	3	32	\spr\item\questkey\bingcanwujisi.spr	371	1	1	"Thin sn  Bng Tm T, sn phm cc him.<enter> c th dng  tng ng cp cc loi trang b."	0	1	0	0	0
Nam Minh Chi Tinh	3	33	\spr\item\questkey\nanmingzhijing.spr	372	1	1	"Nhng mnh thy tinh cc him, <enter> C th lm gim ng cp trang b."	0	1	0	0	0
Lnh bi Phong Lng  	3	34	\spr\item\questkey\006.spr	352	1	1	Tn vt  i Phong Lng .	0	1	0	0	0
 ph Thanh Cu	3	35	\spr\item\script\item_huangjintupu.spr	38	1	1	 ph nng cp trang b trang b hong kim <color=green>Thanh Cu	0	1	0	10	0
Thanh Cu Thch	3	36	\spr\item\questkey\taskobj025.spr	41	1	1	Bo thch thn b nng cp trang b trang b hong kim <color=green>Thanh Cu	0	1	0	10	0
 ph Vn Lc	3	37	\spr\item\script\item_huangjintupu.spr	38	1	1	 ph nng cp trang b trang b hong kim <color=green>Vn Lc	0	1	0	10	0
Vn Lc Thch	3	38	\spr\item\questkey\taskobj025.spr	41	1	1	Bo thch thn b nng cp trang b trang b hong kim <color=green>Vn Lc	0	1	0	10	0
 ph Thng Lang	3	39	\spr\item\script\item_huangjintupu.spr	38	1	1	 ph nng cp trang b trang b hong kim <color=green>Thng Lang	0	1	0	10	0
Thng Lang Thch	3	40	\spr\item\questkey\taskobj025.spr	41	1	1	Bo thch thn b nng cp trang b trang b hong kim <color=green>Thng Lang	0	1	0	10	0
 ph Huyn Vin	3	41	\spr\item\script\item_huangjintupu.spr	38	1	1	 ph nng cp trang b trang b hong kim <color=green>Huyn Vin	0	1	0	10	0
Huyn Vin Thch	3	42	\spr\item\questkey\taskobj025.spr	41	1	1	Bo thch thn b nng cp trang b trang b hong kim <color=green>Huyn Vin	0	1	0	10	0
 ph T Mng	3	43	\spr\item\script\item_huangjintupu.spr	38	1	1	 ph nng cp trang b trang b hong kim <color=green>T Mng	0	1	0	10	0
T Mng Thch	3	44	\spr\item\questkey\taskobj025.spr	41	1	1	Bo thch thn b nng cp trang b trang b hong kim <color=green>T Mng	0	1	0	10	0
 ph Kim 	3	45	\spr\item\script\item_huangjintupu.spr	38	1	1	 ph nng cp trang b trang b hong kim <color=green>Kim 	0	1	0	10	0
Kim  Thch	3	46	\spr\item\questkey\taskobj025.spr	41	1	1	Bo thch thn b nng cp trang b trang b hong kim <color=green>Kim 	0	1	0	10	0
 ph Bch H	3	47	\spr\item\script\item_huangjintupu.spr	38	1	1	 ph nng cp trang b trang b hong kim <color=green>Bch H	0	1	0	10	0
Bch H Thch	3	48	\spr\item\questkey\taskobj025.spr	41	1	1	Bo thch thn b nng cp trang b trang b hong kim <color=green>Bch H	0	1	0	10	0
 ph Xch Ln	3	49	\spr\item\script\item_huangjintupu.spr	38	1	1	 ph nng cp trang b trang b hong kim <color=green>Xch Ln	0	1	0	10	0
Xch Ln Thch	3	50	\spr\item\questkey\taskobj025.spr	41	1	1	Bo thch thn b nng cp trang b trang b hong kim <color=green>Xch Ln	0	1	0	10	0
 ph Minh Phng	3	51	\spr\item\script\item_huangjintupu.spr	38	1	1	 ph nng cp trang b trang b hong kim <color=green>Minh Phng	0	1	0	10	0
Minh Phng Thch	3	52	\spr\item\questkey\taskobj025.spr	41	1	1	Bo thch thn b nng cp trang b trang b hong kim <color=green>Minh Phng	0	1	0	10	0
Thin Tinh Khong Thch	3	53	\spr\item\script\tianjingkuangshi.spr	333	1	1	Dng  nng cp ng hnh n	0	1	0	50	0
Lnh bi thng hnh phe cng	3	54	\spr\item\questkey\taskobj126.spr	336	1	1	Lnh bi thng hnh  tham gia chi vin cng thnh	1000	1	0	50	0
Lnh bi thng hnh phe th 	3	55	\spr\item\questkey\taskobj126.spr	336	1	1	Lnh bi thng hnh  tham gia chi vin th thnh	1000	1	0	50	0
Vn tiu mt lnh	3	56	\spr\item\longmenbiaoju\ƾ֤.spr	352	1	1	Mang n Long Mn tiu cc nhn thm 1 ln vn tiu trong ngy	0	1	0	50	0
Tiu K 	3	57	\spr\item\longmenbiaoju\.spr	41	1	1	"Tiu K, bng hiu Long Mn Tiu Cc v Tiu Xa sau khi b cp m ot li c c th nhn ph lao v."	0	0	0	0	0
H Tiu Lnh	3	58	\spr\item\longmenbiaoju\.spr	41	1	1	"Tiu cc tng huy chng cho s anh dng h tiu ca i hip khi gp nguy him khng lon, c th i vt phm p Tiu."	0	0	0	50	0
T Khong	3	59	\spr\item\script\jiaoshi_jieri\200810\zhenxinsuipian.spr	333	1	1	"Mt loi khong rt qu him, hy dng n  th vn may."	0	1	0	999	0
Th trang b khi	3	60	\spr\item\dazhuanpan\card1.spr	352	1	1	"Th bi dng  i trang b, Thn B Thng Nhn  Lm An 162 179 bit cch s dng. "	0	1	0	250	0
Th trang b y	3	61	\spr\item\dazhuanpan\card2.spr	352	1	1	"Th bi dng  i trang b, Thn B Thng Nhn  Lm An(162/179) bit cch s dng. "	0	1	0	250	0
Th trang b hi	3	62	\spr\item\dazhuanpan\card3.spr	352	1	1	"Th bi dng  i trang b, Thn B Thng Nhn  Lm An(162/179) bit cch s dng. "	0	1	0	250	0
Th trang b yu i	3	63	\spr\item\dazhuanpan\card4.spr	352	1	1	"Th bi dng  i trang b, Thn B Thng Nhn  Lm An(162/179) bit cch s dng. "	0	1	0	250	0
Th trang b h uyn	3	64	\spr\item\dazhuanpan\card5.spr	352	1	1	"Th bi dng  i trang b, Thn B Thng Nhn  Lm An(162/179) bit cch s dng. "	0	1	0	250	0
Th trang b hng lin	3	65	\spr\item\dazhuanpan\card6.spr	352	1	1	"Th bi dng  i trang b, Thn B Thng Nhn  Lm An(162/179) bit cch s dng. "	0	1	0	250	0
Th trang b bi	3	66	\spr\item\dazhuanpan\card7.spr	352	1	1	"Th bi dng  i trang b, Thn B Thng Nhn  Lm An(162/179) bit cch s dng. "	0	1	0	250	0
Th trang b thng gii 	3	67	\spr\item\dazhuanpan\card8.spr	352	1	1	"Th bi dng  i trang b, Thn B Thng Nhn  Lm An(162/179) bit cch s dng. "	0	1	0	250	0
Th trang b h gii	3	68	\spr\item\dazhuanpan\card10.spr	352	1	1	"Th bi dng  i trang b, Thn B Thng Nhn  Lm An(162/179) bit cch s dng. "	0	1	0	250	0
Thin Non	3	69	\spr\vng\item\thiennoan.spr	387	1	1	Dng  i th nui  B ch tim vt nui Phng Tng (199/200)	0	1	0	0	0
Thun th quyn	3	70	\spr\vng\item\thanthuquyen.spr	387	1	1	Dng  nng cp vt nui	0	1	0	0	0
Hnh nhn	3	71	\spr\item\questkey\taskobj076.spr	395	1	1	Hnh nhn phc sinh trong bn  Vim  	0	0	0	0	0
Anh Hng Thip	3	72	\spr\item\questkey\obj_item_lection02.spr	41	1	1	Vt phm dng  tham gia hot ng bo tng Vim .	0	1	0	0	0
Nguyt Ca Thip	3	73	\spr\item\questkey\obj_item_lection02.spr	41	1	1	Thip mi n tham gia t chin trn Nguyt Ca o	0	1	0	0	0
Hnh nhn th mng	3	74	\spr\item\questkey\taskobj076.spr	395	1	1	Hnh nhn phc sinh Nguyt Ca o	0	0	0	0	0
Thip ng Hnh	3	75	\spr\item\lottery\wulincaiquan_red.spr	341	1	1	Mang n NPC Qun l bn ng hnh  Giang Tn Thn (434/387)  chiu m bn ng hnh	0	1	0	0	0
Thuc tng trng( hng)	3	76	\spr\item\medecine\fuyuanlu_small.spr	341	1	1	Khng th s dng loi thuc ny c na.	0	1	0	0	0
Mnh b thut Hoa Sn	3	77	\spr\item\yanditutengsuipian.spr	38	1	1	Thu thp nhiu mnh ghp thnh <color=green>B Tch Lng Ba Vi B	0	1	0	100	0
Ng sc long chu(Kim)	3	78	\spr\item\script\zhongqiu_jieri\longzhu0.spr	38	1	1	Thu thp cc loi Kim Mc Thy Ha Th  hp thnh <color=green>Ng Hnh n	0	1	0	30	0
Ng sc long chu(Mc)	3	79	\spr\item\script\zhongqiu_jieri\longzhu1.spr	38	1	1	Thu thp cc loi Kim Mc Thy Ha Th  hp thnh <color=green>Ng Hnh n	0	1	0	30	0
Ng sc long chu(Thy)	3	80	\spr\item\script\zhongqiu_jieri\longzhu2.spr	38	1	1	Thu thp cc loi Kim Mc Thy Ha Th  hp thnh <color=green>Ng Hnh n	0	1	0	30	0
Ng sc long chu(Ha)	3	81	\spr\item\script\zhongqiu_jieri\longzhu3.spr	38	1	1	Thu thp cc loi Kim Mc Thy Ha Th  hp thnh <color=green>Ng Hnh n	0	1	0	30	0
Ng sc long chu(Th)	3	82	\spr\item\script\zhongqiu_jieri\longzhu4.spr	38	1	1	Thu thp cc loi Kim Mc Thy Ha Th  hp thnh <color=green>Ng Hnh n	0	1	0	30	0
Mnh Kim Tinh Bch H Vng	3	83	\spr\item\equip\horse\horse030.spr	40	2	3	"Thu thp   s lng mnh,mang i gim nh,ngay lp tc nhn c th ci Thn."	0	1	0	150	0
Mnh Ha Tinh Kim H Vng	3	84	\spr\item\equip\horse\horse032.spr	40	2	3	"Thu thp   s lng mnh,mang i gim nh,ngay lp tc nhn c th ci Thn."	0	1	0	150	0
Mnh Long Tinh Hc H Vng	3	85	\spr\item\equip\horse\horse031.spr	40	2	3	"Thu thp   s lng mnh,mang i gim nh,ngay lp tc nhn c th ci Thn."	0	1	0	150	0
Mnh Hn Huyt Long Cu	3	86	\spr\item\equip\horse\horse008.spr	40	2	3	"Thu thp   s lng mnh,mang i gim nh,ngay lp tc nhn c th ci Thn."	0	1	0	150	0
Mnh S t	3	87	\spr\item\equip\horse\horse035.spr	40	2	3	"Thu thp   s lng mnh,mang i gim nh,ngay lp tc nhn c th ci Thn."	0	1	0	150	0
Mnh Lc 	3	88	\spr\item\equip\horse\horse036.spr	40	2	3	"Thu thp   s lng mnh,mang i gim nh,ngay lp tc nhn c th ci Thn."	0	1	0	150	0
Mnh Dng 	3	89	\spr\item\equip\horse\horse037.spr	40	2	3	"Thu thp   s lng mnh,mang i gim nh,ngay lp tc nhn c th ci Thn."	0	1	0	150	0
Mnh Hu m	3	90	\spr\item\equip\horse\horse038.spr	40	2	3	"Thu thp   s lng mnh,mang i gim nh,ngay lp tc nhn c th ci Thn."	0	1	0	150	0
Mnh Dng Sa	3	91	\spr\item\equip\horse\horse039.spr	40	2	3	"Thu thp   s lng mnh,mang i gim nh,ngay lp tc nhn c th ci Thn."	0	1	0	150	0
Mnh Ng Phong	3	92	\spr\item\equip\horse\horse040.spr	40	2	3	"Thu thp   s lng mnh,mang i gim nh,ngay lp tc nhn c th ci Thn."	0	1	0	150	0
Mnh Truy in	3	93	\spr\item\equip\horse\horse041.spr	40	2	3	"Thu thp   s lng mnh,mang i gim nh,ngay lp tc nhn c th ci Thn."	0	1	0	150	0
Mnh Lu Tinh	3	94	\spr\item\equip\horse\horse042.spr	40	2	3	"Thu thp   s lng mnh,mang i gim nh,ngay lp tc nhn c th ci Thn."	0	1	0	150	0
Ba Giam nh	3	95	\spr\vng\item\other\20121030_kiemphatran\buanguhanh.spr	38	1	1	Dng  gim nh thn th.	0	1	0	0	0
Ti May Mn	3	96	\spr\item\event\jiefang_jieri\200904\yongpindai.spr	38	1	1	Gip bo ton nguyn liu khi gim nh tht bi.	0	1	0	0	0
Tinh Luyn Hong Kim n (Cng ha)	3	97	\spr\item\script\wuxingyin_3.spr	38	1	1	"c luyn thnh t Hong Kim N (Cng Ha Cp 1)<enter>Khng th s dng,dng  luyn Ng Hnh n."	0	1	0	0	0
Tinh Luyn Hong Kim n (Nhc ha)	3	98	\spr\item\script\wuxingyin_3.spr	38	1	1	"c luyn thnh t Hong Kim N (Nhc Ha Cp 1)<enter>Khng th s dng,dng  luyn Ng Hnh n."	0	1	0	0	0
Hong Kim Thut Long n	3	99	\spr\vng\item\120628_event_thang_7\chanlongdon.spr	38	1	1	Dng  luyn thn th  gim nh thnh thn th hong kim.	0	1	0	0	0
Hong Kim Thn Long n 	3	100	\spr\vng\item\120628_event_thang_7\subidon.spr	38	1	1	Dng thn th  luyn thnh.	0	1	0	0	0
H Mch n	3	101	\spr\item\jianzhong\xuelingzhuhun.spr	41	1	1	"Thin a tinh hoa s t, xung huyt tt b chi vt."	0	1	0	500	0
Huyt Long ng	3	102	\spr\item\meridian\xuelongteng.spr	41	1	1	"Phi hp  xung huyt, sau khi b tht bi s khng b h ng cp kinh mch"	0	1	0	50	0
Huyt Long n	3	103	\spr\item\script\zhenpailingyao.spr	41	1	1	Kt hp s dng vi Huyt Long ng  nng cao t l xung mch.	0	1	0	50	0
Chn Nguyn n (tiu)	3	104	\spr\vng\item\120628_event_thang_7\chanlongdon.spr	41	1	1	S dng nhn c <color=yellow>1<color> im chn nguyn	0	1	0	500	0
Chn Nguyn n (trung)	3	105	\spr\vng\item\120628_event_thang_7\chanlongdon.spr	41	1	1	S dng nhn c <color=yellow>5<color> im chn nguyn	0	1	0	500	0
Chn Nguyn n (i)	3	106	\spr\vng\item\120628_event_thang_7\chanlongdon.spr	41	1	1	S dng nhn c <color=yellow>10<color> im chn nguyn	0	1	0	500	0
Huyn Chn n	3	107	\spr\item\script\xuanzhendan.spr	352	1	1	Dng  luyn thnh Ngoi Quan ng Hnh. 	0	1	0	100	0
Huyt Chn n	3	108	\spr\item\script\xuezhendan.spr	352	1	1	Dng  luyn thnh Sch K Nng ng Hnh. 	0	1	0	100	0
Bch Chn n	3	109	\spr\item\script\baizhendan.spr	352	1	1	Dng  luyn thnh Sch K Nng ng Hnh. 	0	1	0	100	0
Lnh bi Nhim V Bang	3	110	\spr\365\nvbang.spr	341	1	1	Dng giao np cho NPC Nguyn Soi  Khu Vc Bang  nhn 1 nhim v bang hi<enter>Ti a ngy 10 ln	0	1	0	50	0
Lnh bi Boss Bang Hi	3	111	\spr\item\questkey\006.spr	41	1	1	"Loi lnh bi dnh cho hot ng sn boss bang hi,rt him c."	0	1	0	0	0
Lnh bi Danh Hiu	3	112	\spr\item\questkey\006.spr	41	1	1	Dng  i danh hiu VIP c Bit.	0	1	0	100	0
Huyt Y Phc	3	113	\spr\item\dazhuanpan\card2.spr	41	1	1	Dng  i cc loi ngoi trang mn phi ti Thin Sn ng Ch Tng Dng.	0	1	0	100	0
Thay hnh i dng lnh	3	114	\spr\item\questkey\006.spr	41	1	1	Dng  i hnh nh v kh hoc mt n.	0	1	0	100	0
 ph ng Long	3	115	\spr\item\script\item_huangjintupu.spr	38	1	1	 ph nng cp trang b trang b hong kim <color=green>ng Long	0	1	0	10	0
ng Long Thch	3	116	\spr\item\questkey\taskobj025.spr	41	1	1	Bo thch thn b nng cp trang b trang b hong kim <color=green>ng Long	0	1	0	10	0
 ph Tinh Sng	3	117	\spr\item\script\item_huangjintupu.spr	38	1	1	 ph nng cp trang b trang b hong kim <color=green>Tinh Sng	0	1	0	10	0
Tinh Sng Thch	3	118	\spr\item\questkey\taskobj025.spr	41	1	1	Bo thch thn b nng cp trang b trang b hong kim <color=green>Tinh Sng	0	1	0	10	0
 ph Nguyt Khuyt	3	119	\spr\item\script\item_huangjintupu.spr	38	1	1	 ph nng cp trang b trang b hong kim <color=green>Nguyt Khuyt	0	1	0	10	0
Nguyt Khuyt Thch	3	120	\spr\item\questkey\taskobj025.spr	41	1	1	Bo thch thn b nng cp trang b trang b hong kim <color=green>Nguyt Khuyt	0	1	0	10	0
 ph Diu Dng	3	121	\spr\item\script\item_huangjintupu.spr	38	1	1	 ph nng cp trang b trang b hong kim <color=green>Diu Dng	0	1	0	10	0
Diu Dng Thch	3	122	\spr\item\questkey\taskobj025.spr	41	1	1	Bo thch thn b nng cp trang b trang b hong kim <color=green>Diu Dng	0	1	0	10	0
Mnh nh Quc Thanh Sa Trng Sam (1/4)	3	123	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i Thanh Sa Trng Sam.	0	1	0	50	0
Mnh nh Quc Thanh Sa Trng Sam (2/4)	3	124	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i Thanh Sa Trng Sam.	0	1	0	50	0
Mnh nh Quc Thanh Sa Trng Sam (3/4)	3	125	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i Thanh Sa Trng Sam.	0	1	0	50	0
Mnh nh Quc Thanh Sa Trng Sam (4/4)	3	126	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i Thanh Sa Trng Sam.	0	1	0	50	0
Mnh nh Quc Xch Quyn Nhuyn Ngoa (1/4)	3	127	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i Xch Quyn Nhuyn Ngoa.	0	1	0	50	0
Mnh nh Quc Xch Quyn Nhuyn Ngoa (2/4)	3	128	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i Xch Quyn Nhuyn Ngoa.	0	1	0	50	0
Mnh nh Quc Xch Quyn Nhuyn Ngoa (3/4)	3	129	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i Xch Quyn Nhuyn Ngoa.	0	1	0	50	0
Mnh nh Quc Xch Quyn Nhuyn Ngoa (4/4)	3	130	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i Xch Quyn Nhuyn Ngoa.	0	1	0	50	0
Mnh nh Quc T ng H uyn (1/4)	3	131	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i T ng H Uyn.	0	1	0	50	0
Mnh nh Quc T ng H uyn (2/4)	3	132	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i T ng H Uyn.	0	1	0	50	0
Mnh nh Quc T ng H uyn (3/4)	3	133	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i T ng H Uyn.	0	1	0	50	0
Mnh nh Quc T ng H uyn (4/4)	3	134	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i T ng H Uyn.	0	1	0	50	0
Mnh nh Quc Ngn Tm Yu i (1/4)	3	135	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i Ngn Tm Yu i.	0	1	0	50	0
Mnh nh Quc Ngn Tm Yu i (2/4)	3	136	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i Ngn Tm Yu i.	0	1	0	50	0
Mnh nh Quc Ngn Tm Yu i (3/4)	3	137	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i Ngn Tm Yu i.	0	1	0	50	0
Mnh nh Quc Ngn Tm Yu i (4/4)	3	138	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i Ngn Tm Yu i.	0	1	0	50	0
Mnh nh Quc  Sa Pht Qun (1/4)	3	139	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i  Sa Pht Qun.	0	1	0	50	0
Mnh nh Quc  Sa Pht Qun (2/4)	3	140	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i  Sa Pht Qun.	0	1	0	50	0
Mnh nh Quc  Sa Pht Qun (3/4)	3	141	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i  Sa Pht Qun.	0	1	0	50	0
Mnh nh Quc  Sa Pht Qun (4/4)	3	142	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i  Sa Pht Qun.	0	1	0	50	0
Mnh An Bang Tinh Thch Hng Lin (1/4)	3	143	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i Tinh Thch Hng Lin.	0	1	0	50	0
Mnh An Bang Tinh Thch Hng Lin (2/4)	3	144	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i Tinh Thch Hng Lin.	0	1	0	50	0
Mnh An Bang Tinh Thch Hng Lin (3/4)	3	145	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i Tinh Thch Hng Lin.	0	1	0	50	0
Mnh An Bang Tinh Thch Hng Lin (4/4)	3	146	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i Tinh Thch Hng Lin.	0	1	0	50	0
Mnh An Bang Cc Hoa Thch Ch Hon (1/4)	3	147	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i Cc Hoa Thch Ch Hon.	0	1	0	50	0
Mnh An Bang Cc Hoa Thch Ch Hon (2/4)	3	148	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i Cc Hoa Thch Ch Hon.	0	1	0	50	0
Mnh An Bang Cc Hoa Thch Ch Hon (3/4)	3	149	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i Cc Hoa Thch Ch Hon.	0	1	0	50	0
Mnh An Bang Cc Hoa Thch Ch Hon (4/4)	3	150	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i Cc Hoa Thch Ch Hon.	0	1	0	50	0
Mnh An Bang in Hong Thch Ngc Bi (1/4)	3	151	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i in Hong Thch Ngc Bi.	0	1	0	50	0
Mnh An Bang in Hong Thch Ngc Bi (2/4)	3	152	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i in Hong Thch Ngc Bi.	0	1	0	50	0
Mnh An Bang in Hong Thch Ngc Bi (3/4)	3	153	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i in Hong Thch Ngc Bi.	0	1	0	50	0
Mnh An Bang in Hong Thch Ngc Bi (4/4)	3	154	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i in Hong Thch Ngc Bi.	0	1	0	50	0
Mnh An Bang K Huyt Thch Gii Ch (1/4)	3	155	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i K Huyt Thch Gii Ch.	0	1	0	50	0
Mnh An Bang K Huyt Thch Gii Ch (2/4)	3	156	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i K Huyt Thch Gii Ch.	0	1	0	50	0
Mnh An Bang K Huyt Thch Gii Ch (3/4)	3	157	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i K Huyt Thch Gii Ch.	0	1	0	50	0
Mnh An Bang K Huyt Thch Gii Ch (4/4)	3	158	\spr\item\citydefence\smallfragment.spr	347	1	1	Mang  15 mnh n NPC Th Rn  i K Huyt Thch Gii Ch.	0	1	0	50	0
Mnh hong kim mn phi(1/4)	3	159	\spr\item\citydefence\smallfragment.spr	352	1	1	Mang  4 loi mi loi 5 mnh n NPC Th Rn  i Hong Kim Mn Phi. 	0	1	0	100	0
Mnh hong kim mn phi(2/4)	3	160	\spr\item\citydefence\smallfragment.spr	352	1	1	Mang  4 loi mi loi 5 mnh n NPC Th Rn  i Hong Kim Mn Phi. 	0	1	0	100	0
Mnh hong kim mn phi(3/4)	3	161	\spr\item\citydefence\smallfragment.spr	352	1	1	Mang  4 loi mi loi 5 mnh n NPC Th Rn  i Hong Kim Mn Phi. 	0	1	0	100	0
Mnh hong kim mn phi(4/4)	3	162	\spr\item\citydefence\smallfragment.spr	352	1	1	Mang  4 loi mi loi 5 mnh n NPC Th Rn  i Hong Kim Mn Phi. 	0	1	0	100	0
Mnh ghp An Bang Hon My	3	163	\spr\item\script\item_huangjintupu.spr	352	1	1	Mnh ghp dng  luyn thnh Trang B <color=yellow> An Bang Hon M <color> . 	0	1	0	100	0
Lam Thy Tinh Ty Ty	3	164	\spr\item\zhuangbeilingshi\qingjushi.spr	341	1	1	Dng  ty ty li im k nng ca nhn vt<enter><color=yellow>Ch cn mua mi loi 1 Vin.	0	1	0	0	0
T Thy Tinh Ty Ty	3	165	\spr\item\zhuangbeilingshi\qingjushi.spr	341	1	1	Dng  ty ty li im k nng ca nhn vt<enter><color=yellow>Ch cn mua mi loi 1 Vin.	0	1	0	0	0
Luc Thy Tinh Ty Ty	3	166	\spr\item\zhuangbeilingshi\qingjushi.spr	341	1	1	Dng  ty ty li im k nng ca nhn vt<enter><color=yellow>Ch cn mua mi loi 1 Vin.	0	1	0	0	0
Mnh ghp Nga Phi Vn Vnh Vin	3	167	\spr\item\script\item_huangjintupu.spr	352	1	1	Mnh ghp Nga Vnh Vin <color=yellow> em n thm cu Nam Nhc Trn S C B Quyt Ghp Nga <color> . 	0	1	0	100	0
Mnh ghp Nga Bn Tiu Vnh Vin	3	168	\spr\item\script\item_huangjintupu.spr	352	1	1	Mnh ghp Nga Vnh Vin <color=yellow> em n thm cu Nam Nhc Trn S C B Quyt Ghp Nga <color> . 	0	1	0	100	0
Mnh ghp Nga Phiu V Vnh Vin	3	169	\spr\item\script\item_huangjintupu.spr	352	1	1	Mnh ghp Nga Vnh Vin <color=yellow> em n thm cu Nam Nhc Trn S C B Quyt Ghp Nga <color> . 	0	1	0	100	0
Ba Hong Kim	3	170	\spr\epdo\buares.spr	352	1	1	S dng thay i ngoi hnh ca v kh cc p<enter><color=green>Ch  : Khi nng cp  ca V Kh s mt hnh nh trang b	0	1	0	0	0
Hong Kim Thch	3	171	\spr\epdo\hoangkim.spr	352	1	1	Vt phm rt quan trng dng  nng cp<enter><color=yellow>An Bang - V Kh HKMP - Nga - Phi Phong - n trang sc v..v	0	1	0	0	0
Ba may mn V Kh	3	172	\spr\epdo\buavukhi.spr	352	1	1	Vt phm rt quan trng dng  nng cp<enter><color=yellow>Gip gia tng t l thnh cng - Khng b mt Item khi tht bi<enter>Ch dng cho V Kh.	0	1	0	0	0
Ba may mn Trang B	3	173	\spr\epdo\buatrangbi.spr	352	1	1	Vt phm rt quan trng dng  nng cp<enter><color=yellow>Gip gia tng t l thnh cng - Khng b mt Item khi tht bi<enter>Ch dng cho Trang B.	0	1	0	0	0
Ba may mn n trang sc	3	174	\spr\epdo\buaan.spr	352	1	1	Vt phm rt quan trng dng  nng cp<enter><color=yellow>Gip gia tng t l thnh cng - Khng b mt Item khi tht bi<enter>Ch dng cho n ngoi trang.	0	1	0	0	0
Ba may mn Phi Phong	3	175	\spr\epdo\buaphiphong.spr	352	1	1	Vt phm rt quan trng dng  nng cp<enter><color=yellow>Gip gia tng t l thnh cng - Khng b mt Item khi tht bi<enter>Ch dng cho Phi Phong.	0	1	0	0	0
Ba may mn Th Ci	3	176	\spr\epdo\buathucuoi.spr	352	1	1	Vt phm rt quan trng dng  nng cp<enter><color=yellow>Gip gia tng t l thnh cng - Khng b mt Item khi tht bi<enter>Ch dng cho Th Ci.	0	1	0	0	0