Name	Genre	Detail	Image	ObjId	Width	Height	Intro	Price	CanSale	CanRemove	Stack	ShortKey
Ti dc phm	5	0	\spr\item\script\pingzi\200805\chuntiandalibao.spr	387	1	1	Nhn thuc h tr tn th.	0	0	0	0	1
Thin Hong L Bao	5	1	\spr\item\twzhuanyun\zhuanyunbao_big.spr	448	1	1	Bn trong cha ngu nhin 1 mn trang b Thin Hong.	0	1	0	0	0
Hip Ct L Bao	5	2	\spr\item\twzhuanyun\zhuanyunbao_big.spr	448	1	1	Bn trong cha ngu nhin 1 mn trang b Hip Ct.	0	1	0	0	0
Qu Huy Hong (thp)	5	3	\spr\item\questkey\huihuangzhiguo.spr	380	1	1	n vo s tng gp i cng lc	1000	1	0	50	0
Qu Huy Hong (trung)	5	4	\spr\item\questkey\huihuangzhiguo.spr	380	1	1	n vo s tng gp i cng lc	1000	1	0	50	0
Qu Huy Hong (cao)	5	5	\spr\item\questkey\huihuangzhiguo.spr	380	1	1	n vo s tng gp i cng lc	1000	1	0	50	0
Qu Hong Kim	5	6	\spr\item\questkey\huangjinzhiguo.spr	380	1	1	n vo s tng gp i cng lc	1000	1	0	50	0
M bi - Xch th(vnh vin)	5	7	\spr\item\songjin\token.spr	385	1	1	Bm chut phi  nhn c 1 <enter><color=green>Xch Th	1000	1	0	0	0
M bi - ch L(vnh vin)	5	8	\spr\item\songjin\token.spr	385	1	1	Bm chut phi  nhn c 1 <enter><color=green>ch L	1000	1	0	0	0
M bi - Tuyt nh(vnh vin)	5	9	\spr\item\songjin\token.spr	385	1	1	Bm chut phi  nhn c 1 <enter><color=green>Tuyt nh	1000	1	0	0	0
M bi -  Vn p Tuyt(vnh vin)	5	10	\spr\item\songjin\token.spr	385	1	1	Bm chut phi  nhn c 1 <enter><color=green> Vn p Tuyt	1000	1	0	0	0
M bi - Chiu D Ngc S T(vnh vin)	5	11	\spr\item\songjin\token.spr	385	1	1	Bm chut phi  nhn c 1 <enter><color=green>Chiu D Ngc S T	1000	1	0	0	0
M bi - Phi Vn	5	12	\spr\item\songjin\token.spr	385	1	1	Bm chut phi  nhn c 1 <enter><color=green>Phi Vn	1000	1	0	0	0
M bi - Bn Tiu	5	13	\spr\item\songjin\token.spr	385	1	1	Bm chut phi  nhn c 1 <enter><color=green>Bn Tiu	1000	1	0	0	0
M bi - Phin V	5	14	\spr\item\songjin\token.spr	385	1	1	Bm chut phi  nhn c 1 <enter><color=green>Phin V	1000	1	0	0	0
M Bi - Siu Quang	5	15	\spr\item\songjin\token.spr	385	1	1	Bm chut phi  nhn c 1 <enter><color=green>Siu Quang	1000	1	0	0	0
An Bang Ngc bi bo rng	5	16	\spr\item\script\item_qianbaoxiang.spr	41	1	1	Bn trong c 1 ci<enter>An Bang in Hong Thch Ngc bi.	0	1	0	0	0
An Bang Thng gii bo rng	5	17	\spr\item\script\item_qianbaoxiang.spr	41	1	1	Bn trong c 1 ci<enter>An Bang Cc Hoa Thch ch hon.	0	1	0	0	0
An Bang H gii bo rng	5	18	\spr\item\script\item_qianbaoxiang.spr	41	1	1	Bn trong c 1 ci<enter>An Bang K Huyt Thch gii ch.	0	1	0	0	0
An Bang Hng lin bo rng	5	19	\spr\item\script\item_qianbaoxiang.spr	41	1	1	Bn trong c 1 ci<enter>An Bang Bng Tinh Thch hng lin.	0	1	0	0	0
nh Quc  Sa bo rng	5	20	\spr\item\oldbox\oldbox.spr	41	1	1	Bn trong c 1 ci<enter>nh Quc  Sa Pht qun.	0	1	0	0	0
nh Quc Thanh Sa bo rng	5	21	\spr\item\oldbox\oldbox.spr	41	1	1	Bn trong c 1 ci<enter>nh Quc Thanh Sa trng sam.	0	1	0	0	0
nh Quc Xch Quyn bo rng	5	22	\spr\item\oldbox\oldbox.spr	41	1	1	Bn trong c 1 ci<enter>nh Quc Xch Quyn Nhuyn ngoa.	0	1	0	0	0
nh Quc T ng bo rng	5	23	\spr\item\oldbox\oldbox.spr	41	1	1	Bn trong c 1 ci<enter>nh Quc T ng h uyn.	0	1	0	0	0
nh Quc Ngn Tm bo rng	5	24	\spr\item\oldbox\oldbox.spr	41	1	1	Bn trong c 1 ci<enter>nh Quc Ngn Tm yu i.	0	1	0	0	0
Nhu Tnh L Bao	5	25	\spr\item\twzhuanyun\zhuanyunbao_big.spr	448	1	1	1 b trang b Nhu Tnh y .	0	1	0	0	0
Hp l vt vt i	5	26	\spr\item\obj_item_giftb.spr	344	1	1	Phn thng hon thnh vt i. M ra s nhn mt bo vt ngu nhin	0	1	0	50	0
Tng Kim Bo vt	5	27	\spr\item\script\songjinmibao.spr	41	1	1	Phn thng tnh nng Tng Kim, bn trong cha ng nhng vt phm qu him.	0	1	0	50	0
Bo Rng Thy Tc	5	28	\spr\item\script\shuizeibaoxiang.spr	41	1	1	Thy Tc i u Lnh ri ra.	0	1	0	50	0
Th t cc	5	29	\spr\item\questkey\card_xnk.spr	38	1	1	Dng  on s tr chi 'Con s may mn'. Xem kt qu ti L quan.	100	1	0	0	0
Giy Mu Vng	5	30	\spr\vng\item\JXF_GIAY VANG.spr	38	1	1	i Lng n Sao Vng  i S Lo Lo	0	1	0	50	0
Giy Mu 	5	31	\spr\vng\item\JXF_GIAY DO.spr	38	1	1	i Lng n C Chp  i S Lo Lo	0	1	0	50	0
Thanh Tre	5	32	\spr\vng\item\JXF_THANH TRE.spr	387	1	1	i vt phm Lng n Sao Vng hoc Lng n Bm Xanh  i S Lo Lo	0	1	0	50	0
Lng n Sao Vng	5	33	\spr\vng\item\JXF_DEN NGOI SAO.spr	387	1	1	Nhn phi vo  nhn c phn thng hp dn	0	1	0	50	0
Lng n C Chp	5	34	\spr\vng\item\JXF_DEN CA CHEP.spr	387	1	1	Nhn phi vo  nhn c phn thng hp dn	0	1	0	50	0
Hoa cc vng	5	35	\spr\item\qingming\mum_y.spr	41	1	1	Nguyn liu ghp vng hoa s kin Sc Mu Hnh Phc	0	1	0	50	0
Hoa cc trng	5	36	\spr\item\qingming\mum_w.spr	41	1	1	Nguyn liu ghp vng hoa s kin Sc Mu Hnh Phc	0	1	0	50	0
Hoa cc tm	5	37	\spr\item\qingming\mum_p.spr	41	1	1	Nguyn liu ghp vng hoa s kin Sc Mu Hnh Phc	0	1	0	50	0
Hoa hng	5	38	\spr\item\script\hongse_meiguihua.spr	330	1	1	Nguyn liu quan trng  ghp Vng Hoa T Do 	0	1	0	50	0
Vng Hoa Quc Khnh	5	39	\spr\item\yulanpenjie\jinlianhuahuan.spr	41	2	1	Vng Hoa k nim ngy Quc Khnh.	0	1	0	50	0
Vng Hoa c Lp	5	40	\spr\item\yulanpenjie\huolianhuahuan.spr	41	2	1	Vng Hoa k nim ngy Quc Khnh.	0	1	0	50	0
Vng Hoa T Do	5	41	\spr\item\yulanpenjie\shuilianhuahuan.spr	41	2	1	Vng Hoa k nim ngy Quc Khnh.	0	1	0	50	0
Xoi	5	42	\spr\item\yn_chunjie\yn_mangguo.spr	41	1	1	Mt loi tri cy bn ma	0	1	0	50	0
Tri Mng Cu	5	43	\spr\item\script\manggou.spr	41	1	1	Mt loi tri cy bn ma	0	1	0	50	0
Tri Cam	5	44	\spr\item\script\juzi.spr	41	1	1	Mt loi tri cy bn ma	0	1	0	50	0
Tri L	5	45	\spr\item\script\lizi.spr	41	1	1	Mt loi tri cy bn ma	0	1	0	50	0
Tri Bi	5	46	\spr\item\script\youzi.spr	41	1	1	Mt loi tri cy bn ma	0	1	0	50	0
Ni Chui	5	47	\spr\item\script\xiangjiao.spr	41	1	1	Mt loi tri cy bn ma	0	1	0	50	0
Tri Hng	5	48	\spr\item\script\shizi.spr	41	1	1	Mt loi tri cy bn ma	0	1	0	50	0
Da	5	49	\spr\item\script\spring2010\yezi.spr	41	1	1	Mt loi tri cy bn ma	0	1	0	50	0
u 	5	50	\spr\item\yn_chunjie\yn_mugua.spr	41	1	1	Mt loi tri cy bn ma	0	1	0	50	0
Tri Sung	5	51	\spr\item\script\fuyouguo.spr	41	1	1	Mt loi tri cy bn ma	0	1	0	50	0
Mm Bc	5	52	\spr\item\script\baiyinpan.spr	41	1	1	Mm bc dng  xp tri cy bn trn	0	1	0	50	0
Mm Vng	5	53	\spr\item\script\huangjinpan.spr	41	1	1	Mm vng dng  xp tri cy bn trn	0	1	0	50	0
Mm Bc Ng Qu	5	54	\spr\item\script\wuguobaiyinpan.spr	41	1	1	Sau khi s dng s nhn c phn thng	0	1	0	50	0
Mm Vng Ng Qu	5	55	\spr\item\script\wuguohuangjinpan.spr	41	1	1	Sau khi s dng s nhn c phn thng	0	1	0	50	0
Ti tri cy	5	56	\spr\item\newyear2008\yingchundai.spr	470	1	1	Bn trong c cha rt nhiu tri cy bn ma	0	1	0	100	0
Tng Mc Bo Rng	5	57	\spr\item\vietnam\christmas2009\songmubaoxiang.spr	41	1	1	Cha ngu nhin cc vt phm trang tr Cy ging sinh	0	1	0	100	0
Qu to 	5	58	\spr\item\vietnam\christmas2009\hongpingguo.spr	41	1	1	Vt phm thng c dng  trang tr Cy ging sinh	0	1	0	50	0
Ko chic gy	5	59	\spr\item\vietnam\christmas2009\shengdantangguo.spr	41	1	1	Vt phm thng c dng  trang tr Cy ging sinh	0	1	0	50	0
Ngi sao c vng	5	60	\spr\item\vietnam\christmas2009\xinyuanxingxing.spr	41	1	1	Vt phm thng c dng  trang tr Cy ging sinh	0	1	0	50	0
Hp Qu m p	5	61	\spr\item\vietnam\christmas2009\wennuanlihe.spr	41	1	1	Qu ging sinh c bit ng Gi Noel dnh tng cho mi ngi	0	1	0	50	0
Hp Qu An Lnh	5	62	\spr\item\vietnam\christmas2009\pinganlihe.spr	41	1	1	Qu ging sinh c bit ng Gi Noel dnh tng cho mi ngi	0	1	0	50	0
Hp Qu Hnh Phc	5	63	\spr\item\vietnam\christmas2009\xingfulihe.spr	41	1	1	Mn qu c bit c dng  tng nhau nhn dp ging sinh	0	1	0	50	0
Hp Qu Ging Sinh	5	64	\spr\item\vietnam\christmas2009\shengdanlihe.spr	41	1	1	C th cha tht nhiu qu ging sinh	0	1	0	50	0
Rng Thin Bo Kh	5	65	\spr\item\script\xinshibaoxiang.spr	41	1	1	Phn thng sau khi hon thnh nhim v Thin Bo Kh.	0	1	0	100	0
Ti Ct Tng	5	66	\spr\item\script\spring2010\jixiangbao.spr	41	1	1	Cung chc tn xun, bn trong cha nguyn liu lm mt NPC Thn Ti bit cch lm.	0	1	0	100	0
Ti ng	5	67	\spr\item\script\spring2010\tangbao.spr	41	1	1	Nguyn liu ch bin mt tt.	0	1	0	50	0
Gng	5	68	\spr\item\script\spring2010\jiang.spr	41	1	1	Nguyn liu ch bin mt tt.	0	1	0	50	0
Bݠ	5	69	\spr\item\script\spring2010\donggua.spr	41	1	1	Nguyn liu ch bin mt tt.	0	1	0	50	0
Da	5	70	\spr\item\script\spring2010\yezi.spr	41	1	1	Nguyn liu quan trng ch bin Mt Da.	0	1	0	50	0
Ti Da	5	71	\spr\item\script\spring2010\cailubao.spr	41	1	1	Bn trong cha 50 tri Da  lm mt tt.	0	1	0	0	0
Mt Gng	5	72	\spr\item\script\spring2010\jiangguojiang.spr	41	1	1	Loi mt khng th thiu trong ngy tt.	0	1	0	50	0
Mt Bݠ	5	73	\spr\item\script\spring2010\dongguajiang.spr	41	1	1	Loi mt khng th thiu trong ngy tt.	0	1	0	50	0
Mt Da	5	74	\spr\item\script\spring2010\yezijiang.spr	41	1	1	Loi mt khng th thiu trong ngy tt.	0	1	0	50	0
Bo rng vng	5	75	\spr\item\script\baoxiang_jin.spr	367	1	1	Nhn chut phi s dng, nhn c phn thng phong ph.	0	1	0	200	0
Bo rng bc	5	76	\spr\item\script\baoxiang_yin.spr	367	1	1	Nhn chut phi s dng, nhn c phn thng phong ph.	0	1	0	200	0
Ti th ci	5	77	\spr\item\event\jiefang_jieri\200904\yongpindai.spr	41	1	1	M ra nhn c 1 th ci c bit (hn s dng 30 ngy).	0	1	0	0	0
Bo rng bch kim	5	78	\spr\item\script\cangbaotujinhe.spr	367	1	1	Nhn chut phi s dng, nhn c phn thng phong ph.	0	1	0	200	0
Hng nh L Bao	5	79	\spr\item\twzhuanyun\zhuanyunbao_big.spr	448	1	1	Bn trong cha ngu nhin 1 mn trang b Hng nh.	0	1	0	0	0
Ht hoa hng	5	80	\spr\item\questkey\seed_rose.spr	380	1	1	Trng 1 Cy Hoa hng	0	1	0	0	0
Hoa cc vng	5	81	\spr\item\qingming\mum_y.spr	41	1	1	Nguyn liu ghp vng hoa s kin Hoa Hng May Mn	0	1	0	50	0
Hoa cc tm	5	82	\spr\item\qingming\mum_p.spr	41	1	1	Nguyn liu ghp vng hoa s kin Hoa Hng May Mn	0	1	0	50	0
Hoa cc trng	5	83	\spr\item\qingming\mum_w.spr	41	1	1	Nguyn liu ghp vng hoa s kin Sc Mu Hnh Phc	0	1	0	50	0
Hoa hng	5	84	\spr\item\script\hongse_meiguihua.spr	330	1	1	Nguyn liu ghp vng hoa s kin Hoa Hng May Mn 	0	1	0	50	0
Ti hoa hng	5	85	\spr\item\script\spring2010\cailubao.spr	41	1	1	Bn trong cha 50 hoa hng.	0	1	0	0	0
Vng Hoa Vng	5	86	\spr\item\yulanpenjie\jinlianhuahuan.spr	41	2	1	Vng Hoa s kin Hoa Hng May Mn.	0	1	0	50	0
Vng Hoa Hng	5	87	\spr\item\yulanpenjie\huolianhuahuan.spr	41	2	1	Vng Hoa s kin Hoa Hng May Mn.	0	1	0	50	0
Vng Hoa Xanh	5	88	\spr\item\yulanpenjie\shuilianhuahuan.spr	41	2	1	Vng Hoa s kin Hoa Hng May Mn.	0	1	0	50	0
Ti Qu Hoa Cc	5	89	\spr\item\script\spring2010\jixiangbao.spr	41	1	1	Bn trong cha nguyn liu s kin Hoa Hng May Mn.	0	1	0	100	0
Pho hoa ngy Tt	5	90	\spr\item\script\spring2007\xinnian_lihua.spr	41	1	1	t pho hoa trong 5 pht.<enter>Trong thi gian ny, cc nhm tp trung xung quanh s lin tc nhn c im kinh nghim.<enter>C th nhn c ti a 200 triu im.<enter><color=blue>S dng n: 10/02/2016<color>	0	1	0	100	0
Thip chc Tt 1	5	91	\spr\item\christmas2006\xmascard2.spr	38	1	1	Nhn chut phi  m 	1	1	0	20	0
Thip chc Tt 2	5	92	\spr\item\christmas2006\xmascard3.spr	38	1	1	Nhn chut phi  m 	1	1	0	20	0
Thip chc Tt 3	5	93	\spr\item\christmas2006\xmascard4.spr	38	1	1	Nhn chut phi  m 	1	1	0	20	0
Thip chc Tt 4	5	94	\spr\item\christmas2006\xmascard5.spr	38	1	1	Nhn chut phi  m 	1	1	0	20	0
Bao l x tt	5	95	\spr\item\script\spring2007\chunjie_hongbao.spr	342	1	1	Trong cha ngu nhin 1 vin pho.<enter><color=blue>Xp chng ti a: 100 ci<color>	1	1	0	100	0
Pho tiu	5	96	\spr\item\script\spring2007\bianpao_small.spr	462	1	1	Gp vui ngy Tt.<enter>Thu thp tht nhiu v mang n Th Lm Pho ti Minh Nguyt trn  lm pho cp cao hn.<enter><color=blue>Xp chng ti a: 100 ci<color>	1	1	0	100	0
Pho trung	5	97	\spr\item\script\spring2007\bianpao_middle.spr	462	1	2	Gp vui ngy Tt.<enter>Thu thp tht nhiu v mang n Th Lm Pho ti Minh Nguyt trn  lm pho cp cao hn.<enter><color=blue>Xp chng ti a: 100 ci<color>	1	1	0	100	0
Pho i	5	98	\spr\item\script\spring2007\bianpao_big.spr	462	1	2	Gp vui ngy Tt.<enter>Thu thp tht nhiu v mang n Th Lm Pho ti Minh Nguyt trn  lm pho cp cao hn.<enter><color=blue>Xp chng ti a: 100 ci<color>	1	1	0	100	0
Phong pho tiu	5	99	\spr\item\script\spring2007\bianpaochuan_small.spr	463	1	1	Gp vui ngy Tt.<enter>S dng s nhn c 1.000.000 im kinh nghim v ngu nhin nhn c vt phm.<enter><color=blue>Xp chng ti a: 100 ci<color><enter><color=yellow>S dng ti a: 300 ci<color>	1	1	0	100	0
Phong pho trung	5	100	\spr\item\script\spring2007\bianpaochuan_middle.spr	463	1	2	Gp vui ngy Tt.<enter>S dng s nhn c 3.000.000 im kinh nghim v ngu nhin nhn c vt phm.<enter><color=blue>Xp chng ti a: 100 ci<color><enter><color=yellow>S dng ti a: 400 ci<color>	1	1	0	100	0
Phong pho i	5	101	\spr\item\script\spring2007\bianpaochuan_big.spr	463	1	2	Gp vui ngy Tt.<enter>S dng s nhn c 6.000.000 im kinh nghim v ngu nhin nhn c vt phm.<enter><color=blue>Xp chng ti a: 100 ci<color><enter><color=yellow>S dng ti a: 600 ci<color>	1	1	0	100	0
Dy ct phong pho i	5	102	\spr\item\vietnam\midautumn06\tiesi.spr	462	1	1	Gp vui ngy Tt.<enter>c bn ti Npc Th Lm Pho,dng  ct phong pho i.<enter><color=blue>Xp chng ti a: 100 ci<color>	1	1	0	100	0
Ti mng xun	5	103	\spr\item\newyear2008\yingchundai.spr	470	1	1	n cha nguyn liu lm bnh chng thm ngon.<enter><color=blue>Xp chng ti a: 100 ci<color>	1	1	0	100	0
L bnh	5	104	\spr\item\newyear2008\zongyue.spr	41	1	1	Mt trong nhng nguyn liu lm bnh chng thm ngon.<enter><color=blue>Xp chng ti a: 100 ci<color>	1	1	0	100	0
Go np	5	105	\spr\item\newyear2008\nuomi.spr	41	1	1	Mt trong nhng nguyn liu lm bnh chng thm ngon.<enter><color=blue>Xp chng ti a: 100 ci<color>	1	1	0	100	0
u xanh	5	106	\spr\item\newyear2008\lvdou.spr	41	1	1	Mt trong nhng nguyn liu lm bnh chng thm ngon.<enter><color=blue>Xp chng ti a: 100 ci<color>	1	1	0	100	0
Tht heo 	5	107	\spr\item\newyear2008\zhurou.spr	41	1	1	Mt trong nhng nguyn liu lm bnh chng thm ngon.<enter><color=blue>Xp chng ti a: 100 ci<color>	1	1	0	100	0
Phc	5	108	\spr\item\newyear2008\fu.spr	41	2	1	Mt trong nhng nguyn liu trang tr cy ng qa, treo  b Phc - Lc - Th s nhn c phn thng hp dn.	1	1	0	0	0
Lc	5	109	\spr\item\newyear2008\lu.spr	41	2	1	Mt trong nhng nguyn liu trang tr cy ng qa, treo  b Phc - Lc - Th s nhn c phn thng hp dn.	1	1	0	0	0
Th	5	110	\spr\item\newyear2008\shou.spr	41	2	1	Mt trong nhng nguyn liu trang tr cy ng qa, treo  b Phc - Lc - Th s nhn c phn thng hp dn.	1	1	0	0	0
Bnh chng thng	5	111	\spr\item\newyear2008\putongzongbing.spr	41	1	1	Gp vui ngy Tt.<enter>S dng s nhn c 1.000.000 im kinh nghim v ngu nhin nhn c vt phm.<enter><color=blue>Xp chng ti a: 100 ci<color><enter><color=yellow>S dng ti a: 300 ci<color>	1	1	0	100	0
Bnh chng thng hng	5	112	\spr\item\newyear2008\shangdengzongbing.spr	41	1	1	Gp vui ngy Tt.<enter>S dng s nhn c 3.000.000 im kinh nghim v ngu nhin nhn c vt phm.<enter><color=blue>Xp chng ti a: 100 ci<color><enter><color=yellow>S dng ti a: 400 ci<color>	1	1	0	100	0
Bnh chng ho hng	5	113	\spr\item\newyear2008\zhongdengzongbing.spr	41	1	1	Gp vui ngy Tt.<enter>S dng s nhn c 6.000.000 im kinh nghim v ngu nhin nhn c vt phm.<enter><color=blue>Xp chng ti a: 100 ci<color><enter><color=yellow>S dng ti a: 600 ci<color>	1	1	0	100	0
Bch Nin Huy Hong qu	5	114	\spr\item\script\huihuangzhiguo_avd1.spr	380	1	1	Bch nin huy hong qu, s dng s gia tng cng lc	99	1	0	0	0
Thin Nin Huy Hong qu	5	115	\spr\item\script\huihuangzhiguo_avd2.spr	380	1	1	Thin nin huy hong qu, s dng s gia tng nhiu ln cng lc	99	1	0	0	0
Vn Nin Huy Hong qu	5	116	\spr\item\script\huihuangzhiguo_avd3.spr	380	1	1	Vn nin huy hong qu, s dng s gia tng nhiu ln cng lc	99	1	0	0	0
Ht Bt Nh 	5	117	\spr\item\questkey\seed_rose.spr	380	1	1	Trng 1 Cy Bt Nh.	0	1	0	0	0
Thng Nc	5	118	\spr\item\script\jiefang_jieri\201004\shuitong.spr	41	1	1	Gip cy tng trng nhanh	0	1	0	0	0
 Kim Cng	5	119	\spr\vng\item\Item_JXF_KIMCUONGTHO.spr	333	1	1	i Chu Tc Bch Ngc  i S Lo Lo	0	1	0	100	0
Ti  Kim Cng	5	120	\spr\item\script\jiefang_jieri\201004\daojudai.spr	41	1	1	Bn trong cha 50  Kim Cng	0	1	0	0	0
Hong Kim Xa Chؠ	5	121	\spr\vng\item\JXF_THANH TRE.spr	333	1	1	i ra cc loi ngc qu  i S Lo Lo	0	1	0	250	0
 Thch Anh	5	122	\spr\vng\item\JXF_ITEM_THACHANHTHO24x24.spr	333	1	1	i Kim Ln Thch Anh  i S Lo Lo	0	1	0	250	0
 Hng Ngc	5	123	\spr\vng\item\JXF_ITEM_HONGOCTHO24x24.spr	333	1	1	i Hoa H Hng Ngc  i S Lo Lo	0	1	0	250	0
Kim Ln Thch Anh	5	124	\spr\vng\item\Item_JXF_THACHANHHOANMY.spr	333	1	1	S dng nhn c rt nhiu im kinh nghim.	0	1	0	100	0
Ha H Hng Ngc	5	125	\spr\vng\item\Item_JXF_HONGNGOCHOANMY.spr	333	1	1	S dng nhn c rt nhiu im kinh nghim v c c hi nhn c 1 vt phm	0	1	0	100	0
Chu Tc Bch Ngc	5	126	\spr\vng\item\Item_JXF_KIMCUONGHOANMY.spr	333	1	1	S dng nhn c rt nhiu im kinh nghim v c c hi nhn c 1 vt phm him	0	1	0	100	0
Chic o lnh b rch	5	127	\spr\item\script\polandejunyi.spr	41	1	1	o Lnh B Rch ca nhng ngi lnh	99	1	0	100	0
Mnh Vi	5	128	\spr\item\script\buliaopian.spr	41	1	1	Dng  may o cho nhng ngi lnh phng xa	99	1	0	100	0
Khuy o	5	129	\spr\item\script\kouyan.spr	41	1	1	Dng  may o cho nhng ngi lnh phng xa	99	1	0	100	0
Mnh Vi Mu Xanh L	5	130	\spr\item\script\lvsedebuliaopian.spr	41	1	1	Dng  may o cho nhng ngi lnh phng xa	99	1	0	100	0
Chic o lnh  sa	5	131	\spr\item\script\xiuhaodejunyi.spr	41	1	1	Gi v phng xa cho nhng ngi lnh	99	1	0	50	0
Chic o lnh mi	5	132	\spr\item\script\xindejunyi.spr	41	1	1	Gi v phng xa cho nhng ngi lnh	99	1	0	50	0
Chic o lnh hon chnh	5	133	\spr\item\script\xindejunyi.spr	41	1	1	Gi v phng xa cho nhng ngi lnh	99	1	0	50	0
Cun Ch Ln	5	134	\spr\item\script\dilunfengrenxian.spr	41	1	1	Nguyn liu cn thit dng  may o	99	1	0	100	0
Ti Nguyn Liu	5	135	\spr\item\christmas2009\shengdanlibao.spr	41	1	1	Ti cha ng nhiu nguyn liu cn thit	99	1	0	250	0
Ha Th Bch	5	136	\spr\item\script\jxol_longwenyupei.spr	41	1	1	Nhn chut phi  s dng c th tng thm s ln s dng Chic o Lnh Mi	99	1	0	0	0
Bt Mנ	5	137	\spr\vng\item\eventthang062012\bot.spr	41	1	1	Nguyn liu dng  lm bnh sinh nht V Lm Thin Tuyt ti NPC Bnh Sinh Nht VLTT	0	1	0	200	0
B	5	138	\spr\vng\item\eventthang062012\bo.spr	41	1	1	Nguyn liu dng  lm bnh sinh nht V Lm Thin Tuyt ti NPC Bnh Sinh Nht VLTT	0	1	0	200	0
Sa	5	139	\spr\vng\item\eventthang062012\sua.spr	41	1	1	Nguyn liu dng  lm bnh sinh nht V Lm Thin Tuyt ti NPC Bnh Sinh Nht VLTT	0	1	0	200	0
ng	5	140	spr\vng\item\eventthang062012\duong.spr	41	1	1	Nguyn liu dng  lm bnh sinh nht V Lm Thin Tuyt ti NPC Bnh Sinh Nht VLTT	0	1	0	200	0
Chocolate	5	141	\spr\vng\item\eventthang062012\chocolate.spr	41	1	1	Nguyn liu dng  lm bnh sinh nht V Lm Thin Tuyt ti NPC Bnh Sinh Nht VLTT	0	1	0	200	0
Tri Cy	5	142	\spr\vng\item\eventthang062012\traicay.spr	41	1	1	Nguyn liu dng  lm bnh sinh nht V Lm Thin Tuyt ti NPC Bnh Sinh Nht VLTT	0	1	0	200	0
Gi Tri Cy	5	143	\spr\item\script\shuiguolan.spr	41	1	1	Bn trong c 50 Tri Cy.	0	1	0	0	0
Bnh Kem Thng	5	144	spr\vng\item\eventthang062012\banhkem.spr	41	1	1	Bnh kem chc mng sinh nht V Lm Thin Tuyt.	0	1	0	100	0
Bnh Kem Chocolate	5	145	\spr\vng\item\eventthang062012\banhkemchocolate.spr	41	1	1	Bnh kem chc mng sinh nht V Lm Thin Tuyt.	0	1	0	100	0
Bnh Kem Tri Cy	5	146	\spr\vng\item\eventthang062012\banhkemtraicay.spr	41	1	1	Bnh kem chc mng sinh nht V Lm Thin Tuyt.	0	1	0	100	0
Bnh Sinh Nht V Lm Thin Tuyt	5	147	\spr\vng\item\eventthang062012\banhsnvltk.spr	41	1	1	Bnh kem c bit chc mng sinh nht 2 tui V Lm Thin Tuyt.	0	1	0	0	0
Giy Mu Trng	5	148	\spr\vng\item\giay-mau-trang.spr	41	1	1	Nguyn liu  lm lng n Trung Thu, i S Lo Lo bit cch lm.	0	1	0	100	0
Ti Qu Trung Thu	5	149	\spr\item\newyear2008\yingchundai.spr	41	1	1	Bn trong cha Giy hoc Ha Th Bch.	0	1	0	200	0
Giy Mu Vng	5	150	\spr\vng\item\giay-mau-vang.spr	41	1	1	Nguyn liu  lm lng n trung thu, i S Lo Lo bit cch lm.	0	1	0	200	0
Thanh Tre	5	151	\spr\vng\item\thanh-tre.spr	41	1	1	Nguyn liu  lm lng n Trung Thu, i S Lo Lo bit cch lm.	0	1	0	200	0
Lng n G Con	5	152	\spr\vng\item\long-den-ga-con.spr	41	1	1	Lng n g con dng  trang tr Trung Thu.	0	1	0	200	0
Lng n Th Con	5	153	\spr\vng\item\long-den-tho-con.spr	41	1	1	Lng n th con dng  trang tr Trung Thu.	0	1	0	200	0
Lng n Nga Con	5	154	\spr\vng\item\long-den-ngua-con.spr	41	1	1	Lng n nga con dng  trang tr Trung Thu.	0	1	0	200	0
Hp Lng n	5	155	\spr\item\script\biyishuangfei.spr	41	1	1	Bn trong cha ngu nhin 1 ci lng n trung thu (tc dng trong 30 pht).	0	1	0	20	0
Giy Mu Vng	5	156	\spr\vng\item\giay-mau-vang.spr	41	1	1	Nguyn liu  lm lng n trung thu, i S Lo Lo bit cch lm.	0	1	0	200	0
Ha Th Bch	5	157	\spr\item\script\jxol_longwenyupei.spr	41	1	1	Nguyn liu  lm lng n Trung Thu, i S Lo Lo bit cch lm.	0	1	0	100	0
Hoa Hng Trng	5	158	\spr\item\script\whiterose.spr	41	1	1	Mang n cho Th Ghp Hoa  hp thnh B Hoa Hng.	0	1	0	100	0
Hoa Hng Xanh	5	159	\spr\item\script\greenrose.spr	41	1	1	Mang n cho Th Ghp Hoa  hp thnh B Hoa Hng.	0	1	0	100	0
Hoa Hng Vng	5	160	\spr\item\script\yellowrose.spr	41	1	1	Mang n cho Th Ghp Hoa  hp thnh B Hoa Hng.	0	1	0	100	0
Hoa Hng 	5	161	\spr\item\script\vanlentine2007\pure_rose.spr	41	1	1	Mang n cho Th Ghp Hoa  hp thnh B Hoa Hng.	0	1	0	100	0
B Hng Tam Sc	5	162	\spr\item\script\sansemeiguihua.spr	41	1	1	Hoa Hng mng ngy 8/3.	0	1	0	100	0
B Hng T Sc	5	163	\spr\item\script\sisemeiguihua.spr	41	1	1	Hoa Hng mng ngy 8/3.	0	1	0	100	0
Gi ng Hoa	5	164	\spr\item\script\basket.spr	41	1	1	Chic gi bng tre rt chc chn.	0	1	0	100	0
C xanh	5	165	\spr\item\mayday07\diancangpuer.spr	41	1	1	C Xanh ma xun.	0	1	0	100	0
Ti Hng Hoa Hng	5	166	\spr\item\script\roseribbon.spr	41	1	1	Ti cha ng nhng bng hng tuyt p.	0	1	0	100	0
N Ct B Hoa	5	167	\spr\item\christmas2006\redscarf.spr	41	1	1	N trang tr cho nhng gi hoa ti ti p.	0	1	0	100	0
Gi Hoa Hng Vnh Cu	5	168	\spr\item\script\rosebasket.spr	41	1	1	B Hng n r p tuyt sc.	0	1	0	100	0
Ti May Mn	5	169	\spr\item\script\luckyribbon.spr	41	1	1	May mn ca ma xun ang n gn.	0	1	0	100	0
Qun k la tri	5	170	\spr\item\longmenbiaoju\.spr	380	1	1	Mang vo khu vc bang,tp hp anh em bang hi cng hng kinh nghim.	0	1	0	0	0
Hp Huy Hiu	5	171	\spr\vng\item\130327_event_thang_4\hophuyhieu.spr	387	1	1	Bn trong cha nhiu loi huy hiu.	0	1	0	100	0
Huy Hiu 1 Sao	5	172	\spr\vng\item\130327_event_thang_4\huyhieu1sao.spr	387	1	1	Vt phm s kin 30/4,1/5 V Lm Thin Tuyt.	0	1	0	100	0
Huy Hiu 2 Sao	5	173	\spr\vng\item\130327_event_thang_4\huyhieu2sao.spr	387	1	1	Vt phm s kin 30/4,1/5 V Lm Thin Tuyt.	0	1	0	100	0
Huy Hiu 3 Sao	5	174	\spr\vng\item\130327_event_thang_4\huyhieu3sao.spr	387	1	1	Vt phm s kin 30/4,1/5 V Lm Thin Tuyt.	0	1	0	100	0
Huy Hiu 4 Sao	5	175	\spr\vng\item\130327_event_thang_4\huyhieu4sao.spr	387	1	1	Vt phm s kin 30/4,1/5 V Lm Thin Tuyt.	0	1	0	100	0
Huy Hiu Chin Cng	5	176	\spr\vng\item\130327_event_thang_4\huyhieuchiencong.spr	387	1	1	Vt phm s kin 30/4,1/5 V Lm Thin Tuyt.	0	1	0	100	0
Hnh Qun Lnh	5	177	\spr\vng\item\130327_event_thang_4\hanhquanlenh.spr	387	1	1	Vt phm s kin 30/4,1/5 V Lm Thin Tuyt.	0	1	0	100	0
Huy Hiu Sao Vng	5	178	\spr\vng\item\130327_event_thang_4\saovang.spr	387	1	1	S dng nhn c 2.500.000 im kinh nghim.	0	1	0	100	0
Huy Hiu Sao 	5	179	\spr\vng\item\130327_event_thang_4\saodo.spr	387	1	1	S dng nhn c 5.000.000 im kinh nghim v ngu nhin vt phm.	0	1	0	100	0
Huy Hiu i Soi	5	180	\spr\vng\item\130327_event_thang_4\huyhieudaisoai.spr	387	1	1	S dng nhn c 7.000.000 im kinh nghim v ngu nhin vt phm	0	1	0	100	0
C hng	5	181	\spr\item\event\fisher\cahong.spr	387	1	1	Mang v i cho ng dn <color=green> 204/200 Ba Lng Huyn <color=yellow> nhn c 3.000.000 im kinh nghim	0	1	0	100	0
C mp	5	182	\spr\item\event\fisher\camap.spr	387	1	1	Mang v i cho ng dn <color=green> 204/200 Ba Lng Huyn <color=yellow> nhn c 5.000.000 im kinh nghim v ngu nhin phn thng	0	1	0	100	0
C rng	5	183	\spr\item\event\fisher\carong.spr	387	1	1	Mang v i cho ng dn <color=green> 204/200 Ba Lng Huyn <color=yellow> nhn c 8.000.000 im kinh nghim v ngu nhin phn thng	0	1	0	100	0
C su	5	184	\spr\item\event\fisher\casau.spr	387	1	1	Mang v i cho ng dn <color=green> 204/200 Ba Lng Huyn <color=yellow> nhn c 13.000.000 im kinh nghim v ngu nhin phn thng	0	1	0	100	0
Mc	5	185	\spr\item\event\fisher\muc.spr	387	1	1	Mang v i cho ng dn <color=green> 204/200 Ba Lng Huyn <color=yellow> nhn c 20.000.000 im kinh nghim v ngu nhin phn thng	0	1	0	100	0
Tm	5	186	\spr\item\event\fisher\tom.spr	387	1	1	Mang v i cho ng dn <color=green> 204/200 Ba Lng Huyn <color=yellow> nhn c 26.000.000 im kinh nghim v ngu nhin phn thng	0	1	0	100	0
Nng tin c 	5	187	\spr\item\event\fisher\nangtienca.spr	387	1	1	Mang v i cho ng dn <color=green> 204/200 Ba Lng Huyn <color=yellow> nhn c 40.000.000 im kinh nghim v ngu nhin phn thng	0	1	0	100	0
Thip may mn(thng) 	5	188	\spr\item\questkey\card_mgk.spr	387	1	1	Bn trong thip c th c mt phn thng ngu nhin(n chut phi  s dng)	0	0	0	100	0
Thip may mn(c bit) 	5	189	\spr\item\questkey\card_mgk.spr	387	1	1	Bn trong thip c mt hoc nhiu hn phn thng ngu nhin(n chut phi  s dng)	0	1	0	100	0
Ti Mng Quc Khnh	5	190	\spr\vng\item\120530_lua_nuoc\tuihuong.spr	387	1	1	S kin mng quc khnh <enter> <color=yellow> V Lm Thin Tuyt.	0	1	0	100	0
Cho	5	191	\spr\vng\item\120822_event_thang_9\chao.spr	387	1	1	S kin mng quc khnh <enter> <color=yellow> Cho.	0	1	0	100	0
Mng	5	192	\spr\vng\item\120822_event_thang_9\mung.spr	387	1	1	S kin mng quc khnh <enter> <color=yellow> Mng.	0	1	0	100	0
Ngy	5	193	\spr\vng\item\120822_event_thang_9\ngay.spr	387	1	1	S kin mng quc khnh <enter> <color=yellow> Ngy.	0	1	0	100	0
V	5	194	\spr\vng\item\120822_event_thang_9\vo.spr	387	1	1	S kin mng quc khnh <enter> <color=yellow> V.	0	1	0	100	0
Lm	5	195	\spr\vng\item\120822_event_thang_9\lam.spr	387	1	1	S kin mng quc khnh <enter> <color=yellow> Lm.	0	1	0	100	0
Quc Khnh (xanh)	5	196	\spr\vng\item\120822_event_thang_9\quockhanhxanh.spr	387	1	1	S dng nhn c im kinh nghim.	0	1	0	100	0
Quc Khnh (vng)	5	197	\spr\vng\item\120822_event_thang_9\quockhanhvang.spr	387	1	1	S dng nhn c im kinh nghim v ngu nhin vt phm.	0	1	0	100	0
Quc Khnh ()	5	198	\spr\vng\item\120822_event_thang_9\quockhanhdo.spr	387	1	1	S dng nhn c im kinh nghim v ngu nhin vt phm.	0	1	0	100	0
Ti Phm Mu	5	199	\spr\vng\item\201205\phammausac.spr	387	1	1	S kin mng quc khnh <enter> <color=yellow> V Lm Thin Tuyt.	0	1	0	100	0
Hong kim thin mnh n	5	200	\spr\item\script\zhenpailingdan.spr	387	1	1	Dng  i Mnh Hong Kim <enter> <color=yellow> V Lm Thin Tuyt.	0	1	0	100	0
Hon m hng nh n	5	201	\spr\item\script\zhenpailingyao.spr	387	1	1	Dng  luyn thnh trang b Hng nh Hon M <enter> <color=yellow> V Lm Thin Tuyt.	0	1	0	100	0
Hon m cc phm an bang n	5	202	\spr\item\script\zijinzhendan.spr	387	1	1	Dng  luyn thnh cc phm An Bang Hon M <enter> <color=yellow> V Lm Thin Tuyt.	0	1	0	100	0
 a Sc	5	203	\spr\item\script\wusetang.spr	387	1	1	Dng  i ngoi trang <enter> <color=yellow> V Lm Thin Tuyt.	0	1	0	100	0
Hp qu ngy Nh gio Vit Nam 	5	204	\spr\item\script\jiaoshijielihe_YN.spr	387	1	1	M ra s nhn c nguyn liu Event 20/11.	0	1	0	100	0
Tn 	5	205	\spr\item\script\zunzi_YN.spr	387	2	1	Dng  ghp thnh cu 'Tn S Trng o', chc mng ngy Nh gio Vit Nam.	0	1	0	100	0
S 	5	206	\spr\item\script\shizi_YN.spr	387	2	1	Dng  ghp thnh cu 'Tn S Trng o', chc mng ngy Nh gio Vit Nam.	0	1	0	100	0
Trng 	5	207	\spr\item\script\zhongzi_YN.spr	387	2	1	Dng  ghp thnh cu 'Tn S Trng o', chc mng ngy Nh gio Vit Nam.	0	1	0	100	0
o 	5	208	\spr\item\script\daozi_YN.spr	387	2	1	Dng  ghp thnh cu 'Tn S Trng o', chc mng ngy Nh gio Vit Nam.	0	1	0	100	0
Cun sch trng 	5	209	\spr\vng\item\other\20121124_event_thang11\cuonsachtrang.spr	387	1	1	Nguyn liu dng  ghp thnh vt phm ti NPC Tng Qun S Kin.	0	1	0	100	0
L mc 	5	210	\spr\vng\item\other\20121124_event_thang11\itemlomuc.spr	387	1	1	Nguyn liu dng  ghp thnh vt phm ti NPC Tng Qun S Kin.	0	1	0	100	0
Cy bt 	5	211	\spr\vng\item\other\20121124_event_thang11\caybut.spr	387	1	1	Nguyn liu dng  ghp thnh vt phm ti NPC Tng Qun S Kin.	0	1	0	100	0
Hoa tri n 	5	212	\spr\vng\item\other\20121124_event_thang11\hoatrian.spr	387	1	1	Nguyn liu dng  ghp thnh vt phm ti NPC Tng Qun S Kin.	0	1	0	100	0
Cc ty 	5	213	\spr\vng\item\other\20121124_event_thang11\cuctay.spr	387	1	1	Nguyn liu dng  ghp thnh vt phm ti NPC Tng Qun S Kin.	0	1	0	100	0
Hp bt ch 	5	214	\spr\vng\item\other\20121124_event_thang11\hopbutchi.spr	387	1	1	Nguyn liu dng  ghp thnh vt phm ti NPC Tng Qun S Kin.	0	1	0	100	0
Bt ch 	5	215	\spr\vng\item\other\20121124_event_thang11\butchi.spr	387	1	1	Nguyn liu dng  ghp thnh vt phm ti NPC Tng Qun S Kin.	0	1	0	100	0
Sch lch s 	5	216	\spr\vng\item\other\20121124_event_thang11\sachlichsu.spr	387	1	1	S dng nhn c phn thng c gi tr.	0	1	0	100	0
Sch a l 	5	217	\spr\vng\item\other\20121124_event_thang11\sachdialy.spr	387	1	1	S dng nhn c phn thng c gi tr.	0	1	0	100	0
Sch vn hc 	5	218	\spr\vng\item\other\20121124_event_thang11\sachvanhoc.spr	387	1	1	S dng nhn c phn thng c gi tr.	0	1	0	100	0
Tng Kim Bo vt(c bit)	5	219	\spr\item\script\item_qianbaoxiang.spr	41	1	1	Phn thng tnh nng Tng Kim, bn trong cha ng nhng vt phm qu him.	0	1	0	50	0
ng Quy	5	220	\spr\vng\item\120628_event_thang_7\duongquy.spr	41	1	1	Nguyn liu hot ng, n NPC Tng Qun S Kin  tm hiu, nh qui  bn  luyn cng s nhn c 	99	1	0	100	0
X Hng	5	221	\spr\vng\item\120628_event_thang_7\xahuong.spr	41	1	1	Nguyn liu hot ng, n NPC Tng Qun S Kin  tm hiu, nhn c trong cc hot ng	99	1	0	100	0
Trn Bנ	5	222	\spr\vng\item\120628_event_thang_7\tranbi.spr	41	1	1	Nguyn liu hot ng, n NPC Tng Qun S Kin  tm hiu, mua ti L Quan S Kin	99	1	0	100	0
Li Tm Tho	5	223	\spr\vng\item\120628_event_thang_7\lytamthao.spr	41	1	1	Thu thp Li Tm Tho nhn c, n NPC Tng Qun S Kin  tm hiu	99	1	0	100	0
Dc vng nh	5	224	\spr\vng\item\120628_event_thang_7\duocvuongdinh.spr	41	1	1	Nguyn liu hot ng, n NPC Tng Qun S Kin  tm hiu, c trong Bo Vt	99	1	0	100	0
H Kh n	5	225	\spr\vng\item\120628_event_thang_7\hokhedon.spr	41	1	1	S dng nhn c kinh nghim	99	1	0	100	0
S B n	5	226	\spr\vng\item\120628_event_thang_7\subidon.spr	41	1	1	S dng nhn c kinh nghim v ngu nhin vt phm	99	1	0	100	0
Chn Long n	5	227	\spr\vng\item\120628_event_thang_7\chanlongdon.spr	41	1	1	S dng nhn c kinh nghim v ngu nhin vt phm	99	1	0	100	0
Ht Thng Ging Sinh	5	228	\spr\item\questkey\seed_gold.spr	41	1	1	<color=yellow> Dng  trng cy ging sinh	99	1	0	100	0
Nn Ging Sinh	5	229	\spr\item\christmas2006\xmascap.spr	41	1	1	<color=yellow> Dng  treo ln cy thng ging sinh	99	1	0	100	0
Qu Cu Tuyt	5	230	\spr\item\jianzhong\mantou.spr	41	1	1	<color=yellow> Dng  nm ngi tuyt	99	1	0	100	0
V Ging Sinh	5	231	\spr\script\item\shengdan_jieri\200811\shengdanwa.spr	41	1	1	<color=yellow> Dng  treo ln cy thng ging sinh	99	1	0	100	0
Chung Ging Sinh	5	232	\spr\item\christmas\lingdang.spr	41	1	1	<color=yellow> Dng  treo ln cy thng ging sinh	99	1	0	100	0
Nn Ging Sinh	5	233	\spr\item\script\zhongqiu_jieri\bazhenfuyuelazhu.spr	41	1	1	<color=yellow> Dng  treo ln cy thng ging sinh	99	1	0	100	0
Ko Chic Gy	5	234	\spr\item\script\shengdantang_caomei.spr	41	1	1	<color=yellow> Dng  treo ln cy thng ging sinh	99	1	0	100	0
Ngi Sao Ging Sinh	5	235	\spr\item\vietnam\christmas2009\xinyuanxingxing.spr	41	1	1	<color=yellow> Dng  treo ln cy thng ging sinh	99	1	0	100	0
Qu Ging Sinh	5	236	\spr\item\vietnam\christmas2009\hongpingguo.spr	41	1	1	<color=yellow> Dng  treo ln cy thng ging sinh	99	1	0	100	0
Cha Kha Hong Kim 	5	237	\spr\vng\item\130320_event_cuoi_thang_3\keyvang.spr	41	1	1	Dng  m rng kho bu ti Tng Dng.	0	1	0	0	0
Ti Thy Tinh	5	238	\spr\item\script\spring2010\jixiangbao.spr	41	1	1	<color=yellow>Bn trong cha v s thy tinh qu him.	0	1	0	100	0
M Bi - BHTA(1 ngy)	5	239	\spr\item\songjin\token.spr	385	1	1	Bm chut phi  nhn c ngu nhin <enter><color=green>cc loi thn th(hn s dng 1 ngy)	1000	1	0	0	0