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 Khong thch c thuc tnh, c th lm thay i thuc tnh hin 1 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 Khong thch c thuc tnh, c th lm thay i thuc tnh n 1 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 Khong thch c thuc tnh, c th lm thay i thuc tnh hin 2 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 Khong thch c thuc tnh, c th lm thay i thuc tnh n 2 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 Khong thch c thuc tnh, c th lm thay i thuc tnh hin 3 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 Khong thch c thuc tnh, c th lm thay i thuc tnh n 3 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 "Khong thch c thuc tnh, c th khm ln Trang b Huyn Tinh cng ng hnh thay i thuc tnh hin 1 (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 "Khong thch c thuc tnh, c th khm ln Trang b Huyn Tinh cng ng hnh thay i thuc tnh n 1 (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 "Khong thch c thuc tnh, c th khm ln Trang b Huyn Tinh cng ng hnh thay i thuc tnh hin 2 (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 Khong thch c thuc tnh, c th khm ln Trang b Huyn Tinh cng ng hnh thay i thuc tnh n 2 (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 "Khong thch c thuc tnh, c th khm ln Trang b Huyn Tinh cng ng hnh thay i thuc tnh hin 3 (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 "Khong thch c thuc tnh, c th khm ln Trang b Huyn Tinh cng ng hnh thay i thuc tnh n 3 (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 Kim Nguyn BoDng trao i kinh thng 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 Hc Ngc 3 19 \spr\vng\item\hacngoc.spr 387 1 1 Mt loi ngc qu him c mu en 0 1 0 200 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." 2000 1 0 0 0 Tin ng 3 21 \spr\item\tongqian.spr 373 1 1 Dng mua nhng vt phm c th. 2000 1 0 100 0 St Th Lnh 3 22 \spr\item\questkey\taskobj126.spr 336 1 1 Phn thng cho nhim v git Boss 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 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 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 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 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. 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, 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 Lnh bi Vi Sn o 3 35 \spr\item\questkey\006.spr 352 1 1 Tn vt i Vi Sn o. 0 1 0 0 0 Vt phm k nng 3 36 \spr\item\questkey\taskobj017.spr 9 1 1 K nng i! K nng i! 100 0 0 0 0 Bo rng 3 37 \spr\item\script\item_goldenbox.spr 367 2 2 Bn trong cha 1 bo vt ngu nhin 2000 0 0 0 0 Trng Mnh hon 3 38 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni 5 pht, sinh lc tng ti a: 500 im" 50 0 0 0 0 Gia Bo hon 3 39 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni 5 pht, tc di chuyn tng: 20%" 50 0 0 0 0 i Lc hon 3 40 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni 5 pht, cng kch vt l tng: 100 im" 50 0 0 0 0 Cao Thim hon 3 41 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni 5 pht, tng cng kch chnh xc: 500 im" 50 0 0 0 0 Cao Trung hon 3 42 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni 5 pht, tng cng kch chnh xc: 500 im" 50 0 0 0 0 Phi Tc hon 3 43 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni 5 pht, tng tc c cng kch: 50%" 50 0 0 0 0 Bng Phng hon 3 44 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni 5 pht, tng phng ng: 50%" 50 0 0 0 0 Li Phng hon 3 45 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni 5 pht, tng phng Li: 50%" 50 0 0 0 0 Ha Phng hon 3 46 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni 5 pht, tng phng ha: 50%" 50 0 0 0 0 c Phng hon 3 47 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni 5 pht, tng phng c: 50%" 50 0 0 0 0 Pho Hoa 3 48 \spr\item\magic\icon_item_baozhu.spr 334 1 1 Vt phm khng th thiu trong nhng ngy l tit 50 0 0 0 0 Bn Nhc Tm Kinh 3 49 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Pht gia Bo in, thng xuyn tng nim s tr c cc im m kinh nghim." 100 0 0 0 0 i Hng Bao 3 50 \spr\item\questkey\obj_item_burseb.spr 342 1 1 Vt phm khng th thiu trong nhng ngy vui. 100000 0 0 0 0 Tiu Hng Bao 3 51 \spr\item\questkey\obj_item_burses.spr 343 1 1 Vt phm khng th thiu trong nhng ngy vui. 10000 0 0 0 0 Phi Phong 3 52 \spr\item\obj_item_mantle.spr 338 1 1 "Loi o khoc trang tr, c th khoc ln bt c loi y phc no" 1 0 0 0 0 Bao l x nm mi (ln) 3 53 \spr\item\obj_item_giftb.spr 344 1 1 Vt phm khng th thiu trong nhng ngy vui 100000 0 0 0 0 Bao l x nm mi (nh) 3 54 \spr\item\obj_item_gifts.spr 345 1 1 Vt phm khng th thiu trong nhng ngy vui 10000 0 0 0 0 Tm Tm Tng nh ph 3 55 \spr\item\obj_item_heart.spr 346 1 1 S dng lp tc v bn cnh ngi tri k 10000 0 0 0 0 Ct tng hng bao 3 56 \spr\item\obj_item_jixiang.spr 347 1 1 Ct tng hng bao 10000 0 0 0 0 Hoa hng 3 57 \spr\item\questkey\flower.spr 330 1 1 S to bn mt trn ma hoa hng 10000 0 0 0 0 Nga My Mt Tch 3 58 \spr\item\questkey\obj_item_lection.spr 341 1 1 "B quyt v cng, c ch cho cc t Nga Mi." 100 0 0 0 0 Ty Ty Kinh 3 59 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Pht gia bo in, nu c th c hiu s tng kinh nghim rt nhanh." 100 0 0 0 0 Thit La Hn 3 60 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Mt ngi st La Hn di ng, nh ng s thu c kinh nghim thc chin." 100 0 0 0 0 V ang Mt Tch 3 61 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Mt Tch v cng V ang, rt c ch cho cc t V ang." 100 0 0 0 0 ng Mn Mt Tch 3 62 \spr\item\questkey\obj_item_lection.spr 341 1 1 "B quyt v cng, c ch cho cc t ng mn." 100 0 0 0 0 V Lm Mt Tch 3 63 \spr\item\questkey\obj_item_lection.spr 341 1 1 "B quyt v cng, c ch cho cc hip khch V Lm." 100 0 0 0 0 T Tin thut. Bo V L Hoa 3 64 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Yu quyt Bo V L Hoa, sing luyn tp s thun thc k nng Bo V L Hoa." 100 0 0 0 0 Hm Tnh thut.Lon Hon Kch 3 65 \spr\item\questkey\obj_item_lection.spr 341 1 1 "b truyn ca ng mn, sing luyn tp s thun thc k nng Lon Hon Kch." 100 0 0 0 0 Hn Thch Lit 3 66 \spr\item\script\gc_npc_01.spr 336 2 2 S dng nhng vin to cng ph thnh mn i phng 10000 0 0 0 0 Nghit Long Xung Xa 3 67 \spr\item\script\gc_npc_02.spr 336 2 2 S dng nhng thn g to cng ph thnh mn i phng 10000 0 0 0 0 Vn K Binh ph 3 68 \spr\item\script\gc_npc_03.spr 336 2 2 "Gi thm 1 NPC cm c, phc hi sinh lc cho cc ng i xung quanh" 10000 0 0 0 0 Ngoan C Binh ph 3 69 \spr\item\script\gc_npc_04.spr 336 2 2 "Gi thm 1 NPC nh trng, tng thm tinh thn chin u cho ng i" 10000 0 0 0 0 Thi Cc Quyn Ph. Quyn 3 3 70 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Mt Tch V ang, xem t t c th hiu" 100 0 0 0 0 Thi Cc Kim Ph. Quyn 2 3 71 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Mt Tch k nng V ang, thng xuyn luyn tp s thun thc" 100 0 0 0 0 Vn Long Kch. Mu php 3 72 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Ghi li chiu thc cao cp ca Thin Nhn mu php, hc xong s lnh hi c chiu thc ." 100 0 0 0 0 Lu Tinh. ao php 3 73 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Mt Tch Thin Nhn, thng xuyn luyn tp s thun thc" 100 0 0 0 0 Thin Vng Chy Php. Quyn 1 3 74 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Mt Tch Thin Vng bang, thng xuyn luyn tp s thun thc" 100 0 0 0 0 Thin Vng Thng php. Quyn 2 3 75 \spr\item\questkey\obj_item_lection.spr 341 1 1 Bn trong ghi li nhng tuyt k Truy Tinh Trc Nguyt 100 0 0 0 0 Thin Vng ao php.Quyn 3 3 76 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Thin Vng Thng Php, Quyn 3, hc thuc s thun thc Truy phong Quyt" 100 0 0 0 0 Thy Yn ao php 3 77 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Mt Tch Thy Yn mn, thng xuyn luyn tp s thun thc" 100 0 0 0 0 Thy Yn Song ao 3 78 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Mt Tch song ao, thng xuyn luyn tp s thun thc" 100 0 0 0 0 Dit Kim Mt Tch 3 79 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Nga Mi Mt Tch, ghi li nhng chiu kim tuyt k ca Nga Mi " 100 0 0 0 0 Nga Mi Pht Quang Chng Mt Tch 3 80 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Nga Mi Mt tch, hng dn luyn tp ." 100 0 0 0 0 Tim Thn hon 3 81 \spr\item\medecine\obj-potion15.spr 19 1 1 Tng thi gian treo my 1 ci /gi. C th s dng ng thi 24 ci 6000 0 0 0 0 Phi ao thut. Nhip Hn Nguyt nh 3 82 \spr\item\questkey\obj_item_lection.spr 341 1 1 "ng mn Phi ao thut, thng xuyn luyn tp s thun thc Nhip hn Nguyt nh" 100 0 0 0 0 Phi Tiu thut. Cu Cung Phi Tinh 3 83 \spr\item\questkey\obj_item_lection.spr 341 1 1 "ng mn Phi Tiu thut, thng xuyn luyn tp s thun thc" 100 0 0 0 0 Ng c Chng Php. Quyn 1 3 84 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Ng c Chng Php, thng xuyn luyn tp s thun thc m Phong Thc Ct" 100 0 0 0 0 Ng c ao php. Quyn 2 3 85 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Ng c ao Php, thng xuyn luyn tp s thun thc Huyn m Trm" 100 0 0 0 0 Ng c Nhip Tm thut. Quyn 3 3 86 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Ng c tm php, luyn tp s thun thc " 100 0 0 0 0 Ng Phong thut 3 87 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Cn Ln ao Php, thng xuyn luyn tp s thun thc Ngo Tuyt Tiu Phong" 100 0 0 0 0 Ng Li thut 3 88 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Cn Ln Kim Php, thng xuyn luyn tp s thun thc Li ng Cu Thin " 100 0 0 0 0 Ng Tm thut 3 89 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Cn Ln tm Php, thng xuyn luyn tp s thun thc Ty Tin T Ct" 100 0 0 0 0 Nhip Hn. Ch thut 3 90 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Chiu thc ba ch cao cp ca Thin nhn, hc xong s lnh hi c ." 100 0 0 0 0 Ci Bang Chng Php 3 91 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Ci Bang Chng Php,luyn tp s thun thc " 100 0 0 0 0 Ci Bang Cn php 3 92 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Ci Bang Cn php,luyn tp s thun thc ." 100 0 0 0 0 Thiu Lm Quyn Php. Quyn 1 3 93 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Thiu Lm Quyn Php, luyn tp s thun thc k nng." 100 0 0 0 0 Thiu Lm Cn php. Quyn 2 3 94 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Thiu Lm Cn php, luyn tp s thun thc ." 100 0 0 0 0 Thiu Lm ao php. Quyn 3 3 95 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Thiu Lm ao php, luyn tp s thun thc ." 100 0 0 0 0 Ph Mt Tch 3 96 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Ph Mt Tch, ghi ch chiu thc " 100 0 0 0 0 Bnh chng Ht d 3 97 \spr\item\questkey\taskobj401.spr 366 1 1 "Tng cho NPC Bnh Ct Tng s c phn thng 1.500.000 Exp" 100 0 0 0 0 Bnh chng Tht heo 3 98 \spr\item\questkey\taskobj402.spr 366 1 1 "Tng cho NPC Bnh Ct Tng s c phn thng 2.500.000 Exp" 100 0 0 0 0 Bnh chng Tht b 3 99 \spr\item\questkey\taskobj403.spr 366 1 1 "Tng cho NPC Bnh Ct Tng s c phn thng 3.500.000 Exp" 100 0 0 0 0 Bnh chng Thp cm 3 100 \spr\item\questkey\taskobj404.spr 366 1 1 "Tng cho NPC Bnh Ct Tng s c phn thng 5.000.000 Exp" 100 0 0 0 0 Bnh chng Thp cm Mt ong 3 101 \spr\item\questkey\taskobj404.spr 366 1 1 Lp tc tng 5.000 im kinh nghim 100 0 0 0 0 Bnh chng Thp cm Bt bu 3 102 \spr\item\questkey\taskobj404.spr 366 1 1 Lp tc tng 30.000 im kinh nghim 100 0 0 0 0 Bnh chng Thp cm Bch qu 3 103 \spr\item\questkey\taskobj404.spr 366 1 1 Lp tc tng 100.000 im kinh nghim 100 0 0 0 0 Bnh chng Thp cm Thng hng 3 104 \spr\item\questkey\taskobj404.spr 366 1 1 Lp tc tng 500.000 im kinh nghim 100 0 0 0 0 Bnh chng Thp cm Khut Nguyn 3 105 \spr\item\questkey\taskobj405.spr 366 1 1 Tng 1 cp (kinh nghim tng 200 triu) . Sau khi n xong s d ng vi cc loi Bnh chng Thp cm khc 100 0 0 0 0 Hong Kim Bo Hp 3 106 \spr\item\script\item_goldenbox.spr 367 2 2 Bn trong cha 1 bo vt ngu nhin 2000 0 0 0 0 Bnh chng May mn 3 107 \spr\item\questkey\taskobj405.spr 366 1 1 "Ni na gi, May mn tng 30 im. Ch pht huy tc dng ti ni n" 100 0 0 0 0 Tin Tho L 3 108 \spr\item\medecine\xiancaolu.spr 370 1 1 "Ni 1 gi, kinh nghim tng gp i (ti s dng v hiu) " 5 0 0 0 0 Thin sn Bo L 3 109 \spr\item\medecine\tianshanyulu.spr 370 1 1 "Ni 1 gi, May mn tng 10 im. (ti s dng v hiu) " 5 0 0 0 0 Bch Qu L 3 110 \spr\item\medecine\baiguolu.spr 370 1 1 "Ni 1 gi, Phng th tng 15 im. (ti s dng v hiu) " 5 0 0 0 0 Bch Cu hon 3 111 \spr\item\medecine\baijuwan_small.spr 19 1 1 S dng thu c 8 ting y thc (tu luyn s nhn c kinh nghim vn c gp 1.5 ) 5 0 0 0 0 V s 3 112 \spr\obj\item\caipiao.spr 38 1 1 1 t v s Vn hi 10 0 0 0 0 V s Hong Kim 3 113 \spr\obj\item\huangjincaipiao.spr 38 1 1 C th i c trang b Hong Kim 0 0 0 0 0 Tng Kim Lun hi.Quyn 1 3 114 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Tng cng 5 quyn ""Kim Hip truyn thuyt"". Nhn chut phi c" 800 0 0 0 0 Tng Kim Lun hi. Quyn 2 3 115 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Nhn chut phi c 800 0 0 0 0 Tng Kim Lun hi.Quyn 3 3 116 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Nhn chut phi c 800 0 0 0 0 Tng Kim Lun hi. Quyn 4 3 117 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Nhn chut phi c 800 0 0 0 0 Tng Kim Lun hi. Quyn 5 3 118 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Nhn chut phi c 800 0 0 0 0 S Giang H. Quyn 1 3 119 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Nhn chut phi c 800 0 0 0 0 S Giang H Quyn 2 3 120 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Tn th yu quyt, Nhn chut phi c" 800 0 0 0 0 S Giang H. Quyn 3 3 121 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Tn th yu quyt, Nhn chut phi c" 800 0 0 0 0 S Giang H. Quyn 4 3 122 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Tn th yu quyt, Nhn chut phi c" 800 0 0 0 0 S Giang H. Quyn 5 3 123 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Tn th yu quyt, Nhn chut phi c" 800 0 0 0 0 Thng Th Ch dn. Quyn 1 3 124 \spr\item\questkey\obj_item_lection01.spr 375 1 1 "Tn th yu quyt, Nhn chut phi c" 800 0 0 0 0 Thng Th Ch dn. Quyn 2 3 125 \spr\item\questkey\obj_item_lection01.spr 375 1 1 "Tn th yu quyt, Nhn chut phi c" 800 0 0 0 0 Thng Th Ch dn. Quyn 3 3 126 \spr\item\questkey\obj_item_lection01.spr 375 1 1 "Tn th yu quyt, Nhn chut phi c" 800 0 0 0 0 Thng Th Ch dn. Quyn 4 3 127 \spr\item\questkey\obj_item_lection01.spr 375 1 1 "Tn th yu quyt, Nhn chut phi c" 800 0 0 0 0 Thng Th Ch dn. Quyn 5 3 128 \spr\item\questkey\obj_item_lection01.spr 375 1 1 " Tn th yu quyt, Nhn chut phi c" 800 0 0 0 0 Thng Th Ch dn. Quyn 6 3 129 \spr\item\questkey\obj_item_lection01.spr 375 1 1 "Tn th yu quyt, Nhn chut phi c" 800 0 0 0 0 Thng Th Ch dn. Quyn 7 3 130 \spr\item\questkey\obj_item_lection01.spr 375 1 1 "Tn th yu quyt, Nhn chut phi c" 800 0 0 0 0 Cm Qui Phc Ma ph.Quyn 1 3 131 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Tu Luyn Bo in, Nhn chut phi c" 800 0 0 0 0 Cm Qui Phc Ma ph. Quyn 2 3 132 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Tu Luyn Bo in, Nhn chut phi c" 800 0 0 0 0 Cm Qui Phc Ma ph. Quyn 3 3 133 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Tu Luyn Bo in, Nhn chut phi c" 800 0 0 0 0 Cm Qui Phc Ma ph. Quyn 4 3 134 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Tu Luyn Bo in, Nhn chut phi c" 800 0 0 0 0 Cm Qui Phc Ma ph. Quyn 5 3 135 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Tu Luyn Bo in, Nhn chut phi c" 800 0 0 0 0 Cm Qui Phc Ma ph. Quyn 6 3 136 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Tu Luyn Bo in, Nhn chut phi c" 800 0 0 0 0 Cm Qui Phc Ma ph. Quyn 7 3 137 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Tu Luyn Bo in, Nhn chut phi c" 800 0 0 0 0 Cm Qui Phc Ma ph. 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Mi ngi ch c n 2 ci" 800 0 0 0 0 Cng Nguyt Ph Dung 3 164 \spr\item\medecine\zq_icon_002.spr 377 1 1 "Tng 5 im tim nng, ng cp yu cu: 80. Mi ngi ch c n 3 ci" 800 0 0 0 0 V s may mn 3 165 \spr\obj\item\huangjincaipiao.spr 38 1 1 C th i c trang b Hong Kim 0 0 0 0 0 i Bch Cu hon 3 166 \spr\item\medecine\baijuwan.spr 19 1 1 "Mt vin i bch cu hon, sau khi s dng thu c 8 ting y thc ri mng. Nhn c kinh nghim gp 1.5 ln bch cu hon thng (cp 130 thu c kinh nghim gp 2.5 ln bch cu hon thng)" 5 0 0 0 0 Ti th ca Long Ng 3 167 \spr\item\obj_item_jixiang.spr 347 1 1 "Ti vi ca Long Ng, bn trong c ch vi bc mt hm, nhp chut phi m." 0 0 0 0 0 Th Long Ng gi cho Chnh phi 3 168 \spr\item\questkey\taskobj075.spr 41 1 1 Nhn chut phi m 0 0 0 0 0 Th Long Ng gi cho Trung lp 3 169 \spr\item\questkey\taskobj090.spr 41 1 1 Nhn chut phi m 0 0 0 0 0 Th Long Ng gi cho T phi 3 170 \spr\item\questkey\taskobj091.spr 41 1 1 Nhn chut phi m 0 0 0 0 0 Thip Chc Phc 3 171 \spr\item\questkey\card_zfk.spr 38 1 1 Nhn chut phi m 50 0 0 0 0 Thip Bang Phi 3 172 \spr\item\questkey\card_bpk.spr 38 1 1 Nhn chut phi m 50 0 0 0 0 Thip Sinh nht 3 173 \spr\item\questkey\card_srk.spr 38 1 1 Nhn chut phi m 50 0 0 0 0 Thip Hoa Hng 3 174 \spr\item\questkey\card_mgk.spr 38 1 1 Nhn chut phi m 50 0 0 0 0 Thip Ging Sinh 3 175 \spr\item\questkey\card_sdk.spr 38 1 1 Nhn chut phi m 50 0 0 0 0 Thip Nm mi 3 176 \spr\item\questkey\card_xnk.spr 38 1 1 Nhn chut phi m 50 0 0 0 0 Thip Vui v 3 177 \spr\item\questkey\card_all.spr 38 1 1 Bn trong cha 5 Thip khc 50 0 0 0 0 Ht may mn b h 3 178 \spr\item\questkey\seed_lucky.spr 380 1 1 Ht ny khng th em trng c na 50 0 0 0 0 Ht Hoa Hng b h 3 179 \spr\item\questkey\seed_rose.spr 380 1 1 Ht ny khng th em trng c na 50 0 0 0 0 Ht Thy Tinh b h 3 180 \spr\item\questkey\seed_crystal.spr 380 1 1 Ht ny khng th em trng c na 50 0 0 0 0 Ht Hong Kim b h 3 181 \spr\item\questkey\seed_gold.spr 380 1 1 Ht ny khng th em trng c na 50 0 0 0 0 L vt Ging Sinh 3 182 \spr\item\script\item_chrismasbox.spr 377 1 1 Nhn chut phi vo s nhn c qu ca ng gi Nel 2000 0 0 0 0 Huyn Tinh Khong Thch 3 183 \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 Tinhv trang b Hong Kim." 2000 0 0 0 0 L vt Hoa Hng 3 184 \spr\item\script\item_chrismasbox.spr 377 1 1 Nhn chut phi vo s nhn c qu dnh cho nhng i tnh l 2000 0 0 0 0 Huyn Thit Nguyn Khong 3 185 \spr\item\script\item_xuantiekuang.spr 425 1 1 "Mt loi Khong thch c thuc tnh, c th lm thay i thuc tnh hin 1 trn trang b (Nhn chut phi xem chi tit) " 2000 0 0 0 0 Khng Tc Nguyn Thch 3 186 \spr\item\script\item_kongqueshi.spr 425 1 1 "Mt loi Khong thch c thuc tnh, c th lm thay i thuc tnh n 1 trn trang b cng Ng hnh (Nhn chut phi xem chi tit) " 2000 0 0 0 0 Mt Ngn Nguyn Khong 3 187 \spr\item\script\item_miyinkuang.spr 425 1 1 "Mt loi Khong thch c thuc tnh, c th lm thay i thuc tnh hin 2 trn trang b (Nhn chut phi xem chi tit) " 2000 0 0 0 0 Ph Dung Nguyn Thch 3 188 \spr\item\script\item_furongshi.spr 425 1 1 "Mt loi Khong thch c thuc tnh, c th lm thay i thuc tnh n 2 trn trang b cng Ng hnh (Nhn chut phi xem chi tit) " 2000 0 0 0 0 Chu Sa Nguyn Khong 3 189 \spr\item\script\item_zhushakuang.spr 425 1 1 "Mt loi Khong thch c thuc tnh, c th lm thay i thuc tnh hin 3 trn trang b (Nhn chut phi xem chi tit) " 2000 0 0 0 0 Chung Nh Nguyn Thch 3 190 \spr\item\script\item_zhongrushi.spr 425 1 1 "Mt loi Khong thch c thuc tnh, c th lm thay i thuc tnh n 3 trn trang b cng Ng hnh (Nhn chut phi xem chi tit) " 2000 0 0 0 0 Phong Vn Chiu th 3 191 \spr\item\songjin\rescript.spr 383 1 1 C th t la chn khu vc n bo danh 100 0 0 0 0 Chin c 3 192 \spr\item\songjin\wardrum.spr 384 1 1 "Ni trong 3 pht, ng i xung quanh tng 30% Sinh lc+ Phng th " 100 0 0 0 0 Lnh bi 3 193 \spr\item\songjin\token.spr 385 1 1 "Ni trong 3 pht, ng i xung quanh tng 30% di chuyn, xut chiu tng 50%." 100 0 0 0 0 Binh S hiu ph 3 194 \spr\item\songjin\clarion.spr 386 1 1 Gi thm 2 NPC h tr chin u 100 0 0 0 0 C hiu 3 195 \spr\item\songjin\warflag.spr 387 1 1 "Sau khi chuyn Soi K n mc tiu, Nhn chut phi vo C hiu hon thnh nhim v " 100 0 0 0 0 Kim Chi Chin Hn 3 196 \spr\item\questkey\003.spr 388 1 1 Nht c s dng ngay 1 0 0 0 0 Mc Chi Chin Hn 3 197 \spr\item\questkey\003.spr 389 1 1 Nht c s dng ngay 1 0 0 0 0 Thy Chi Chin Hn 3 198 \spr\item\questkey\003.spr 390 1 1 Nht c s dng ngay 1 0 0 0 0 Ha Chi Chin Hn 3 199 \spr\item\questkey\003.spr 391 1 1 Nht c s dng ngay 1 0 0 0 0 Th Chi Chin Hn 3 200 \spr\item\questkey\003.spr 392 1 1 Nht c s dng ngay 1 0 0 0 0 Kim Chi H gip 3 201 \spr\item\questkey\003.spr 393 1 1 Nht c s dng ngay 1 0 0 0 0 Mc Chi H gip 3 202 \spr\item\questkey\003.spr 394 1 1 Nht c s dng ngay 1 0 0 0 0 Thy Chi H gip 3 203 \spr\item\questkey\003.spr 395 1 1 Nht c s dng ngay 1 0 0 0 0 Ha Chi H gip 3 204 \spr\item\questkey\003.spr 396 1 1 Nht c s dng ngay 1 0 0 0 0 Th Chi H gip 3 205 \spr\item\questkey\003.spr 397 1 1 Nht c s dng ngay 1 0 0 0 0 Kim Chi Li Nhn 3 206 \spr\item\questkey\003.spr 398 1 1 Nht c s dng ngay 1 0 0 0 0 Mc Chi Li Nhn 3 207 \spr\item\questkey\003.spr 399 1 1 Nht c s dng ngay 1 0 0 0 0 Thy Chi Li Nhn 3 208 \spr\item\questkey\003.spr 400 1 1 Nht c s dng ngay 1 0 0 0 0 Ha Chi Li Nhn 3 209 \spr\item\questkey\003.spr 401 1 1 Nht c s dng ngay 1 0 0 0 0 Th Chi Li Nhn 3 210 \spr\item\questkey\003.spr 402 1 1 Nht c s dng ngay 1 0 0 0 0 Hnh qun n 3 211 \spr\item\questkey\003.spr 403 1 1 Loi dc liu qun i thng dng. Nht c s dng ngay 1 0 0 0 0 Tiu hon n 3 212 \spr\item\questkey\003.spr 404 1 1 Thiu Lm mt dc. Nht c s dng ngay 1 0 0 0 0 Ng Hoa L 3 213 \spr\item\questkey\003.spr 405 1 1 Mt dc b truyn ca cc o gia Nht c s dng ngay 1 0 0 0 0 Phong Vn Ngoi Ph hon 3 214 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni trong 3 pht, st thng vt l h ngoi cng tng 50%." 100 0 0 0 0 Phong Vn Ngoi c hon 3 215 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni trong 3 pht, st thng vt l h c ngoi cng tng 50 im." 100 0 0 0 0 Phong Vn Ngoi Bng hon 3 216 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni trong 3 pht, st thng vt l h Bng ngoi cng tng 100 im." 100 0 0 0 0 Phong Vn Ni Ph hon 3 217 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni trong 3 pht, st thng vt l h Ni cng tng 100 im." 100 0 0 0 0 Phong Vn Ni c hon 3 218 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni trong 3 pht, st thng c h Ni cng tng 50 im." 100 0 0 0 0 Phong Vn Ni Bng hon 3 219 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni trong 3 pht, Bng st h Ni cng tng 100 im." 100 0 0 0 0 Phong Vn Ni Ha hon 3 220 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni trong 3 pht, Ho st h Ni cng tng 100 im." 100 0 0 0 0 Phong Vn Ni Li hon 3 221 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni trong 3 pht, Li st h Ni cng tng 100 im." 100 0 0 0 0 Phong Vn Trng Mnh hon 3 222 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni trong 3 pht, sinh mnh tng 500 im." 100 0 0 0 0 Phong Vn Gia Bo hon 3 223 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni trong 3 pht, tc di chuyn tng 20%" 100 0 0 0 0 Phong Vn Cao Thim hon 3 224 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni trong 3 pht, n trch tng 500 im." 100 0 0 0 0 Phong Vn Cao Trung hon 3 225 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni trong 3 pht, n trch tng 500 im." 100 0 0 0 0 Phong Vn Phi Tc hon 3 226 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni trong 3 pht, tc cng kch tng 50%." 100 0 0 0 0 Phong Vn Ph Phng hon 3 227 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni trong 3 pht, phng Ng tng 50%." 100 0 0 0 0 Phong Vn Bng Phng hon 3 228 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni trong 3 pht, phng Bng tng 50%." 100 0 0 0 0 Chuyn dng cho Phong Vn Li phng hon 3 229 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni trong 3 pht, phng Li tng 50%." 100 0 0 0 0 Chuyn dng cho Phong Vn Ha phng hon 3 230 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni trong 3 pht, phng Ha tng 50%." 100 0 0 0 0 Chuyn dng cho Phong Vn c phng hon 3 231 \spr\item\medecine\obj-potion15.spr 19 1 1 "Ni trong 3 pht, phng c tng 50%." 100 0 0 0 0 Mt thn b 3 232 \spr\item\questkey\taskobj076.spr 368 2 1 "Mt loi vt phm, cng nng thn b." 1 0 0 0 0 Thng Thin lnh 3 233 \spr\item\questkey\taskobj132.spr 41 1 1 "Trong v lm mi ngi thng dng Thng Thin lnh, c tc dng c th. " 1 0 0 0 0 Pht c lnh 3 234 \spr\item\questkey\taskobj126.spr 41 1 1 "Trong v lm mi ngi thng dng Pht c lnh, c tc dng c th. " 1 0 0 0 0 L vt Hoa Hng 3 235 \spr\item\script\item_chrismasbox.spr 377 1 1 Nhn chut phi vo s nhn c qu dnh cho nhng i tnh l 2000 0 0 0 0 Huyn Thit khong 3 236 \spr\item\script\item_xuantiekuang.spr 425 1 1 "Khong thch c thuc tnh, c th khm ln Trang b Huyn Tinh cng ng hnh thay i thuc tnh hin 1 (Nhn chut phi xem chi tit) " 2000 0 0 0 0 Khng Tc Thch 3 237 \spr\item\script\item_kongqueshi.spr 425 1 1 "Khong thch c thuc tnh, c th khm ln Trang b Huyn Tinh cng ng hnh thay i thuc tnh n 1 (Nhn chut phi xem chi tit) " 2000 0 0 0 0 Mt Ngn khong 3 238 \spr\item\script\item_miyinkuang.spr 425 1 1 "Khong thch c thuc tnh, c th khm ln Trang b Huyn Tinh cng ng hnh thay i thuc tnh hin 2 (Nhn chut phi xem chi tit) " 2000 0 0 0 0 Ph Dung Thch 3 239 \spr\item\script\item_furongshi.spr 425 1 1 "Loi Khong thch c thuc tnh, c th khm ln Trang b Huyn Tinh cng ng hnh thay i thuc tnh n 2 (Nhn chut phi xem chi tit) " 2000 0 0 0 0 Chu Sa khong 3 240 \spr\item\script\item_zhushakuang.spr 425 1 1 "Khong thch c thuc tnh, c th khm ln Trang b Huyn Tinh cng ng hnh thay i thuc tnh hin 3 (Nhn chut phi xem chi tit) " 2000 0 0 0 0 Chung Nh thch 3 241 \spr\item\script\item_zhongrushi.spr 425 1 1 "Khong thch c thuc tnh, c th khm ln Trang b Huyn Tinh cng ng hnh thay i thuc tnh n 3 (Nhn chut phi xem chi tit) " 2000 0 0 0 0 Thn b ch 3 242 \spr\item\questkey\taskobj076.spr 424 1 1 Mt mnh bc a Sn H X Tc 1000 0 0 0 0 Tt phong ngoa 3 243 \spr\item\questkey\003.spr 406 1 1 Nht c s dng ngay 1 0 0 0 0 Tam Thanh Chi Kh 3 244 \spr\item\questkey\003.spr 407 1 1 Nht c s dng ngay 1 0 0 0 0 Bch Cu H uyn 3 245 \spr\item\questkey\003.spr 408 1 1 Nht c s dng ngay 1 0 0 0 0 Hu Ngh Chi Nhn 3 246 \spr\item\questkey\003.spr 409 1 1 Nht c s dng ngay 1 0 0 0 0 Thn b vt phm 3 247 \spr\item\questkey\003.spr 410 1 1 Nht c s dng ngay 1 0 0 0 0 B cu 3 248 \spr\item\songjin\dove.spr 411 1 1 Dng thng bo cho ng i bit ta ca mnh. 100 0 0 0 0 Thn B L Ch 3 249 \spr\item\questkey\taskobj076.spr 424 1 1 Mt mnh bc a Sn H X Tc 1000 0 0 0 0 Khng n Chi Gic 3 250 \spr\item\songjin\clarion.spr 386 1 1 "Ni trong 3 pht, cc i th xung quanh b gim kh nng phn n 20%." 100 0 0 0 0 Cn Khn To Ha an (i) 3 251 \spr\item\medecine\obj-potion13.spr 311 1 1 Mi na giy sinh lc hi phc: 2000 im Mi na giy Ni lc hi phc: 2000 im 100 0 0 0 0 Cn Khn To Ha an (trung) 3 252 \spr\item\medecine\obj-potion13.spr 311 1 1 Mi na giy sinh lc hi phc: 1000 im Mi na giy Ni lc hi phc: 1000 im 100 0 0 0 0 Cn Khn To Ha an (tiu) 3 253 \spr\item\medecine\obj-potion13.spr 311 1 1 Mi na giy sinh lc hi phc: 500 im Mi na giy Ni lc hi phc: 500 im 100 0 0 0 0 Cng Tc hon 3 254 \spr\item\medecine\obj-potion15.spr 19 1 1 Tng tc xut chiu 100 0 0 0 0 Bo Tc hon 3 255 \spr\item\medecine\obj-potion15.spr 19 1 1 Tng tc di chuyn 100 0 0 0 0 Ph Phng hon 3 256 \spr\item\medecine\obj-potion15.spr 19 1 1 Tng phng th 100 0 0 0 0 c Phng hon 3 257 \spr\item\medecine\obj-potion15.spr 19 1 1 Tng phng c 100 0 0 0 0 Bng Phng hon 3 258 \spr\item\medecine\obj-potion15.spr 19 1 1 Tng phng Bng 100 0 0 0 0 Ha Phng hon 3 259 \spr\item\medecine\obj-potion15.spr 19 1 1 Tng phng Ha 100 0 0 0 0 Li Phng hon 3 260 \spr\item\medecine\obj-potion15.spr 19 1 1 Tng phng Li 100 0 0 0 0 Gim Thng hon 3 261 \spr\item\medecine\obj-potion15.spr 19 1 1 Lm gim hiu qu st thng ca i phng 100 0 0 0 0 Gim Hn hon 3 262 \spr\item\medecine\obj-potion15.spr 19 1 1 Lm gim hiu qu gy chong ca i phng 100 0 0 0 0 Gim c hon 3 263 \spr\item\medecine\obj-potion15.spr 19 1 1 Rt ngn thi gian trng c 100 0 0 0 0 Gim Bng hon 3 264 \spr\item\medecine\obj-potion15.spr 19 1 1 Rt ngn thi gian bng st 100 0 0 0 0 Ph Cng hon 3 265 \spr\item\medecine\obj-potion15.spr 19 1 1 "Tng hiu qu st thng Vt l (ni, ngoi cng) " 100 0 0 0 0 c Cng hon 3 266 \spr\item\medecine\obj-potion15.spr 19 1 1 "Tng hiu qu st thng c (ni, ngoi cng) " 100 0 0 0 0 Bng Cng hon 3 267 \spr\item\medecine\obj-potion15.spr 19 1 1 "Tng hiu qu Bng st (ni, ngoi cng) " 100 0 0 0 0 Ha Cng hon 3 268 \spr\item\medecine\obj-potion15.spr 19 1 1 "Tng hiu qu Ho st (ni, ngoi cng) " 100 0 0 0 0 Li Cng hon 3 269 \spr\item\medecine\obj-potion15.spr 19 1 1 "Tng hiu qu Li st (ni, ngoi cng) " 100 0 0 0 0 Trng Mnh hon 3 270 \spr\item\medecine\obj-potion15.spr 19 1 1 Sinh lc tng ln cao nht 100 0 0 0 0 Trng Ni hon 3 271 \spr\item\medecine\obj-potion15.spr 19 1 1 Ni lc tng ln cao nht 100 0 0 0 0 Thip Tnh nhn 3 272 \spr\item\questkey\card_mgk.spr 38 1 1 Nhn chut phi s dng 50 0 0 0 0 Uyn ng Mt 3 273 \spr\item\questkey\003.spr 426 1 1 Nht c s dng ngay 1 0 0 0 0 Uyn ng Mt 3 274 \spr\item\questkey\003.spr 427 1 1 Nht c s dng ngay 1 0 0 0 0 ph Hong Kim - 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Ma St Tn Dng nh Huyt Gip 3 376 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Ma St Xch K Ta Yu Khu 3 377 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Ma St C Ha Liu Thin Hon 3 378 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Ma St Vn Long Th Chu Gii 3 379 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Ma Th Lit Dim Qun Min 3 380 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Ma Th L Ma Ph Tm i 3 381 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Ma Th Nghip Ha U Minh Gii 3 382 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Ma Th Huyt Ngc Tht St Bi 3 383 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Ma Th sn Hi Phi Hng L 3 384 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Ma Hong Kim Gip Khi 3 385 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Ma Hong n Xut H Hng Khuyn 3 386 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Ma Hong Kh Cc Thc Yu i 3 387 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Ma Hong Huyt Y Th Trc 3 388 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Ma Hong Dung Kim on Nht Gii 3 389 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph hong kim - Lng Nhc Thi Cc Kim 3 390 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Lng Nhc V Ng Thc i 3 391 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph hong kim - Lng Nhc N Li Php Gii 3 392 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Lng Nhc V Cc Huyn Ngc Bi 3 393 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Lng Nhc Thin a Huyn Hong gii 3 394 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Cp Phong Chn V Kim 3 395 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Cp Phong Tam Thanh Ph 3 396 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Cp Phong Huyn Ti Tam on Cm 3 397 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Cp Phong Thy NGc Huyn Hong Uyn 3 398 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Cp Phong Thanh Tng Php Gii 3 399 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Sng Tinh Thin Nin Hn Thit 3 400 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Sng Tinh Lu Tinh Cn Nguyt Khu 3 401 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Sng Tinh Thanh Phong L i 3 402 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Sng Tinh Thin Thanh Bng Tinh Th 3 403 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Sng Tinh Phong Bo Ch Hon 3 404 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Li Khung Hn Tng Bng Bch Quan 3 405 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Li Khung Thin a H Ph 3 406 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Li Khung Phong Li Thanh Cm i 3 407 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Li Khung Linh Ngc n Li 3 408 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - Li Khung Cu Thin Dn Li Gii 3 409 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - V o Bc Minh o Qun 3 410 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - V Hoan Thi Uyn chn V Lin 3 411 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - V o Thc Tm Ch Hon 3 412 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - V o Thanh nh Huyn Ngc Bi 3 413 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - V o Tung Phong Tuyt nh ngoa 3 414 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - ng St Bch Kim iu Long Gii 3 415 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - ng St Bch Ngc Cn Khn Bi 3 416 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - ng St Bch Kim T Phng Gii 3 417 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - ng St Ph Thy Ngc Hng Khuyn 3 418 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - nh Quc Thanh Sa Trng Sam 3 419 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - nh Quc Sa Pht Qun 3 420 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - nh Quc Xch Quyn Nhuyn Ngoa 3 421 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - nh Quc T ng H uyn 3 422 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - nh Quc Ngn Tm Yu i 3 423 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - An Bang Bng Tinh Thch Hng Lin 3 424 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - An Bang Cc Hoa Thch Ch hon 3 425 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - An Bang in Hong Thch Ngc Bi 3 426 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 ph Hong Kim - An Bang K Huyt Thch Gii Ch 3 427 \spr\item\script\item_huangjintupu.spr 38 1 1 ph Hong Kim 100 0 0 0 0 Tht ti 3 428 \spr\item\questkey\taskobj106.spr 364 1 1 C th mang n bn cho V S. 20 0 0 0 0 Xuyn Tm Lnh 3 429 \spr\item\songjin\token.spr 385 1 1 By ph cng. Chuyn dng cho Tng Kim. 100 0 0 0 0 c Thch lnh 3 430 \spr\item\songjin\token.spr 385 1 1 By c. Chuyn dng cho Tng Kim. 100 0 0 0 0 Hn Bng lnh 3 431 \spr\item\songjin\token.spr 385 1 1 By Bng. Chuyn dng cho Tng Kim. 100 0 0 0 0 a Ha lnh 3 432 \spr\item\songjin\token.spr 385 1 1 By Ha. Chuyn dng cho Tng Kim. 100 0 0 0 0 Li Kch lnh 3 433 \spr\item\songjin\token.spr 385 1 1 By Li. Chuyn dng cho Tng Kim. 100 0 0 0 0 Thn b khong thch 3 434 \spr\item\christmas\perfect.spr 425 1 1 Dng khm nm v nng cp Trang b Huyn Tinh hoc trang b Hong Kim 100 0 0 0 0 St Th lnh 3 435 \spr\item\questkey\006.spr 336 1 1 Phn thng cho nhim v git Boss 5 ci ng cp i c 1 St Th gin. 100 0 0 0 0 St th gin 3 436 \spr\item\questkey\taskobj033.spr 9 1 2 Mang n gp Nhip Th Trn nhn nhim v c bit. 100 0 0 0 0 S thip 3 437 \spr\item\questkey\taskobj091.spr 38 1 1 "Ngi chi di cp 80 dng nhn s ph, trn cp 80 dng nhn t." 100 0 0 0 0 Thn b i Hng Bao 3 438 \spr\item\obj_item_jixiang.spr 347 1 1 Bn trong cha 1 bo vt ngu nhin. 100 0 0 0 0 Mt nng cp Huyn Tinh 3 439 \spr\item\questkey\taskobj076.spr 368 2 1 C th ng thi nng cp cho 50 Huyn Tinh ng cp. 200000 0 0 0 0 Mt nng cp l Vt nm Du 3 440 \spr\item\questkey\taskobj076.spr 368 2 1 C th bin 20 l vt nm Du bt k thnh 1 l vt thn b khc. 500 0 0 0 0 Mt trao i khong thch 3 441 \spr\item\questkey\taskobj076.spr 368 2 1 "Kt hp vi 10 l vt nm Du (cp 10, tim cht thn b: 10000) i 1 Khong thch thn b." 500 0 0 0 0 Mt ch to khi qun 3 442 \spr\item\questkey\taskobj076.spr 368 2 1 Kt hp vi 1 b trang b mu xanh ch to 1 khi qun. 500 0 0 0 0 Thiu lm n u Lnh bi 3 443 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Mang n gp V lm Quan vin bo danh tham gia ""Thiu lm n u""." 100 0 0 0 0 Thin Vng n u Lnh bi 3 444 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Mang n gp V lm Quan vin bo danh tham gia ""Thin Vng n u""." 100 0 0 0 0 ng Mn n u Lnh bi 3 445 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Mang n gp V lm Quan vin bo danh tham gia ""ng Mn n u""." 100 0 0 0 0 Ng c n u Lnh bi 3 446 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Mang n gp V lm Quan vin bo danh tham gia ""Ng c n u""." 100 0 0 0 0 Nga Mi n u Lnh bi 3 447 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Mang n gp V lm Quan vin bo danh tham gia ""Nga Mi n u""." 100 0 0 0 0 Thy Yn n u Lnh bi 3 448 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Mang n gp V lm Quan vin bo danh tham gia ""Thy Yn n u""." 100 0 0 0 0 Ci Bang n u Lnh bi 3 449 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Mang n gp V lm Quan vin bo danh tham gia ""Ci Bang n u""." 100 0 0 0 0 Thin Nhn n u Lnh bi 3 450 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Mang n gp V lm Quan vin bo danh tham gia ""Thin Nhn n u""." 100 0 0 0 0 V ang n u Lnh bi 3 451 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Mang n gp V lm Quan vin bo danh tham gia ""V ang n u""." 100 0 0 0 0 Cn Ln n u Lnh bi 3 452 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Mang n gp V lm Quan vin bo danh tham gia ""Cn Ln n u""." 100 0 0 0 0 V lm Song u lnh bi 3 453 \spr\item\songjin\rescript.spr 383 1 1 "Mang n gp V lm Quan vin bo danh tham gia ""V lm Song u"" " 100 0 0 0 0 V lm Ng Hnh lnh bi 3 454 \spr\item\questkey\taskobj021.spr 41 1 1 "Mang n gp V lm Quan vin bo danh tham gia ""Ng hnh u"" " 100 0 0 0 0 V lm thp phi lnh bi 3 455 \spr\item\questkey\taskobj023.spr 41 1 1 "Mang n gp V lm Quan vin bo danh tham gia ""Thp phi u"" " 100 0 0 0 0 V lm thp lc lnh bi 3 456 \spr\item\questkey\taskobj126.spr 41 1 1 "Mang n gp V lm Quan vin bo danh tham gia ""Thp lc st u"" " 100 0 0 0 0 V lm quan chng lnh 3 457 \spr\item\questkey\card_all.spr 41 1 1 S dng c th vo quan st cc trn u 100 0 0 0 0 Thuyn Rng nh 3 458 \spr\item\questkey\dragonboat.spr 41 2 1 Mang i bo danh tham gia thi u thuyn rng hoc i Bnh chng nhn u. 100 0 0 0 0 Thuyn Rng truyn thng 3 459 \spr\item\questkey\dragonboat.spr 41 2 1 Mang i bo danh tham gia thi u thuyn rng hoc i Bnh chng nhn nm. 100 0 0 0 0 Thuyn Rng u nga 3 460 \spr\item\questkey\dragonboat.spr 41 2 1 Dng i ly Bnh chng nhn trng 100 0 0 0 0 Thuyn Rng u Phng 3 461 \spr\item\questkey\dragonboat.spr 41 2 1 Dng i Tin dc hoc Bo thch 100 0 0 0 0 Thuyn Rng u th 3 462 \spr\item\questkey\dragonboat.spr 41 2 1 Dng i khong thch thn b 100 0 0 0 0 Thuyn Rng to 3 463 \spr\item\questkey\dragonboat.spr 41 2 1 Dng i trang b Hong Kim 100 0 0 0 0 Long u 3 464 \spr\item\questkey\dragonhead.spr 428 1 1 Mt b phn ca thuyn Rng Nhn chut phi xem chi tit 100 0 0 0 0 Thn Rng 3 465 \spr\item\questkey\dragonbody.spr 428 1 1 Mt b phn ca thuyn Rng Nhn chut phi xem chi tit 100 0 0 0 0 Xng Rng 3 466 \spr\item\questkey\keel.spr 428 1 1 Mt b phn ca thuyn Rng Nhn chut phi xem chi tit 100 0 0 0 0 ui Rng 3 467 \spr\item\questkey\dragontail.spr 428 1 1 Mt b phn ca thuyn Rng Nhn chut phi xem chi tit 100 0 0 0 0 Mi cho 3 468 \spr\item\questkey\oar.spr 428 1 1 Mt b phn ca thuyn Rng Nhn chut phi xem chi tit 100 0 0 0 0 Bnh li 3 469 \spr\item\questkey\helm.spr 428 1 1 Mt b phn ca thuyn Rng Nhn chut phi xem chi tit 100 0 0 0 0 Trng 3 470 \spr\item\songjin\wardrum.spr 428 1 1 Vt khng th thiu trong cc cuc so ti Nhn chut phi xem chi tit 100 0 0 0 0 Bnh chng nhn u 3 471 \spr\item\questkey\taskobj404.spr 366 1 1 "Tng 1 vn hoc 2 vn hoc 5 vn im kinh nghim mi gi ch c n 1 ci, Ch c th n 20 triu im sau khi tng cp im d s b mt" 100 0 0 0 0 Bnh chng nm hng 3 472 \spr\item\questkey\taskobj404.spr 366 1 1 "Tng 5 vn hoc 10 vn hoc 25 vn im kinh nghim mi gi ch c n 1 ci, Ch c th n 20 triu im sau khi tng cp im d s b mt" 100 0 0 0 0 Bnh chng trng 3 473 \spr\item\questkey\taskobj404.spr 366 1 1 "Tng 15 vn hoc 30 vn hoc 75 vn im kinh nghim mi gi ch c n 1 ci, Ch c th n 20 triu im sau khi tng cp im d s b mt" 100 0 0 0 0 Th a ph (s dng v hn) 3 474 \spr\item\special\Obj_TownPortal.spr 38 1 1 Lp tc tr li ni va n trc (S dng v hn) 100 0 0 0 0 Tm Tm Tng nh Ph (s dng v hn) 3 475 \spr\item\obj_item_heart.spr 346 1 1 S dng s lp tc n bn cnh ngi thng. (S dng v hn) 100 0 0 0 0 Mnh Sn H X Tc (100) 3 476 \spr\item\questkey\obj_item_shanhe.spr 351 1 1 Nhn chut phi s nhn c thm 100 tm 100 0 0 0 0 S thip hong kim 3 477 \spr\item\questkey\taskobj091.spr 38 1 1 Ngi di cp 80 dng nhn S ph. Ngi trn cp 80 dng nhn t C cc tnh nng ging nh S thip thng s nhn c nhiu im kinh nghim t S ph 100 0 0 0 0 V Lm t th quan chng lnh 3 478 \spr\item\questkey\obj_item_lection.spr 341 1 1 C th bit c tt c cc thng tin v nhng cuc thi u. 100 0 0 0 0 V lm quan chng lnh 3 479 \spr\item\questkey\card_all.spr 41 1 1 C th ng nhp c vo tt c cc Server thi u. 100 0 0 0 0 Hoa hng tnh i 3 480 \spr\item\questkey\flower.spr 330 1 1 Gip ngi chi tng 30 im may mn trong 1 gi. 100 0 0 0 0 SoCola tnh yu 3 481 \spr\item\obj_item_gifts.spr 345 1 1 S dng s tng im kinh nghim hoc nhn c bo thch bt k. 100 0 0 0 0 Nguyt H lo nhn 3 482 \spr\item\obj_item_gifts.spr 429 1 1 Nhn chut phi vo s nhn c SoCola tnh yu. 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 1" 3 483 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Phng Tng git 50 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 2" 3 484 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Phng Tng git 100 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 3" 3 485 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Phng Tng git 150 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 4" 3 486 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Hoa sn git 50 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 5" 3 487 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Hoa sn git 100 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 6" 3 488 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Hoa sn git 150 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 7" 3 489 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Kim Cc Ty Bc git 50 con Si , ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 8" 3 490 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Kim Cc Ty Bc git 100 con Si , ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 9" 3 491 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Kim Cc Ty Bc git 150 con Si , ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 10" 3 492 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Kim Quang ng git 50 tn Tho Khu, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 11" 3 493 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Kim Quang ng git 100 tn Tho Khu, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 12" 3 494 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Kim Quang ng git 150 tn Tho Khu, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 13" 3 495 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Kinh Hong ng git 50 tn Th Ph, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 14" 3 496 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Kinh Hong ng git 100 tn Th Ph, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 15" 3 497 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Kinh Hong ng git 150 tn Th Ph, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 16" 3 498 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Ta Vn ng git 50 tn sn Tc t, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 17" 3 499 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Ta Vn ng git 100 tn sn Tc t, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 18" 3 500 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Ta Vn ng git 150 tn sn Tc t, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 19" 3 501 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Tn Lng git 50 con nhm, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 20" 3 502 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Tn Lng git 100 con nhm, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 21" 3 503 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Tn Lng git 150 con nhm, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 22" 3 504 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 Tn lng git 50 tn Thit Tro, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 23" 3 505 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 Tn lng git 100 tn Thit Tro, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 24" 3 506 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 Tn lng git 150 tn Thit Tro, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 25" 3 507 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 Tn lng git 50 con Di , ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 26" 3 508 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 Tn lng git 50 con Di , ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 27" 3 509 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 Tn lng git 50 con Di , ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 28" 3 510 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 3 Tn lng git 50 tn Mc Nhn, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 29" 3 511 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 3 Tn lng git 100 tn Mc Nhn, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 30" 3 512 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 3 Tn lng git 150 tn Mc Nhn, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 31" 3 513 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Bng H ng git 50 tn Phi Lim, ng hnh t cp 75 tr " 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 32" 3 514 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Bng H ng git 100 tn Phi Lim, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 33" 3 515 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Bng H ng git150 tn Phi Lim, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 34" 3 516 \spr\item\script\item_huangjintupu.spr 38 1 1 n Vnh Lc trn git 50 con Heo trng 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 35" 3 517 \spr\item\script\item_huangjintupu.spr 38 1 1 n Vnh Lc trn git 100 con Heo trng 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 36" 3 518 \spr\item\script\item_huangjintupu.spr 38 1 1 n Vnh Lc trn git 150 con Heo trng 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 37" 3 519 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Trng Giang Nguyn u git 50 c Ni, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 38" 3 520 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Trng Giang Nguyn u git 100 c Ni, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 39" 3 521 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Trng Giang Nguyn u git 150 c Ni, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 40" 3 522 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Nhn Thch ng git 50 tn Hc Cn, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 41" 3 523 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Nhn Thch ng git 100 tn Hc Cn, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 42" 3 524 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Nhn Thch ng git 150 tn Hc Cn, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 43" 3 525 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thnh git 50 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 44" 3 526 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thnh git 100 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 45" 3 527 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thnh git 150 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 46" 3 528 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Mt o Tn Tng t git 50 tn Hung Tng, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 47" 3 529 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Mt o Tn Tng t git 100 tn Hung Tng, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 48" 3 530 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Mt o Tn Tng t git 150 tn Hung Tng, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 49" 3 531 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Nga Mi phi git 50 con kh nga, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 50" 3 532 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Nga Mi phi git 100 con kh nga, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 51" 3 533 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Nga Mi phi git 150 con kh nga, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 52" 3 534 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Mnh H ng git 50 con Bch St H, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 53" 3 535 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Mnh H ng git 100 con Bch St H, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 54" 3 536 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Mnh H ng git 150 con Bch St H, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 55" 3 537 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Kim Cc Ty Nam git 50 con nhm, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 56" 3 538 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Kim Cc Ty Nam git 100 con nhm, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 57" 3 539 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Kim Cc Ty Nam git 150 con nhm, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 58" 3 540 \spr\item\script\item_huangjintupu.spr 38 1 1 n Giang Thn thn git 50 con Heo trng 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 59" 3 541 \spr\item\script\item_huangjintupu.spr 38 1 1 n Giang Thn thn git 100 con Heo trng 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 60" 3 542 \spr\item\script\item_huangjintupu.spr 38 1 1 n Giang Thn thn git 150 con Heo trng 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 61" 3 543 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thanh Thnh sn git 50 con Kim iu, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 62" 3 544 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thanh Thnh sn git 100 con Kim iu, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 63" 3 545 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thanh Thnh sn git 150 con Kim iu, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 64" 3 546 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Bch Vn ng git 50 tn Lu Lng, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 65" 3 547 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Bch Vn ng git 100 tn Lu Lng, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 66" 3 548 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Bch Vn ng git 150 tn Lu Lng, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 67" 3 549 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thn Tin ng git 50 tn Trng ao, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 68" 3 550 \spr\item\script\item_huangjintupu.spr 38 1 1 "n ThnTin ng git 100 tn Trng ao, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 69" 3 551 \spr\item\script\item_huangjintupu.spr 38 1 1 "n ThnTin ng git 150 tn Trng ao, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 70" 3 552 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Hng Thy ng git 50 tn Lam Cn, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 71" 3 553 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Hng Thy ng git 100 tn Lam Cn, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 72" 3 554 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Hng Thy ng git 150 tn Lam Cn, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 73" 3 555 \spr\item\script\item_huangjintupu.spr 38 1 1 "n ng Mn git 50 con kh nga, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 74" 3 556 \spr\item\script\item_huangjintupu.spr 38 1 1 "n ng Mn git 100 con kh nga, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 75" 3 557 \spr\item\script\item_huangjintupu.spr 38 1 1 "n ng Mn git 150 con kh nga, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 76" 3 558 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Ph Dung ng git 50 tn Phi Lim, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 77" 3 559 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Ph Dung ng git 100 tn Phi Lim, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 78" 3 560 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Ph Dung ng git 150 tn Phi Lim, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 79" 3 561 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Bin Kinh git 50 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 80" 3 562 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Bin Kinh git 100 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 81" 3 563 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Bin Kinh git 150 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 82" 3 564 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 Thit Thp git 50 tn ao Binh, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 83" 3 565 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 Thit Thp git 100 tn ao Binh, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 84" 3 566 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 Thit Thp git 150 tn ao Binh, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 85" 3 567 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 Thit Thp git 50 tn Thng Binh, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 86" 3 568 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 Thit Thp git 50 tn Thng Binh, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 87" 3 569 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 Thit Thp git 50 tn Thng Binh, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 88" 3 570 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Phc Ngu sn git 50 con Si xanh, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 89" 3 571 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Phc Ngu sn git 100 con Si xanh, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 90" 3 572 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Phc Ngu sn git 150 con Si xanh, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 91" 3 573 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thin Tm ng git 50 tn on Kch, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 92" 3 574 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thin Tm ng git 100 tn on Kch, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 93" 3 575 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thin Tm ng git 150 tn on Kch, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 94" 3 576 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Kim Cc Trung Nguyn git 50 con Si Xm, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 95" 3 577 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Kim Cc Trung Nguyn git 100 con Si Xm, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 96" 3 578 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Kim Cc Trung Nguyn git 150 con Si Xm, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 97" 3 579 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thin Nhn Gio git 50 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 98" 3 580 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thin Nhn Gio git 100 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 99" 3 581 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thin Nhn Gio git 150 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 100" 3 582 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thin Nhn Gio tng 1 git 50 con Di, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 101" 3 583 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thin Nhn Gio tng 1 git 100 con Di, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 102" 3 584 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thin Nhn Gio tng 1 git 150 con Di, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 103" 3 585 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Tht St ng git 50 tn Mng Hn, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 104" 3 586 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Tht St ng git 100 tn Mng Hn, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 105" 3 587 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Tht St ng git 150 tn Mng Hn, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 106" 3 588 \spr\item\script\item_huangjintupu.spr 38 1 1 n Chu Tin trn git 50 con Heo trng 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 107" 3 589 \spr\item\script\item_huangjintupu.spr 38 1 1 n Chu Tin trn git 100 con Heo trng 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 108" 3 590 \spr\item\script\item_huangjintupu.spr 38 1 1 n Chu Tin trn git 150 con Heo trng 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 109" 3 591 \spr\item\script\item_huangjintupu.spr 38 1 1 n Ba Lng Huyn git 50 con Kim Miu. 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 110" 3 592 \spr\item\script\item_huangjintupu.spr 38 1 1 n Ba Lng Huyn git 100 con Kim Miu. 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 111" 3 593 \spr\item\script\item_huangjintupu.spr 38 1 1 n Ba Lng Huyn git 150 con Kim Miu. 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 112" 3 594 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Nam Nhc trn git 50 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 113" 3 595 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Nam Nhc trn git 100 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 114" 3 596 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Nam Nhc trn git 150 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 115" 3 597 \spr\item\script\item_huangjintupu.spr 38 1 1 "n o Hoa Vin git 50 con Hu m, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 116" 3 598 \spr\item\script\item_huangjintupu.spr 38 1 1 "n o Hoa Vin git 100 con Hu m, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 117" 3 599 \spr\item\script\item_huangjintupu.spr 38 1 1 "n o Hoa Vin git 150 con Hu m, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 118" 3 600 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Honh sn phi git 50 con Kim iu, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 119" 3 601 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Honh sn phi git 100 con Kim iu, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 120" 3 602 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Honh sn phi git 150 con Kim iu, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 121" 3 603 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thin Vng sn ng git 50 con Kim Miu,ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 122" 3 604 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thin Vng sn ng git 100 con Kim Miu,ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 123" 3 605 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thin Vng sn ng git 150 con Kim Miu,ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 124" 3 606 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 ng nh H git 50 con c su, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 125" 3 607 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 ng nh H git 100 con c su, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 126" 3 608 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 ng nh H git 150 con c su, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 127" 3 609 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thanh Loa o git 50 tn Lam Cn, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 128" 3 610 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thanh Loa o git 100 tn Lam Cn, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 129" 3 611 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thanh Loa o git 150 tn Lam Cn, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 130" 3 612 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thanh Loa o sn ng git 50 tn Thit Tro, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 131" 3 613 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thanh Loa o sn ng git 100 tn Thit Tro, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 132" 3 614 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thanh Loa o sn ng git 150 tn Thit Tro, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 133" 3 615 \spr\item\script\item_huangjintupu.spr 38 1 1 "n V lng sn git 50 con Thng ng, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 134" 3 616 \spr\item\script\item_huangjintupu.spr 38 1 1 "n V lng sn git 100 con Thng ng, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 135" 3 617 \spr\item\script\item_huangjintupu.spr 38 1 1 "n V lng sn git 150 con Thng ng, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 136" 3 618 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Bch Thy ng git 50 tn ng Chy, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 137" 3 619 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Bch Thy ng git 100 tn ng Chy, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 138" 3 620 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Bch Thy ng git 150 tn ng Chy, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 139" 3 621 \spr\item\script\item_huangjintupu.spr 38 1 1 "n i T ng git 50 tn ng Chy, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 140" 3 622 \spr\item\script\item_huangjintupu.spr 38 1 1 "n i T ng git 100 tn ng Chy, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 141" 3 623 \spr\item\script\item_huangjintupu.spr 38 1 1 "n i T ng git 150 tn ng Chy, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 142" 3 624 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Phc Lu ng git 50 con c su, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 143" 3 625 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Phc Lu ng git 100 con c su, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 144" 3 626 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Phc Lu ng git 150 con c su, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 145" 3 627 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Miu Lnh git 50 con Tru rng, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 146" 3 628 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Miu Lnh git 100 con Tru rng, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 147" 3 629 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Miu Lnh git 150 con Tru rng, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 148" 3 630 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Kho Lang ng git 50 tn Lang Bng, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 149" 3 631 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Kho Lang ng git 100 tn Lang Bng, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 150" 3 632 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Kho Lang ng git 150 tn Lang Bng, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 151" 3 633 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Sn Bo ng git 50 con Ha Vim H, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 152" 3 634 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Sn Bo ng git 100 con Ha Vim H, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 153" 3 635 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Sn Bo ng git 150 con Ha Vim H, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 154" 3 636 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Yn T ng git 50 con Di, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 155" 3 637 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Yn T ng git 100 con Di, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 156" 3 638 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Yn T ng git 150 con Di, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 157" 3 639 \spr\item\script\item_huangjintupu.spr 38 1 1 "n V Lng ng git 50 tn K Chy, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 158" 3 640 \spr\item\script\item_huangjintupu.spr 38 1 1 "n V Lng ng git 100 tn K Chy, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 159" 3 641 \spr\item\script\item_huangjintupu.spr 38 1 1 "n V Lng ng git 150 tn K Chy, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 160" 3 642 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Tng Dng git 50 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 161" 3 643 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Tng Dng git 100 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 162" 3 644 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Tng Dng git 150 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 163" 3 645 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Tng Dng mt o git 50 tn ao Binh, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 164" 3 646 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Tng Dng mt o git 100 tn ao Binh, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 165" 3 647 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Tng Dng mt o git 150 tn ao Binh, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 166" 3 648 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Dng Chu git 50 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 167" 3 649 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Dng Chu git 100 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 168" 3 650 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Dng Chu git 150 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 169" 3 651 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Ha Lang ng git 50 con Thng Hn, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 170" 3 652 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Ha Lang ng git 100 con Thng Hn, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 171" 3 653 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Ha Lang ng git 150 con Thng Hn, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 172" 3 654 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Phc Ngu sn git 50 con Si xanh, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 173" 3 655 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Phc Ngu sn git 100 con Si xanh, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 174" 3 656 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Phc Ngu sn git 150 con Si xanh, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 175" 3 657 \spr\item\script\item_huangjintupu.spr 38 1 1 "n K Qun ng git 50 con Ha Vn H, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 176" 3 658 \spr\item\script\item_huangjintupu.spr 38 1 1 "n K Qun ng git 100 con Ha Vn H, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 177" 3 659 \spr\item\script\item_huangjintupu.spr 38 1 1 "n K Qun ng git 150 con Ha Vn H, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 178" 3 660 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thc Cng n git 50 con Kh Xm, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 179" 3 661 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thc Cng n git 100 con Kh Xm, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 180" 3 662 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thc Cng n git 150 con Kh Xm, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 181" 3 663 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Tin Cc ng git 50 tn ao khch, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 182" 3 664 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Tin Cc ng git 100 tn ao khch, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 183" 3 665 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Tin Cc ng git 150 tn ao khch, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 184" 3 666 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Linh Cc ng git 50 con Gu nu, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 185" 3 667 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Linh Cc ng git 100 con Gu nu, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 186" 3 668 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Linh Cc ng git 150 con Gu nu, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 187" 3 669 \spr\item\script\item_huangjintupu.spr 38 1 1 n o Hng thn git 50 con Heo trng 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 188" 3 670 \spr\item\script\item_huangjintupu.spr 38 1 1 n o Hng thn git 100 con Heo trng 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 189" 3 671 \spr\item\script\item_huangjintupu.spr 38 1 1 n o Hng thn git 150 con Heo trng 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 190" 3 672 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Mc Nhn Hng git 50 tn Mc Nhn, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 191" 3 673 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Mc Nhn Hng git 100 tn Mc Nhn, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 192" 3 674 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Mc Nhn Hng git 150 tn Mc Nhn, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 193" 3 675 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thiu Lm mt tht git 50 tn ng Nhn, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 194" 3 676 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thiu Lm mt tht git 100 tn ng Nhn, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 195" 3 677 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thiu Lm mt tht git 150 tn ng Nhn, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 196" 3 678 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Phi Thin ng git 50 tn K Chy, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 197" 3 679 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Phi Thin ng git 100 tn K Chy, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 198" 3 680 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Phi Thin ng git 150 tn K Chy, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 199" 3 681 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Phong lng git 50 tn Thn T, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 200" 3 682 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Phong lng git 100 tn Thn T, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 201" 3 683 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Phong lng git 150 tn Thn T, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 202" 3 684 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 Tng Vn ng git 50 tn ao khch, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 203" 3 685 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 Tng Vn ng git 100 tn ao khch, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 204" 3 686 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 Tng Vn ng git 150 tn ao khch, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 205" 3 687 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 Tng Vn ng git 50 tn sn Tc, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 206" 3 688 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 Tng Vn ng git 100 tn sn Tc, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 207" 3 689 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 Tng Vn ng git 150 tn sn Tc, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 208" 3 690 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 3 Tng Vn ng git 50 tn Lang Bng, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 209" 3 691 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 3 Tng Vn ng git 100 tn Lang Bng, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 210" 3 692 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 3 Tng Vn ng git 150 tn Lang Bng, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 211" 3 693 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 4 Tng Vn ng git 50 tn Ngc Din, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 212" 3 694 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 4 Tng Vn ng git 100 tn Ngc Din, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 213" 3 695 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 4 Tng Vn ng git 150 tn Ngc Din, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 214" 3 696 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 5 Tng Vn ng git 50 tn n Ph, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 215" 3 697 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 5 Tng Vn ng git 100 tn n Ph, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 216" 3 698 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 5 Tng Vn ng git 150 tn n Ph, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 217" 3 699 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Dng Trung ng git 50 tn K Chy, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 218" 3 700 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Dng Trung ng git 100 tn K Chy, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 219" 3 701 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Dng Trung ng git 150 tn K Chy, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 220" 3 702 \spr\item\script\item_huangjintupu.spr 38 1 1 n Long Mn trn git 50 con Kim Miu. 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 221" 3 703 \spr\item\script\item_huangjintupu.spr 38 1 1 n Long Mn trn git 100 con Kim Miu. 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 222" 3 704 \spr\item\script\item_huangjintupu.spr 38 1 1 n Long Mn trn git 150 con Kim Miu. 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 223" 3 705 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Hong H Nguyn u git 50 con Bch h, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 224" 3 706 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Hong H Nguyn u git 100 con Bch h, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 225" 3 707 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Hong H Nguyn u git 150 con Bch h, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 226" 3 708 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Lo H ng git 50 tn Trng Thng, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 227" 3 709 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Lo H ng git 100 tn Trng Thng, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 228" 3 710 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Lo H ng git 150 tn Trng Thng, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 229" 3 711 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Cn Vin ng git 50 con Voi Hong H, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 230" 3 712 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Cn Vin ng git 100 con Voi Hong H, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 231" 3 713 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Cn Vin ng git 150 con Voi Hong H, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 232" 3 714 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Lu Tin ng git 50 tn on Kch, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 233" 3 715 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Lu Tin ng git 100 tn on Kch, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 234" 3 716 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Lu Tin ng git 150 tn on Kch, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 235" 3 717 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 Lu Tin ng git 50 tn Ngc Din, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 236" 3 718 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 Lu Tin ng git 100 tn Ngc Din, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 237" 3 719 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 Lu Tin ng git 150 tn Ngc Din, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 238" 3 720 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 3 Lu Tin ng git 50 tn Lu Lng, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 239" 3 721 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 3 Lu Tin ng git 100 tn Lu Lng, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 240" 3 722 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 3 Lu Tin ng git 150 tn Lu Lng, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 241" 3 723 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 4 Lu Tin ng git 50 tn Bnh Thng, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 242" 3 724 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 4 Lu Tin ng git 100 tn Bnh Thng, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 243" 3 725 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 4 Lu Tin ng git 150 tn Bnh Thng, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 244" 3 726 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 5 Lu Tin ng git 50 tn K Chy, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 245" 3 727 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 5 Lu Tin ng git 100 tn K Chy, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 246" 3 728 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 5 Lu Tin ng git 150 tn K Chy, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 247" 3 729 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 6 Lu Tin ng git 50 tn Hnh Gi, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 248" 3 730 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 6 Lu Tin ng git 100 tn Hnh Gi, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 249" 3 731 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 6 Lu Tin ng git 150 tn Hnh Gi, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 250" 3 732 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Bng Huyt ng git 50 tn Tuyt Qui, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 251" 3 733 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Bng Huyt ng git 100 tn Tuyt Qui, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 252" 3 734 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Bng Huyt ng git 150 tn Tuyt Qui, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 253" 3 735 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Kin Tnh Phong sn ng git 50 tn n Ph, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 254" 3 736 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Kin Tnh Phong sn ng git 100 tn n Ph, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 255" 3 737 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Kin Tnh Phong sn ng git 150 tn n Ph, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 256" 3 738 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Sa Mc a Biu git 50 con B cp, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 257" 3 739 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Sa Mc a Biu git 100 con B cp, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 258" 3 740 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Sa Mc a Biu git 150 con B cp, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 259" 3 741 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 Sa Mc sn ng git 50 tn Lu Vn, ng hnh t cp 85 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 260" 3 742 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 Sa Mc sn ng git 100 tn Lu Vn, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 261" 3 743 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 Sa Mc sn ng git 150 tn Lu Vn, ng hnh t cp 85 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 262" 3 744 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 Sa Mc sn ng git 50 tn Lu Vn, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 263" 3 745 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 Sa Mc sn ng git 100 tn Lu Vn, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 264" 3 746 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 Sa Mc sn ng git 150 tn Lu Vn, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 265" 3 747 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Khoi Hot lm git 50 tn ng Chy, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 266" 3 748 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Khoi Hot lm git 100 tn ng Chy, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 267" 3 749 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Khoi Hot lm git 150 tn ng Chy, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 268" 3 750 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Dc Vng cc git 50 con Linh Miu, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 269" 3 751 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Dc Vng cc git 100 con Linh Miu, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 270" 3 752 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Dc Vng cc git 150 con Linh Miu, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 271" 3 753 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 Dc Vng ng git 50 tn Thit Tro, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 272" 3 754 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 Dc Vng ng git 100 tn Thit Tro, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 273" 3 755 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 Dc Vng ng git 150 tn Thit Tro, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 274" 3 756 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 Dc Vng ng git 50 tn ng Chy, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 275" 3 757 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 Dc Vng ng git 100 tn ng Chy, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 276" 3 758 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 Dc Vng ng git 150 tn ng Chy, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 277" 3 759 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 3 Dc Vng ng git 50 tn Lam Cn, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 278" 3 760 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 3 Dc Vng ng git 100 tn Lam Cn, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 279" 3 761 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 3 Dc Vng ng git 150 tn Lam Cn, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 280" 3 762 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 4 Dc Vng ng git 50 tn Xuyn sn, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 281" 3 763 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 4 Dc Vng ng git 100 tn Xuyn sn, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 282" 3 764 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 4 Dc Vng ng git 150 tn Xuyn sn, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 283" 3 765 \spr\item\script\item_huangjintupu.spr 38 1 1 "n C Dng ng git 50 tn K Chy, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 284" 3 766 \spr\item\script\item_huangjintupu.spr 38 1 1 "n C Dng ng git 100 tn K Chy, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 285" 3 767 \spr\item\script\item_huangjintupu.spr 38 1 1 "n C Dng ng git 150 tn K Chy, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 286" 3 768 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Mc Cao Qut git 50 tn Phi Sa, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 287" 3 769 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Mc Cao Qut git 100 tn Phi Sa, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 288" 3 770 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Mc Cao Qut git 150 tn Phi Sa, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 289" 3 771 \spr\item\script\item_huangjintupu.spr 38 1 1 n Thch C trn git 50 con Heo trng 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 290" 3 772 \spr\item\script\item_huangjintupu.spr 38 1 1 n Thch C trn git 100 con Heo trng 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 291" 3 773 \spr\item\script\item_huangjintupu.spr 38 1 1 n Thch C trn git 150 con Heo trng 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 292" 3 774 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thy Yn mn git 50 con Hon Hng, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 293" 3 775 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thy Yn mn git 100 con Hon Hng, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 294" 3 776 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Thy Yn mn git 150 con Hon Hng, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 295" 3 777 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Cm a m cung git 50 tn Hc Cn, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 296" 3 778 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Cm a m cung git 100 tn Hc Cn, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 297" 3 779 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Cm a m cung git 150 tn Hc Cn, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 298" 3 780 \spr\item\script\item_huangjintupu.spr 38 1 1 "n i L git 50 con Thn ln , ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 299" 3 781 \spr\item\script\item_huangjintupu.spr 38 1 1 "n i L git 100 con Thn ln , ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 300" 3 782 \spr\item\script\item_huangjintupu.spr 38 1 1 "n i L git 150 con Thn ln , ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 301" 3 783 \spr\item\script\item_huangjintupu.spr 38 1 1 "n c B Gia a o git 50 tn c b, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 302" 3 784 \spr\item\script\item_huangjintupu.spr 38 1 1 "n c B Gia a o git 100 tn c b, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 303" 3 785 \spr\item\script\item_huangjintupu.spr 38 1 1 "n c B Gia a o git 150 tn c b, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 304" 3 786 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 Thin Tm thp git 50 tn Mng Hn, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 305" 3 787 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 Thin Tm thp git 100 tn Mng Hn, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 306" 3 788 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 Thin Tm thp git 150 tn Mng Hn, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 307" 3 789 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 Thin Tm thp git 50 tn Lu Lng, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 308" 3 790 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 Thin Tm thp git 100 tn Lu Lng, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 309" 3 791 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 Thin Tm thp git 150 tn Lu Lng, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 310" 3 792 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 3 Thin Tm thp git 50 tn Song Phong, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 311" 3 793 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 3 Thin Tm thp git 100 tn Song Phong, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 312" 3 794 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 3 Thin Tm thp git 150 tn Song Phong, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 313" 3 795 \spr\item\script\item_huangjintupu.spr 38 1 1 "n im Thng sn git 50 con X L, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 314" 3 796 \spr\item\script\item_huangjintupu.spr 38 1 1 "n im Thng sn git 100 con X L, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 315" 3 797 \spr\item\script\item_huangjintupu.spr 38 1 1 "n im Thng sn git 150 con X L, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 316" 3 798 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Phng Nhn ng git 50 con Di , ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 317" 3 799 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Phng Nhn ng git 100 con Di , ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 318" 3 800 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Phng Nhn ng git 150 con Di , ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 319" 3 801 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Long Nhn ng git 50 tn Li Ph, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 320" 3 802 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Long Nhn ng git 100 tn Li Ph, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 321" 3 803 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Long Nhn ng git 150 tn Li Ph, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 322" 3 804 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Th Ph ng git 50 tn Mng Hn, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 323" 3 805 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Th Ph ng git 100 tn Mng Hn, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 324" 3 806 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Th Ph ng git 150 tn Mng Hn, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 325" 3 807 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 im Thng ng git 50 tn Mng Hn, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 326" 3 808 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 im Thng ng git 100 tn Mng Hn, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 327" 3 809 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 1 im Thng ng git 150 tn Mng Hn, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 328" 3 810 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 im Thng ng git 50 tn Ngc Din, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 329" 3 811 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 im Thng ng git 100 tn Ngc Din, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 330" 3 812 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 2 im Thng ng git 150 tn Ngc Din, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 331" 3 813 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 3 im Thng ng git 50 tn Hc Cn, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 332" 3 814 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 3 im Thng ng git 100 tn Hc Cn, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 333" 3 815 \spr\item\script\item_huangjintupu.spr 38 1 1 "n tng 3 im Thng ng git 150 tn Hc Cn, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 334" 3 816 \spr\item\script\item_huangjintupu.spr 38 1 1 "n V Danh ng git 50 tn Trng Thng, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 335" 3 817 \spr\item\script\item_huangjintupu.spr 38 1 1 "n V Danh ng git 100 tn Trng Thng, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 336" 3 818 \spr\item\script\item_huangjintupu.spr 38 1 1 "n V Danh ng git 150 tn Trng Thng, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 337" 3 819 \spr\item\script\item_huangjintupu.spr 38 1 1 n Long Tuyn thn git 50 con Heo trng 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 338" 3 820 \spr\item\script\item_huangjintupu.spr 38 1 1 n Long Tuyn thn git 100 con Heo trng 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 339" 3 821 \spr\item\script\item_huangjintupu.spr 38 1 1 n Long Tuyn thn git 150 con Heo trng 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 340" 3 822 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Lm An git 50 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 341" 3 823 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Lm An git 100 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 342" 3 824 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Lm An git 150 con nhm, ng hnh t cp 5 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 343" 3 825 \spr\item\script\item_huangjintupu.spr 38 1 1 "n La Tiu sn git 50 con Si Xm, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 344" 3 826 \spr\item\script\item_huangjintupu.spr 38 1 1 "n La Tiu sn git 100 con Si Xm, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 345" 3 827 \spr\item\script\item_huangjintupu.spr 38 1 1 "n La Tiu sn git 150 con Si Xm, ng hnh t cp 15 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 346" 3 828 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Long Cung ng git 50 tn Hc Cn, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 347" 3 829 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Long Cung ng git 100 tn Hc Cn, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 348" 3 830 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Long Cung ng git 150 tn Hc Cn, ng hnh t cp 35 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 349" 3 831 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Lng Thy ng git 50 tn nh Cn, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 350" 3 832 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Lng Thy ng git 100 tn nh Cn, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 351" 3 833 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Lng Thy ng git 150 tn nh Cn, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 352" 3 834 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Nghit Long ng git 50 tn Bnh Thng, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 353" 3 835 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Nghit Long ng git 100 tn Bnh Thng, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 354" 3 836 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Nghit Long ng git 150 tn Bnh Thng, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 355" 3 837 \spr\item\script\item_huangjintupu.spr 38 1 1 "n V Di sn git 50 con Tuyt Bo, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 356" 3 838 \spr\item\script\item_huangjintupu.spr 38 1 1 "n V Di sn git 100 con Tuyt Bo, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 357" 3 839 \spr\item\script\item_huangjintupu.spr 38 1 1 "n V Di sn git 150 con Tuyt Bo, ng hnh t cp 25 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 358" 3 840 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Ngc Hoa ng git 50 tn Lam Cn, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 359" 3 841 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Ngc Hoa ng git 100 tn Lam Cn, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 360" 3 842 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Ngc Hoa ng git 150 tn Lam Cn, ng hnh t cp 45 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 361" 3 843 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Dng Gic ng git 50 tn K Chy, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 362" 3 844 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Dng Gic ng git 100 tn K Chy, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 363" 3 845 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Dng Gic ng git 150 tn K Chy, ng hnh t cp 55 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 364" 3 846 \spr\item\script\item_huangjintupu.spr 38 1 1 "nThanh Kh ng git 50 tn Phi Lim, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 365" 3 847 \spr\item\script\item_huangjintupu.spr 38 1 1 "nThanh Kh ng git 100 tn Phi Lim, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 366" 3 848 \spr\item\script\item_huangjintupu.spr 38 1 1 "nThanh Kh ng git 150 tn Phi Lim, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 367" 3 849 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Lm Du Quan git 50 tn Bn Li, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 368" 3 850 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Lm Du Quan git 50 tn Bn Li, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 369" 3 851 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Lm Du Quan git 50 tn Bn Li, ng hnh t cp 65 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 370" 3 852 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Chn ni Trng Bch git 50 tn c B, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 371" 3 853 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Chn ni Trng Bch git 100 tn c B, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 372" 3 854 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Chn ni Trng Bch git 150 tn c B, ng hnh t cp 75 tr ln" 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 373" 3 855 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Trng Bch nam git 50 tn Sng ao, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 374" 3 856 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Trng Bch nam git 100 tn Sng ao, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 375" 3 857 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Trng Bch nam git 150 tn Sng ao, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 376" 3 858 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Trng Bch bc nh 50 tn ao Trm, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 377" 3 859 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Trng Bch bc nh 100 tn ao Trm, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 378" 3 860 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Trng Bch bc nh 150 tn ao Trm, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 379" 3 861 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Mc Bc git 50 tn Mng C V S, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 380" 3 862 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Mc Bc git 100 tn Mng C V S, ng hnh t cp 85 tr ln." 100 0 0 0 0 "Mt ""ng hnh luyn cp"" 381" 3 863 \spr\item\script\item_huangjintupu.spr 38 1 1 "n Mc Bc git 150 tn Mng C V S, ng hnh t cp 85 tr ln." 100 0 0 0 0 Mnh Hong Kim 3 864 \spr\item\obj_item_gifts.spr 430 1 1 Vt phm trong cc hot ng 100 0 0 0 0 Mt nhim v gio dc 3 865 \spr\item\script\item_huangjintupu.spr 38 1 1 n Long Vng i nh cc g 30 ln 100 0 0 0 0 Nguyt Quang bo 3 866 \spr\item\script\zq_ygbh.spr 428 2 2 "Vt phm hot ng, Nhn chut phi xem chi tit" 100 0 0 0 0 V Lm i hng bao 3 867 \spr\item\obj_item_jixiang.spr 347 1 1 Nhn chut phi xem chi tit 100 0 0 0 0 Hoa hng tnh yu 3 868 \spr\item\questkey\flower.spr 431 1 1 Vt phm hot ng 100 0 0 0 0 Scla tnh yu 3 869 \spr\item\obj_item_gifts.spr 345 1 1 S dng s tng 1 s im kinh nghim Mang 9 ci n gp Nguyt lo i thng 100 0 0 0 0 Kim Cang Bt Ph.ng hnh Mt tch 3 870 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Gip ng hnh tng k nng ""Kim Cang Bt Ph"", tng phng th mi mt ng hnh hc c ti a 20 quyn." 100 0 0 0 0 Bch c Bt Xm. ng hnh Mt tch 3 871 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Gip ng hnh tng k nng ""Bch c Bt Xm"", tng phng c mi mt ng hnh hc c ti a 20 quyn." 100 0 0 0 0 Bng Tuyt S Dung. ng hnh Mt tch 3 872 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Gip ng hnh tng k nng ""Bng Tuyt S Dung"", tng phng bng mi mt ng hnh hc c ti a 20 quyn." 100 0 0 0 0 Chn Ha Khng Lc. ng hnh Mt tch 3 873 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Gip ng hnh tng k nng ""Chn Ha Khng Lc"", tng phng ha mi mt ng hnh hc c ti a 20 quyn." 100 0 0 0 0 Li nh H Gip. ng hnh Mt tch 3 874 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Gip ng hnh tng k nng ""Li nh H Gip"", tng phng Li mi mt ng hnh hc c ti a 20 quyn." 100 0 0 0 0 Trn Ngc Ph Thin. ng hnh Mt tch (Tuyt k) 3 875 \spr\item\questkey\taskobj090.spr 374 1 1 "Gip ng hnh tng k nng ""Trn Ngc Ph Thin"", rt nhn thi gian trng c." 100 0 0 0 0 i Bi Ch. ng hnh Mt tch (Tuyt k) 3 876 \spr\item\questkey\taskobj090.spr 374 1 1 "Gip ng hnh tng k nng ""i Bi Ch"", tng phng c" 100 0 0 0 0 Luyn Ngc H C. ng hnh Mt tch (Tuyt k) 3 877 \spr\item\questkey\taskobj090.spr 374 1 1 "Gip ng hnh tng k nng ""Luyn Ngc H Ct"", tng phng c" 100 0 0 0 0 Thc Ct Huyt Nhn. ng hnh Mt tch (Tuyt k) 3 878 \spr\item\questkey\taskobj090.spr 374 1 1 "Gip ng hnh tng k nng ""Thc Ct Huyt Nhn"", tng thi gian hi phc" 100 0 0 0 0 Nghch Chuyn Tm Kinh. ng hnh Mt tch (Tuyt k) 3 879 \spr\item\questkey\taskobj090.spr 374 1 1 "Gip ng hnh tng k nng ""Nghch Chuyn Tm Kinh"", tng tc di chuyn" 100 0 0 0 0 Huyn Bng m Kh. ng hnh Mt tch (Tuyt k) 3 880 \spr\item\questkey\taskobj090.spr 374 1 1 "Gip ng hnh tng k nng ""Huyn Bng m Kh"", tng phng ha" 100 0 0 0 0 Trn Khng Phm Tn. ng hnh Mt tch (Tuyt k) 3 881 \spr\item\questkey\taskobj090.spr 374 1 1 "Gip ng hnh tng k nng ""Trn Khng Phn Tn"", tng phng th " 100 0 0 0 0 Ha Phng Khinh Ngm. ng hnh Mt tch (Tuyt k) 3 882 \spr\item\questkey\taskobj090.spr 374 1 1 "Gip ng hnh tng k nng ""Ha Phng Khinh Ngm"", tng tc di chuyn" 100 0 0 0 0 Thun Dng V Cc. ng hnh Mt tch (Tuyt k) 3 883 \spr\item\questkey\taskobj090.spr 374 1 1 "Gip ng hnh tng k nng ""Thun Dng V Cc"", tng thi gian hi phc" 100 0 0 0 0 Vn Sinh Kt Hi. ng hnh Mt tch (Tuyt k) 3 884 \spr\item\questkey\taskobj090.spr 374 1 1 "Gip ng hnh tng k nng ""Vn Sinh Kt Hi"", tng phng bng" 100 0 0 0 0 Bnh Ha Kh Quyt. ng hnh Mt tch (H tr) 3 885 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Gip ng hnh tng k nng ""Bnh Ha Kh Quyt"", tng chnh xc cng kch" 100 0 0 0 0 H Khng Thim nh. ng hnh Mt tch (H tr) 3 886 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Gip ng hnh tng k nng ""H Khng Thim nh"", tng kh nng trnh n " 100 0 0 0 0 Hi Thn Tnh Tm. ng hnh Mt tch (H tr) 3 887 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Gip ng hnh tng k nng ""Hi Thn Tnh Tm"", tng t l chnh xc" 100 0 0 0 0 V Nim Tm Kinh. ng hnh Mt tch (Ch thut) 3 888 \spr\item\questkey\taskobj075.spr 375 1 1 "Gip ng hnh tng k nng ""V Nim Tm Kinh"", tng phng li" 100 0 0 0 0 Ng Hnh V Tng. ng hnh Mt tch (H tr) 3 889 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Gip ng hnh tng k nng ""Ng Hnh V Tng"", tng ton b khng tnh" 100 0 0 0 0 Di Kh Phiu Tung. ng hnh Mt tch (H tr) 3 890 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Gip ng hnh tng k nng ""Di Kh Phiu Tung"", tng tc di chuyn" 100 0 0 0 0 Hoa Phi ip V. ng hnh Mt tch (H tr) 3 891 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Gip ng hnh tng k nng ""Hoa Phi ip V"", tng tc c xut chiu h Ngoi cng" 100 0 0 0 0 Lu Quang Phi V. ng hnh Mt tch (##) 3 892 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Gip ng hnh tng k nng ""Lu Quang Phi V"", tng tc c xut chiu h Ni cng" 100 0 0 0 0 Hon B Chi Thn. ng hnh Mt tch (H tr) 3 893 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Gip ng hnh tng k nng ""Hon B Chi Thn"", tng kh nng phn n" 100 0 0 0 0 o Hnh Nghch Thi. ng hnh Mt tch (H tr) 3 894 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Gip ng hnh tng k nng ""o Hnh Nghch Thi"", tng kh nng phn n xa" 100 0 0 0 0 Tnh Ngo Tam ng. ng hnh Mt tch (H tr) 3 895 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Gip ng hnh tng k nng ""Tnh Ngo Tam ng"", gim thi gian b thng " 100 0 0 0 0 im Huyt Tit Mch. ng hnh Mt tch (Ch thut) 3 896 \spr\item\questkey\taskobj075.spr 375 1 1 "Gip ng hnh tng k nng ""im Huyt Tit Mch"", gim phng bng" 100 0 0 0 0 Vn c Bt Phc. ng hnh Mt tch (H tr) 3 897 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Gip ng hnh tng k nng ""Vn c Bt Phc"", nhanh chng hi phc khi trng c" 100 0 0 0 0 Thn Khinh Nh Yn. ng hnh Mt tch (H tr) 3 898 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Gip ng hnh tng k nng ""Thn Khinh Nh Yn"", lp tc hi phc tc di chuyn" 100 0 0 0 0 Ngng m Quy Nguyn. ng hnh Mt tch (H tr) 3 899 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Gip ng hnh tng k nng ""Ngng m Quy Nguyn"", phc hi khi b chong" 100 0 0 0 0 Dch Ct Kinh. ng hnh Mt tch (H tr) 3 900 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Gip ng hnh tng k nng ""Dch Ct Kinh"", v hiu n ch mnh ca i phng" 100 0 0 0 0 Thc Thn Thut. ng hnh Mt tch (Ch thut) 3 901 \spr\item\questkey\taskobj075.spr 375 1 1 "Gip ng hnh tng k nng ""Thc Thn Thut"", khng ch ng tc ca i phng" 100 0 0 0 0 Hon Thn Thut. ng hnh Mt tch (Ch thut) 3 902 \spr\item\questkey\taskobj075.spr 375 1 1 "Gip ng hnh tng k nng ""Hon Thn Thut"" khng ch ng tc ca i phng" 100 0 0 0 0 Huyn Mc nh Thn thut. ng hnh Mt tch (Ch thut) 3 903 \spr\item\questkey\taskobj075.spr 375 1 1 "Gip ng hnh tng k nng ""Huyn Mc nh Thn thut"", tng mc gy chong" 100 0 0 0 0 ch Th m Dng. ng hnh Mt tch (H tr) 3 904 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Gip ng hnh tng k nng ""ch Th m Dng"", tng Sinh lc" 100 0 0 0 0 An Ph Chi Ng. ng hnh Mt tch (H tr) 3 905 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Gip ng hnh tng k nng ""An Ph Chi Ng"", lp tc hi phc Sinh lc" 100 0 0 0 0 Tam Sinh Hu Hnh. ng hnh Mt tch (H tr) 3 906 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Gip ng hnh tng k nng ""Tam Sinh Hu Hnh"", tng im may mn" 100 0 0 0 0 Qu M M Hoc. ng hnh Mt tch (Ch thut) 3 907 \spr\item\questkey\taskobj075.spr 375 1 1 "Gip ng hnh tng k nng ""Qu M M Hoc"", v hiu n ch mnh ca i phng" 100 0 0 0 0 ot Mnh Trin Nhiu. ng hnh Mt tch (Ch thut) 3 908 \spr\item\questkey\taskobj075.spr 375 1 1 "Gip ng hnh tng k nng ""ot Mnh Trin Nhiu"", v hiu kh nng di chuyn ca i phng" 100 0 0 0 0 Yu H Tri nh. ng hnh Mt tch (Ch thut) 3 909 \spr\item\questkey\taskobj075.spr 375 1 1 "Gip ng hnh tng k nng ""Yu H Tri nh"", v hiu chnh xc ca i phng" 100 0 0 0 0 Hoc Thn Lon Tm. ng hnh Mt tch (Ch thut) 3 910 \spr\item\questkey\taskobj075.spr 375 1 1 "Gip ng hnh tng k nng ""Hoc Thn Lon Tm"", v hiu n ch mnh ca i phng" 100 0 0 0 0 C Thn Toi nh. ng hnh Mt tch (Ch thut) 3 911 \spr\item\questkey\taskobj075.spr 375 1 1 "Gip ng hnh tng k nng ""C Thn Toi nh"", gim ton b khng tnh ca i phng" 100 0 0 0 0 T Vong Ki Bn. ng hnh Mt tch (Ch thut) 3 912 \spr\item\questkey\taskobj075.spr 375 1 1 "Gip ng hnh tng k nng ""T Vong Ki Bn"", v hiu kh nng di chuyn ca i phng" 100 0 0 0 0 Thm Hn Nim Xng. ng hnh Mt tch (Ch thut) 3 913 \spr\item\questkey\taskobj075.spr 375 1 1 "Gip ng hnh tng k nng ""Thm Hn Nim Xng"", gim tc xut chiu ca i phng" 100 0 0 0 0 Cp Phch Chi Ch. ng hnh Mt tch (Ch thut) 3 914 \spr\item\questkey\taskobj075.spr 375 1 1 "Gip ng hnh tng k nng ""Cp Phch Chi Ch"", gim tc xut chiu ca i phng" 100 0 0 0 0 Ha Ty V . ng hnh Mt tch (Ch thut) 3 915 \spr\item\questkey\taskobj075.spr 375 1 1 "Gip ng hnh tng k nng ""Ha Ty V "", v hiu kh nng phn n ca i phng" 100 0 0 0 0 Dung Ct V Tung. ng hnh Mt tch (Ch thut) 3 916 \spr\item\questkey\taskobj075.spr 375 1 1 "Gip ng hnh tng k nng ""Dung Ct V Tung"", v hiu kh nng phn n ca i phng" 100 0 0 0 0 m Triu Chi Kh. ng hnh Mt tch (Hy b) 3 917 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Gip ng hnh tng k nng ""m Triu Chi Kh"", tng kh nng pht c" 100 0 0 0 0 m c Chi Th. ng hnh Mt tch (Ch thut) 3 918 \spr\item\questkey\taskobj075.spr 375 1 1 "Gip ng hnh tng k nng ""m c Chi Th"", tng kh nng pht c" 100 0 0 0 0 Tam Phc Chi Kh. ng hnh Mt tch (Ch thut) 3 919 \spr\item\questkey\taskobj075.spr 375 1 1 "Gip ng hnh tng k nng ""Tam Phc Chi Kh"", ko di trng thi gy chong cho i phng" 100 0 0 0 0 Nam Minh Tam on Kch. ng hnh Mt tch (V cng) 3 920 \spr\item\questkey\taskobj090.spr 374 1 1 "Gip ng hnh tng k nng ""Nam Minh Tam on Kch"", tng tn cng Vt l " 100 0 0 0 0 Tn S Mc yu bi 3 921 \spr\item\task\item_xinshimu.spr 385 1 2 S dng s phc hi 10 im m 100 0 0 0 0 Tn S ng yu bi 3 922 \spr\item\task\item_xinshitong.spr 385 1 2 S dng s phc hi 15 im m 100 0 0 0 0 Tn S Ngn yu bi 3 923 \spr\item\task\item_xinshiyin.spr 385 1 2 S dng s phc hi 20 im m 100 0 0 0 0 Tn S Kim yu bi 3 924 \spr\item\task\item_xinshijin.spr 385 1 2 S dng s phc hi 25 im m 100 0 0 0 0 Ng T Tn S yu bi 3 925 \spr\item\task\item_xinshiyuci.spr 385 1 2 S dng s phc hi 30 im m 100 0 0 0 0 Bnh Trung Thu chy 3 926 \spr\item\special\Ԣ.spr 377 1 1 S dng s tng kinh nghim. 100 0 0 0 0 Bnh Trung Thu u Xanh 3 927 \spr\item\mid_autumn\yuebing.spr 377 1 1 C th i c mt Tin Tho L ti Minh Nguyt Lo Nhn 100 0 0 0 0 Bnh Trung thu ht sen 3 928 \spr\item\mid_autumn\yuebing.spr 377 1 1 "S dng s nhn c (20 vn, 30 vn, hoc 40 vn) kinh nghim." 100 0 0 0 0 Bnh Trung Thu u Trng 3 929 \spr\item\mid_autumn\yuebing.spr 377 1 1 C th i c mt Phc Duyn L ti Minh Nguyt Lo Nhn 100 0 0 0 0 Bnh Trung thu sen trng 3 930 \spr\item\mid_autumn\yuebing.spr 377 1 1 "S dng s nhn c (50 vn,100 vn,150 vn) kinh nghim." 100 0 0 0 0 Bnh Trung Thu Qu Nhn 3 931 \spr\item\mid_autumn\yuebing.spr 377 1 1 C th i c mt Thn b i Hng Bao ti Minh Nguyt Lo Nhn. 100 0 0 0 0 Bnh Trung Thu thp cm 3 932 \spr\item\mid_autumn\yuebing.spr 377 1 1 "C th i c Trang b Hong Kim ""nh Quc An Bang "" ti Minh Nguyt Lo Nhn." 100 0 0 0 0 L vt Trung Thu 3 933 \spr\item\mid_autumn\zhongqiuwupin.spr 432 1 1 C th c c nguyn liu lm Bnh Trung Thu. 1 0 0 0 0 B quyt gia truyn 3 934 \spr\item\questkey\taskobj075.spr 41 1 1 Mt loi b quyt lm bnh Trung Thu 1 0 0 0 0 Hp l phm Trung thu 3 935 \spr\item\mid_autumn\zhongqiuwupin.spr 432 1 1 Bn trong cha bt m v bt sen 100 0 0 0 0 Ha Tt Mt Hm 3 936 \spr\item\questkey\taskobj075.spr 41 1 1 Bc mt hm cha nhiu b n 1 0 0 0 0 V Nhn V Ng. Mt tch ch thut ng hnh 3 937 \spr\item\questkey\taskobj075.spr 375 1 1 "Gip ng hnh tng k nng ""V Nhn V Ng"", v hiu phng ha ca i phng" 100 0 0 0 0 Rng c 3 938 \spr\item\oldbox\oldbox.spr 433 1 1 Khng bit bn trong Bo rng ny cha nhng vt qu g y? (C th l trang b Bc Kinh Chi Mng hoc Nh in Chi Hn. Nhn chut phi m) 10000 0 0 0 0 Mt nhim v 3 939 \spr\item\questkey\taskobj405.spr 366 1 1 Nhn chut phi xem chi tit 10000 0 0 0 0 Mt nhim v 3 940 \spr\item\questkey\random_taskbook.spr 341 1 1 \script\item\taskitem_show.lua 10000 0 0 0 0 Tng Bo 3 941 \spr\item\questkey\treasuremap.spr 341 1 1 \script\item\treasuremap_show.lua 10000 0 0 0 0 Qu Huy Hong (thp) 3 942 \spr\item\questkey\huihuangzhiguo.spr 377 1 1 n vo s tng gp i cng lc 10000 0 0 0 0 Qu Huy Hong (trung) 3 943 \spr\item\questkey\huihuangzhiguo.spr 377 1 1 n vo s tng gp i cng lc 10000 0 0 0 0 Qu Huy Hong (cao) 3 944 \spr\item\questkey\huihuangzhiguo.spr 377 1 1 n vo s tng gp i cng lc 10000 0 0 0 0 Qu Hong Kim 3 945 \spr\item\questkey\huangjinzhiguo.spr 377 1 1 n vo s tng gp i cng lc 10000 0 0 0 0 Bao Mt n 3 946 \spr\item\script\item_chrismasbox.spr 377 1 1 "Bn trong gm c10 Mt n: Thiu nin, Thanh nin ng hnh" 10000 0 0 0 0 Bao Mt n 3 947 \spr\item\script\item_chrismasbox.spr 377 1 1 Bn trong cha 1 Mt n ngu nhin 10000 0 0 0 0 Bao Dc hon 3 948 \spr\item\obj_item_jixiang.spr 377 1 1 Bn trong cha nhiu b dc 10000 0 0 0 0 Mt Nhim v ngu nhin (Huyn Thit Kim) 3 949 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c thanh Huyn Thit Kim (Ng hnh ngu nhin) 10000 0 0 0 0 Mt Nhim v ngu nhin (i Phong ao) 3 950 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c thanh i Phong ao (Ng hnh ngu nhin) 10000 0 0 0 0 Mt Nhim v ngu nhin (Kim C Bng) 3 951 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c thanh Kim C Bng (Ng hnh ngu nhin) 10000 0 0 0 0 Mt Nhim v ngu nhin (Ph Thin Kch) 3 952 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c thanh Ph Thin Kch (Ng hnh ngu nhin) 10000 0 0 0 0 Mt Nhim v ngu nhin (Ph Thin Chy) 3 953 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c thanh Ph Thin Chy (Ng hnh ngu nhin) 10000 0 0 0 0 Mt Nhim v ngu nhin (B Vng Tiu) 3 954 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c B Vng Tiu (Ng hnh ngu nhin) 10000 0 0 0 0 Mt Nhim v ngu nhin (Ty Nguyt ao) 3 955 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c thanh Ty Nguyt ao (Ng hnh ngu nhin) 10000 0 0 0 0 Mt Nhim v ngu nhin (Khng Tc Linh) 3 956 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Khng Tc Linh (Ng hnh ngu nhin) 10000 0 0 0 0 Mt Nhim v ngu nhin (Long Phng Huyt Ngc Trc) 3 957 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Long Phng Huyt Ngc Trc (Ng hnh ngu nhin) 10000 0 0 0 0 Mt Nhim v ngu nhin (Thin Tm H Uyn) 3 958 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Thin Tm H Uyn (Ng hnh ngu nhin) 10000 0 0 0 0 Mt Nhim v ngu nhin (Thng Thin Pht Qun) 3 959 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Thng Thin Pht Qun (Ng hnh ngu nhin) 10000 0 0 0 0 Mt Nhim v ngu nhin (Ym Nht khi) 3 960 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Ym Nht khi (Ng hnh ngu nhin) 10000 0 0 0 0 Mt Nhim v ngu nhin (Bch Kim yu i) 3 961 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Bch Kim yu i (Ng hnh ngu nhin) 10000 0 0 0 0 Mt Nhim v ngu nhin (Thin Tm Ngoa) 3 962 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Thin Tm Ngoa (Ng hnh ngu nhin) 10000 0 0 0 0 Mt Nhim v ngu nhin (Phi Phng Ngoa) 3 963 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Phi Phng Ngoa (Ng hnh ngu nhin) 10000 0 0 0 0 Hp ng hnh Mt tch (Kim Cang Bt ph) 3 964 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Kim Cang Bt ph cp 2 n cp 5 (Tng c 4 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Bch c Bt Xm) 3 965 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Bch c Bt Xm cp 2 n cp 5 (Tng c 4 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Bng Tuyt S Dung) 3 966 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Bng Tuyt S Dung cp 2 n cp 5 (Tng c 4 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Chn Ha Khng Lc) 3 967 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Chn Ha Khng Lc cp 2 n cp 5 (Tng c 4 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Li nh H gip) 3 968 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Li nh H gip cp 2 n cp 5 (Tng c 4 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Bnh Ho Kh Quyt) 3 969 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Bnh Ho Kh Quyt cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (H Khng Thim nh) 3 970 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c H Khng Thim nh cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Hi Thn Tnh tm) 3 971 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Hi Thn Tnh tm cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (V Nim V Kinh) 3 972 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c V Nim V Kinh cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Ng Hnh V Tng) 3 973 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Ng Hnh V Tng cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Di Kh Phiu Tung) 3 974 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Di Kh Phiu Tung cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Hoa Phi ip V) 3 975 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Hoa Phi ip V cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (V Nhn V Ng) 3 976 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c V Nhn V Ng cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Tnh Ngo Tam ng) 3 977 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Tnh Ngo Tam ng cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (im Huyt Tit Mch) 3 978 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c im Huyt Tit Mch cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Vn c Bt Phc) 3 979 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Vn c Bt Phc cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Thn Khinh Nh Yn) 3 980 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Thn Khinh Nh Yn cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Ngng m Quy Nguyn) 3 981 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Ngng m Quy Nguyn cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Dch Ct Kinh) 3 982 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Dch Ct Kinh cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Thc Thn Thut) 3 983 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Thc Thn Thut cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Hon Thn Thut) 3 984 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Hon Thn Thut cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Huyn Mc nh Thn Thut) 3 985 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Huyn Mc nh Thn Thut cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (ch Th m Dng) 3 986 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c ch Th m Dng cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (An Ph Chi Ng) 3 987 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c An Ph Chi Ng cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Tam Sinh Hu Hnh) 3 988 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Tam Sinh Hu Hnh cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Qu M Ma Hoc) 3 989 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Qu M Ma Hoc cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (ot Mnh Trin Nhiu) 3 990 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c ot Mnh Trin Nhiu cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Yu H Tri nh) 3 991 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Yu H Tri nh cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Hoc Thn Lon Tm) 3 992 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Hoc Thn Lon Tm cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (C Thn Toi nh) 3 993 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c C Thn Toi nh cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (T Vong Ki Bn) 3 994 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c T Vong Ki Bn cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Thm Hn Nim Xng) 3 995 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Thm Hn Nim Xng cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Cp Hn Ch) 3 996 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Cp Hn Ch cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Ha Ty V ) 3 997 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Ha Ty V cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Dung Ct V Tung) 3 998 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Dung Ct V Tung cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (m c Chi Th) 3 999 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c m c Chi Th cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (Tam Phc Chi Kh) 3 1000 \spr\item\obj_item_jixiang.spr 377 1 1 Trong c Tam Phc Chi Kh cp 1 n cp 5 (Tng c 5 quyn) 10000 0 0 0 0 Hp ng hnh Mt tch (K nng khng tnh) 3 1001 \spr\item\script\item_chrismasbox.spr 377 1 1 "Trong cha ngu nhin Kim Cang Bt ph, Bch c Bt Xm, Bng Tuyt S Dung, Chn Ha Khng Lc, Li nh H gip" 10000 0 0 0 0 Hp ng hnh Mt tch (K nng th gii) 3 1002 \spr\item\script\item_chrismasbox.spr 377 1 1 "Trong cha ngu nhin An Ph Chi Ng, Bnh Ho Kh Quyt, H Khng Thim nh, Ng Hnh V Tng, Di Kh Phiu Tung, Hoa Phi ip V, Dch Ct Kinh, ch Th m Dng, Tam Sinh Hu Hnh" 10000 0 0 0 0 Hp ng hnh Mt tch (Kim) 3 1003 \spr\item\script\item_chrismasbox.spr 377 1 1 "Trong cha ngu nhin Hi Thn Tnh tm, V Nim V Kinh, Qu M Ma Hoc, ot Mnh Trin Nhiu, T Vong Ki Bn" 10000 0 0 0 0 Hp ng hnh Mt tch (Mc) 3 1004 \spr\item\script\item_chrismasbox.spr 377 1 1 "Trong cha ngu nhin Tnh Ngo Tam ng, im Huyt Tit Mch, Cp Hn Ch, m c Chi Th" 10000 0 0 0 0 Hp ng hnh Mt tch (Thy) 3 1005 \spr\item\script\item_chrismasbox.spr 377 1 1 "Trong cha ngu nhin Ngng m Quy Nguyn, Hon Thn Thut, C Thn Toi nh, Thm Hn Nim Xng" 10000 0 0 0 0 Hp ng hnh Mt tch (Ha) 3 1006 \spr\item\script\item_chrismasbox.spr 377 1 1 "Trong cha ngu nhin Thn Khinh Nh Yn, Yu H Tri nh, Hoc Thn Lon Tm, Ha Ty V " 10000 0 0 0 0 Hp ng hnh Mt tch (Th) 3 1007 \spr\item\script\item_chrismasbox.spr 377 1 1 "Trong cha ngu nhin V Nhn V Ng, Vn c Bt Phc, Huyn Mc nh Thn Thut, Dung Ct V Tung, Tam Phc Chi Kh" 10000 0 0 0 0 Hp i Bch Cu Hon 3 1008 \spr\item\script\item_chrismasbox.spr 377 1 1 Trong c 10 vin i Bch Cu 10000 0 0 0 0 Hp i Bch Cu hon 3 1009 \spr\item\script\item_chrismasbox.spr 377 1 1 Trong c 10 vin i Bch Cu 10000 0 0 0 0 Bao Mt n 3 1010 \spr\item\script\item_chrismasbox.spr 377 1 1 "Cha ngu nhin Mt n Thiu Nin Kim Phong, Thanh Nin Kim Phong" 10000 0 0 0 0 Bao Mt n 3 1011 \spr\item\script\item_chrismasbox.spr 377 1 1 "Cha ngu nhin Mt n Thiu Nin Hi ng, Thanh Nin Hi ng" 10000 0 0 0 0 Bao Mt n 3 1012 \spr\item\script\item_chrismasbox.spr 377 1 1 "Cha ngu nhin Mt n Thiu Nin Tiu Sng, Thanh Nin Tiu Sng" 10000 0 0 0 0 Bao Mt n 3 1013 \spr\item\script\item_chrismasbox.spr 377 1 1 "Cha ngu nhin Mt n Thiu Nin Ha Nhn, Thanh Nin Ha Nhn" 10000 0 0 0 0 Bao Mt n 3 1014 \spr\item\script\item_chrismasbox.spr 377 1 1 "Cha ngu nhin Mt n Thiu Nin Li Kim, Thanh Nin Li Kim" 10000 0 0 0 0 i Bch Cu hon (K nng) 3 1015 \spr\item\medecine\baijuwan_skill.spr 19 1 1 1 vin Bch Cu Hon k nng. S dng s nhn c 8 gi y thc v t ng tng thc luyn k nng cp 90. Nng hiu qu ca Bch Cu Hon tng thc luyn k nng gp 1.5 10000 0 0 0 0 Gia Tc hon 3 1016 \spr\item\medecine\obj-potion30.spr 369 1 1 S dng khin i phng gim tc trong 10 giy 10000 0 0 0 0 Bng Sng Hiu gic 3 1017 \spr\item\songjin\clarion.spr 386 1 1 S dng khin i phng gim tc trong 10 giy 10000 0 0 0 0 Bo Li Hiu gic 3 1018 \spr\item\songjin\clarion.spr 386 1 1 S dng khin i phng b chong trong 5 giy 10000 0 0 0 0 Huyn Hun Hm Tnh 3 1019 \spr\item\songjin\token.spr 385 1 1 Nhp chut phi s dng t by gy chong 5 giy. 10000 0 0 0 0 Huyn Thin Hm Tnh 3 1020 \spr\item\songjin\token.spr 385 1 1 Nhp chut phi s dng t by gy chong 10 giy. 10000 0 0 0 0 Sng Ging Hm Tnh 3 1021 \spr\item\songjin\token.spr 385 1 1 Nhp chut phi s dng t by gim tc 12 giy. 10000 0 0 0 0 Bng Phong Hm Tnh 3 1022 \spr\item\songjin\token.spr 385 1 1 Nhp chut phi s dng t by gim tc 15 giy. 10000 0 0 0 0 Cn Khn Na Di ph 3 1023 \spr\item\special\Obj_TownPortal.spr 38 1 1 "Nhn chut phi s dng, c th n bt c v tr no trn bn ." 10000 0 0 0 0 Di Hnh Hon nh ph 3 1024 \spr\item\special\Obj_TownPortal.spr 38 1 1 "Nhn chut phi s dng, c th n v tr mun n." 10000 0 0 0 0 n a ph 3 1025 \spr\item\special\Obj_TownPortal.spr 38 1 1 "Nhn chut phi s dng, c th n bt c v tr no trn bn ." 10000 0 0 0 0 Kinh nghim ph (cao cp) 3 1026 \spr\item\questkey\taskobj126.spr 336 1 1 Ni trong 30 giy im kinh nghim tng gp bn. 10000 0 0 0 0 Kinh nghim ph 3 1027 \spr\item\questkey\taskobj126.spr 336 1 1 Ni trong 30 giy im kinh nghim tng gp i. 10000 0 0 0 0 Li Tc hon 3 1028 \spr\item\medecine\obj-potion30.spr 369 1 1 S dng khin i phng gim tc trong 20 giy 10000 0 0 0 0 Thin Li Ngc 3 1029 \spr\item\questkey\taskobj017.spr 372 1 1 "Bo ngc thn k, nhp chut phi s dng khin cho i phng b chong 3 giy." 10000 0 0 0 0 Huyn Bng Ngc 3 1030 \spr\item\questkey\taskobj056.spr 372 1 1 "Bo ngc thn k, nhp chut phi s dng khin cho i phng gim tc 15 giy." 10000 0 0 0 0 Li Thn Ngc 3 1031 \spr\item\questkey\taskobj089.spr 372 1 1 S dng khin i phng b chong trong 5 giy 10000 0 0 0 0 Hn Phong Ngc 3 1032 \spr\item\questkey\taskobj098.spr 372 1 1 S dng khin i phng gim tc trong 10 giy 10000 0 0 0 0 Hp Li Tc hon 3 1033 \spr\item\script\item_chrismasbox.spr 377 1 1 Trong cha 10 Li Tc hon. 10000 0 0 0 0 Hp Cn Khn Na Di 3 1034 \spr\item\script\item_chrismasbox.spr 377 1 1 Trong cha 10 Cn Khn Na Di ph 10000 0 0 0 0 Hp Di Hnh Hon nh 3 1035 \spr\item\script\item_chrismasbox.spr 377 1 1 Trong cha 10 Di Hnh Hon nh ph. 10000 0 0 0 0 Hp Huyn Thin Hm Tnh 3 1036 \spr\item\script\item_chrismasbox.spr 377 1 1 Trong cha 10 Huyn Thin Hm Tnh 10000 0 0 0 0 Hp Bng Phong Hm Tnh 3 1037 \spr\item\script\item_chrismasbox.spr 377 1 1 Trong cha 10 Bng Phong Hm Tnh 10000 0 0 0 0 Hp Kinh nghim ph (cao cp) 3 1038 \spr\item\script\item_chrismasbox.spr 377 1 1 Trong cha 10 Kinh nghim ph (cao cp) 10000 0 0 0 0 Hp Li Thn Ngc 3 1039 \spr\item\script\item_chrismasbox.spr 377 1 1 Trong cha 10 Li Thn Ngc 10000 0 0 0 0 Hp Huyn Bng Ngc 3 1040 \spr\item\script\item_chrismasbox.spr 377 1 1 Trong cha 10 Huyn Bng Ngc 10000 0 0 0 0 Hp Bng Sng Hiu gic 3 1041 \spr\item\script\item_chrismasbox.spr 377 1 1 Trong cha 10 Bng Sng Hiu gic 10000 0 0 0 0 Hp Bo Li Hiu gic 3 1042 \spr\item\script\item_chrismasbox.spr 377 1 1 Trong cha 10 Bo Li Hiu gic 10000 0 0 0 0 Ht May mn 3 1043 \spr\item\questkey\seed_lucky.spr 380 1 1 "nhn chut phi trng, nu thnh cng s nhn c qu Noel." 50 0 0 0 0 Ht Hoa Hng 3 1044 \spr\item\questkey\seed_rose.spr 380 1 1 "nhn chut phi trng, nu thnh cng s nhn c qu Noel." 50 0 0 0 0 Ht Thy Tinh 3 1045 \spr\item\questkey\seed_crystal.spr 380 1 1 "nhn chut phi trng, nu thnh cng s nhn c qu Noel." 50 0 0 0 0 Ht Hong Kim 3 1046 \spr\item\questkey\seed_gold.spr 380 1 1 "nhn chut phi trng, nu thnh cng s nhn c qu Noel." 50 0 0 0 0 Ma Ty Hiu gic 3 1047 \spr\item\songjin\clarion.spr 386 1 1 S dng khin i phng b chong trong 5 giy 10000 0 0 0 0 Cp ng Hiu gic 3 1048 \spr\item\songjin\clarion.spr 386 1 1 S dng khin i phng gim tc trong 10 giy 10000 0 0 0 0 Chiu th V Lm Minh Ch 3 1049 \spr\item\questkey\taskobj022.spr 41 1 1 Chiu th ca V Lm minh ch pht tng cho cc hip khch nhn ngy tt Nguyn n 1 0 0 0 0 Qu mu Xanh 3 1050 \spr\item\questkey\blueflower.spr 377 1 1 C th to nn mt trn ma hoa hng. 10000 0 0 0 0 Hoa Tuyt 3 1051 \spr\item\questkey\snow.spr 377 1 1 Hoa tuyt ri rt p. 10000 0 0 0 0 Hp l vt Xanh 3 1052 \spr\item\script\item_chrismasbox.spr 377 1 1 Nhn chut phi s dng 100 0 0 0 0 Hp Hoa Tuyt 3 1053 \spr\item\script\item_chrismasbox.spr 377 1 1 Trong bao gm 10 bng. 100 0 0 0 0 Thip Nh 3 1054 \spr\item\questkey\card_xnk.spr 38 1 1 Nhn chut phi s dng. 50 0 0 0 0 Hoa 3 1055 \spr\item\magic\icon_item_baozhu.spr 334 1 1 Vt phm khng th thiu trong ngy vui. 50 0 0 0 0 Hp hoa 3 1056 \spr\item\script\item_chrismasbox.spr 377 1 1 Nhn chut phi s dng. 100 0 0 0 0 Trn Bang Thch 3 1057 \spr\item\questkey\taskobj017.spr 41 1 1 "Ti Binh Gip phng c th Luyn khong thch thuc tnh, khm nm trang b huyn tinh.Khi ch to Hong Kimt chng vo tng k nng ca th rn, tng t l thnh cng." 0 0 0 0 0 Lnh bi 3 1058 \spr\item\songjin\token.spr 385 1 1 \script\item\taskitem_show.lua 0 0 0 0 0 Bang Hi thn mt hng bao 3 1059 \spr\item\obj_item_jixiang.spr 347 1 1 S dng c th nhn c vt phm qu. 0 0 0 0 0 Boss Triu Hon Ph 3 1060 \spr\item\questkey\taskobj119.spr 41 1 1 Chiu hon ph. C th gi c 1 hoc 2 Boss Hong Kim t nh 0 0 0 0 0 Bnh chng Thp cm 3 1061 \spr\item\yn_chunjie\yn_chunbing_bei.spr 440 1 1 S dng s nhn c 10.000 hoc 15.000 hoc 20.000 im kinh nghim. 100 0 0 0 0 Bnh tt nhn u 3 1062 \spr\item\yn_chunjie\yn_chunbing_nan.spr 439 1 1 "Ni trong 10 pht, Sinh lc v Ni lc s tng 50%." 100 0 0 0 0 Bnh tt thp cm 3 1063 \spr\item\yn_chunjie\yn_chunbing_nan.spr 439 1 1 n vo s tng 500.000 im kinh nghim. 100 0 0 0 0 Bnh Chng thng hng 3 1064 \spr\item\yn_chunjie\yn_chunbing_bei.spr 440 1 1 n vo s tng 3.000.000 im kinh nghim 100 0 0 0 0 Tiu Hng bao 3 1065 \spr\item\obj_item_jixiang.spr 347 1 1 Bn trong c 5 pho hoa +10 vn ngn lng 100 0 0 0 0 i Hng bao 3 1066 \spr\item\obj_item_jixiang.spr 347 1 1 Bn trong c 5 pho hoa +10 vn ngn lng+ 1 Phi phong 100 0 0 0 0 Bao l x nm mi (tiu) 3 1067 \spr\item\obj_item_jixiang.spr 347 1 1 Nhp chut phi m. Trong c 88888 lng. 100 0 0 0 0 Bao l x nm mi (i) 3 1068 \spr\item\obj_item_jixiang.spr 347 1 1 Nhp chut phi m. Trong c 888888 lng. 100 0 0 0 0 Pho 3 1069 \spr\item\ma_chunjie\firecracker.spr 41 1 1 Vt phm khng th thiu trong nhng ngy l tit. 100 0 0 0 0 Pho Phc Lc 3 1070 \spr\item\ma_chunjie\firecracker.spr 41 1 1 Ni 30 pht tng 30 im may mn. 100 0 0 0 0 Pho Phc Th 3 1071 \spr\item\ma_chunjie\firecracker.spr 41 1 1 Ni 30 pht tng gp i im kinh nghim luyn cng 100 0 0 0 0 Pho May mn 3 1072 \spr\item\ma_chunjie\firecracker.spr 41 1 1 Ni 30 pht mnh cng t i tng i kinh nghim + 30 im may mn 100 0 0 0 0 Bo Li C 3 1073 \spr\item\questkey\taskobj005.spr 41 1 1 S dng khin cho i phng b chong 5 giy. 1000 0 0 0 0 Bng Sng C 3 1074 \spr\item\questkey\taskobj005.spr 41 1 1 S dng khin i phng b chm 5 giy. 1000 0 0 0 0 a Phch C 3 1075 \spr\item\questkey\taskobj005.spr 41 1 1 S dng khin i phng b chong 10 giy. 1000 0 0 0 0 Hn Thun C 3 1076 \spr\item\questkey\taskobj046.spr 41 1 1 S dng khin cho cc i th b chuyn i mt khu vc bt k khc. 1000 0 0 0 0 Kim Thin C 3 1077 \spr\item\questkey\taskobj046.spr 41 1 1 S dng trong 5 giy tng phng th tuyt i 1000 0 0 0 0 Li Thn C 3 1078 \spr\item\questkey\taskobj047.spr 41 1 1 S dng khin cho i phng b chong 10 giy. 1000 0 0 0 0 Li Tc C 3 1079 \spr\item\questkey\taskobj004.spr 41 1 1 S dng s tng tc di chuyn trong 20 giy. 1000 0 0 0 0 Ma T C 3 1080 \spr\item\questkey\taskobj005.spr 41 1 1 S dng khin cho i th xung quanh b chong 5 giy. 1000 0 0 0 0 M Hoc C 3 1081 \spr\item\questkey\taskobj004.spr 41 1 1 "By c, i phng gim trng by s b chong 15 giy." 1000 0 0 0 0 Thin Li C 3 1082 \spr\item\questkey\taskobj047.spr 41 1 1 S dng khin i phng b chong 5 giy. 1000 0 0 0 0 Huyn Bng C 3 1083 \spr\item\questkey\taskobj047.spr 41 1 1 S dng khin i phng b chong 20 giy. 1000 0 0 0 0 Pho 3 1084 \spr\item\magic\icon_item_baozhu.spr 41 1 1 Vt phm khng th thiu trong ngy vui. 1000 0 0 0 0 Pho Trung Thin 3 1085 \spr\item\magic\icon_item_baozhu.spr 41 1 1 Vt phm khng th thiu trong ngy vui. 1000 0 0 0 0 chut 3 1086 \spr\item\magic\icon_item_baozhu.spr 41 1 1 Vt phm khng th thiu trong ngy vui. 1000 0 0 0 0 "Hp Thip ""Nh """ 3 1087 \spr\item\script\item_chrismasbox.spr 377 1 1 Nhn chut phi s dng. 100 0 0 0 0 L vt li 3 1088 \spr\item\script\item_chrismasbox.spr 441 1 1 Vt phm khng th thiu trong nhng ngy l tit. 1000 0 0 0 0 Bao l x nh 3 1089 \spr\item\questkey\obj_item_burseb.spr 342 1 1 Vt phm khng th thiu trong nhng ngy vui. 100000 0 0 0 0 Bao mng th 3 1090 \spr\item\questkey\obj_item_burseb.spr 342 1 1 Vt phm khng th thiu trong nhng ngy vui. 100000 0 0 0 0 Thip mu 3 1091 \spr\item\questkey\card_mgk.spr 38 1 1 Nhn chut phi s dng. 50 0 0 0 0 Thip pho hoa 3 1092 \spr\item\questkey\card_bpk.spr 38 1 1 Nhn chut phi s dng. 50 0 0 0 0 Hp Thip mu 3 1093 \spr\item\script\item_chrismasbox.spr 377 1 1 Nhn chut phi s dng. 100 0 0 0 0 Hp Thip pho hoa 3 1094 \spr\item\script\item_chrismasbox.spr 377 1 1 Nhn chut phi s dng. 100 0 0 0 0 Bao ct tng nm Tut. 3 1095 \spr\item\obj_item_jixiang.spr 377 1 1 Nhn chut phi s dng. 50 0 0 0 0 L vt tnh nhn 3 1096 \spr\item\script\item_chrismasbox.spr 377 1 1 Nhn chut phi s dng. 100 0 0 0 0 Hoa Hng tnh 3 1097 \spr\item\questkey\flower.spr 330 1 1 "S dng s nhn c 100 vn im kinh nghim, ng thi ni na gi tng gp i im kinh nghim + 20 im may mn." 100 0 0 0 0 Tm Xo Khc Lc 3 1098 \spr\item\obj_item_gifts.spr 345 1 1 "S dng s nhn c 100 vn im kinh nghim, ng thi ni na gi tng gp i im kinh nghim + 20 im may mn." 100 0 0 0 0 Nguyn Thn an 3 1099 \spr\item\questkey\taskobj087.spr 372 1 1 Tin dc. S dng s tng cao hiu qu chim u 100 0 0 0 0 Th cho phng tn gu 3 1100 \spr\item\questkey\card_sdk.spr 38 1 1 "Dng tng thi gian s dng phng tn gu c nhn , nhn chut phi s dng. Tng thm 72 gi (3 ngy) ." 1000 0 0 0 0 Tm Hu Linh T. Mt tch h tr ng hnh 3 1101 \spr\item\questkey\taskobj075.spr 375 1 1 "Gip ng hnh tng cp k nng [Tm Hu Linh T [, trong 1 ngy c th pht hin ra nhiu khu vc bo " 100 0 0 0 0 Hoa cc vng 3 1102 \spr\item\qingming\mum_y.spr 41 1 1 Np cho NPC Tng i 100 0 0 0 0 Hoa cc trng 3 1103 \spr\item\qingming\mum_w.spr 41 1 1 Np cho NPC Tng i 100 0 0 0 0 Hoa cc tm 3 1104 \spr\item\qingming\mum_p.spr 41 1 1 Np cho NPC Tng i 100 0 0 0 0 Bch hp hoa 3 1105 \spr\item\questkey\taskobj002.spr 41 1 1 Nu nhn thy n th trong ngy s gp may mn! 100 0 0 0 0 V lm Song u lnh bi 3 1106 \spr\item\songjin\rescript.spr 383 1 1 "Nhp chut phi s dng, c th thnh lp chin i song u. i trng c th i gp V Lm quan bo danh" 100 0 0 0 0 Lnh bi nhp trng tham gia V lm tam nhn u 3 1107 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Nhp chut phi s dng, c th thnh lp chin i tam nhn u. i trng c th i gp V Lm quan bo danh" 100 0 0 0 0 V lm Ng Hnh lnh bi 3 1108 \spr\item\questkey\taskobj021.spr 41 1 1 "Nhp chut phi s dng, c th thnh lp chin i ng hnh u. i trng c th i gp V Lm quan bo danh" 100 0 0 0 0 V lm thp phi lnh bi 3 1109 \spr\item\questkey\taskobj023.spr 41 1 1 "Nhp chut phi s dng, c th thnh lp chin i thp ton u. i trng c th i gp V Lm quan bo danh" 100 0 0 0 0 V Lm t th quan chng lnh 3 1110 \spr\item\questkey\obj_item_lection.spr 341 1 1 C th bit c tt c cc thng tin v nhng cuc thi u. 100 0 0 0 0 Hi bang chiu th 3 1111 \spr\item\special\Obj_TownPortal.spr 38 1 1 S dng s lp tc tr v bang hi 100 0 0 0 0 Hp l vt Hng bao thn b 3 1112 \spr\item\script\item_chrismasbox.spr 377 1 1 Bn trong cha 10 thn b i hng bao 100 0 0 0 0 Hp l vt [qu Huy Hong] 3 1113 \spr\item\script\item_chrismasbox.spr 377 1 1 Bn trong cha 10 qu Huy Hong 100 0 0 0 0 Mt ch Tu thn hon 3 1114 \spr\item\medecine\obj-potion29.spr 41 1 1 S dng s tng gp i im kinh nghim luyn cng trong na gi 0 0 0 0 0 Ch huyt tho 3 1115 \spr\item\questkey\taskobj097.spr 41 1 1 Cm mu rt cng hiu 100 0 0 0 0 Hong Linh chi 3 1116 \spr\item\questkey\taskobj103.spr 41 1 1 Loi tho dc c th ci t hon sinh 100 0 0 0 0 Tht th 3 1117 \spr\item\questkey\taskobj399.spr 365 1 1 Loi thc phm ngh n thy thm 100 0 0 0 0 Da th 3 1118 \spr\item\questkey\taskobj111.spr 351 1 1 Dng may y phc rt p 100 0 0 0 0 Lnh bi chiu hon 3 1119 \spr\item\questkey\taskobj126.spr 41 1 1 Lp tc gi cc cao th quy xung quanh bo v mnh 100 0 0 0 0 Hi thnh ph (nh) 3 1120 \spr\item\special\Obj_TownPortal.spr 38 1 1 S dng lp tc tr v thnh trn. S dng ti a 100 ln 100 0 0 0 0 Hi thnh ph (ln) 3 1121 \spr\item\special\Obj_TownPortal.spr 38 1 1 S dng lp tc tr v thnh trn. S dng ti a 1000 ln 100 0 0 0 0 Ti Thn k 3 1122 \spr\item\obj_item_jixiang.spr 41 1 1 "S dng c th sa cha cc trang b, thi hn s dng 1 tun." 0 0 0 0 0 Mc nhn 3 1123 \spr\item\questkey\taskobj006.spr 413 1 2 "Gi 1 Mc nhn luyn cng, s c nhiu im kinh nghim thc chin" 0 0 0 0 0 Bo rng 3 1124 \spr\item\oldbox\oldbox.spr 433 1 1 Rng dng trong hot ng Tt oan Ng 2000 0 0 0 0 Bnh t ht d 3 1125 \spr\item\questkey\taskobj401.spr 366 1 1 Sau khi n tng 1.000.000 im kinh nghim 100 0 0 0 0 Bnh t nhn to 3 1126 \spr\item\questkey\taskobj402.spr 366 1 1 Sau khi n tng 500.000 im kinh nghim 100 0 0 0 0 Bnh t tht ti 3 1127 \spr\item\questkey\taskobj403.spr 366 1 1 Sau khi n tng 3.000.000 im kinh nghim 100 0 0 0 0 Bnh t Thp cm 3 1128 \spr\item\questkey\taskobj404.spr 366 1 1 Sau khi n tng 50.00.000 im kinh nghim 100 0 0 0 0 Thin C Lnh 3 1129 \spr\item\questkey\006.spr 41 1 1 Trong mt gi s nhn c hng dn n ch c bu vt 100 0 0 0 0 Thip tc cu 3 1130 \spr\item\worldcup\huangjin_qiuka.spr 41 1 1 \script\event\worldcup\team_card_dec.lua 100 0 0 0 0 Thip Hong Kim i Lc Thn 3 1131 \spr\item\worldcup\dalishen_kace.spr 41 1 1 \script\event\worldcup\team_totalcard_dec.lua 100 0 0 0 0 Th Gi Chi n 3 1132 \spr\item\questkey\taskobj018.spr 41 1 1 "Loi n kh gp m Boss Hong Kim v Boss tiu Hong Kim thng mang theo bn mnh, sau khi s dng s tng 40 im cng hin; gip tng 30 vn ngn sch kin thit, 20 vn ngn sch chin b, 7 im cng hin d tr cho bang hi." 100 0 0 0 0 Nn Vui v 3 1133 \spr\item\vitenambirthday\candle001.spr 442 1 1 Nhn i im kinh nghim luyn cng trong 10 pht (khng th dng chung vi Tin Tho L) 100 0 0 0 0 Nn Bnh an 3 1134 \spr\item\vitenambirthday\candle002.spr 442 1 1 Nhn i im kinh nghim luyn cng trong 20 pht (khng th dng chung vi Tin Tho L) 100 0 0 0 0 Nn May mn 3 1135 \spr\item\vitenambirthday\candle003.spr 442 1 1 Nhn i im kinh nghim luyn cng trong 30 pht (khng th dng chung vi Tin Tho L) 100 0 0 0 0 Nn Hnh phc 3 1136 \spr\item\vitenambirthday\candle004.spr 442 1 1 Nhn i im kinh nghim luyn cng cng ng i trong 30 pht (khng th dng chung vi Tin Tho L) 100 0 0 0 0 Hp qu Sinh nht 3 1137 \spr\item\script\item_chrismasbox.spr 377 1 1 C th nhn c nguyn liu lm bnh sinh nht 100 0 0 0 0 Bnh sinh nht 3 1138 \spr\item\vitenambirthday\birthdaycake001.spr 377 1 1 Tng 200000 im kinh nghim 100 0 0 0 0 Bnh Sinh nht thng hn 3 1139 \spr\item\vitenambirthday\birthdaycake002.spr 377 1 1 Tng 1000000 im kinh nghim 100 0 0 0 0 Lnh bi nhim v cp 1 3 1140 \spr\item\questkey\taskobj126.spr 377 1 1 Nhp chut phi s dng s nhn c nhim v cp 1 0 0 0 0 0 Lnh bi nhim v cp 2 3 1141 \spr\item\questkey\taskobj126.spr 377 1 1 Nhp chut phi s dng s nhn c nhim v cp 2 0 0 0 0 0 Lnh bi nhim v cp 3 3 1142 \spr\item\questkey\taskobj126.spr 377 1 1 Nhp chut phi s dng s nhn c nhim v cp 3 0 0 0 0 0 Phng Hong n 3 1143 \spr\item\questkey\001.spr 41 1 1 "Loi m phng hong tr ng trong truyn thuyt, dng ch to trang b, c th nng cao xc sut thnh cng." 100 0 0 0 0 V Song St Trn 3 1144 \spr\item\questkey\009.spr 41 1 1 "Trn php truyn k m Nhc V Mc li cho hu th, gip mang mt n v gim tr PK cho tt c bang chng trong phm vi nht nh." 100 0 0 0 0 Hong Kim Lnh 3 1145 \spr\item\questkey\taskobj117.spr 41 1 2 "S dng s triu hi c V s trn gi bo rng thn b, sau khi git c c th nhn c bo vt m hn ang canh gi." 100 0 0 0 0 Mt n T i 3 1146 \spr\item\script\teammask.spr 379 1 1 "Do nhm trng hoc thnh vin s dng, gip thnh vin i ng ngy trang ging nhau trong mt khong thi gian." 0 0 0 0 0 Mt n Bang hi 3 1147 \spr\item\script\tongmask.spr 379 1 1 "Do bang ch hoc trng lo s dng, gip cho nhng thnh vin bang hi trn mng ngy trang ging nhau trong mt khong thi gian." 0 0 0 0 0 Sm tu 3 1148 \spr\item\medecine\zq_icon_004.spr 377 1 1 "Vi s ct gi nhn sm trm nm, m ra c th nhn c linh lc t loi nhn sm ny. Thi hn hiu lc trong 7 gi" 10 0 0 0 0 Hp Tm Tm Tng n 3 1149 \spr\item\script\item_chrismasbox.spr 377 1 1 Hp thn b kim tra Tm ca ngi y 100 0 0 0 0 Kim thu 3 1150 \spr\item\qixi_2006\xiuhuazhen.spr 41 1 1 Mt trong nhng l vt trong ngy l Tht Tch 2000 0 0 0 0 Cu Thc 3 1151 \spr\item\qixi_2006\maijieqiao.spr 41 1 1 "Dng rm kt thnh, l vt phm tt yu ca L Tht Tch" 2000 0 0 0 0 Chim H Thc 3 1152 \spr\item\qixi_2006\buxique.spr 41 1 1 "Kt t vi, cc k tinh xo" 2000 0 0 0 0 Vng hoa 3 1153 \spr\item\qixi_2006\huahuan.spr 41 1 1 Kt t hoa ti 2000 0 0 0 0 Bnh sa 3 1154 \spr\item\qixi_2006\qiaoshi.spr 41 1 1 n vo chn tay s rt kho lo. 2000 0 0 0 0 Song Tht Thy 3 1155 \spr\item\qixi_2006\shuangqishui.spr 41 1 1 Loi nc thnh c th gip nh qui nhn i kinh nghim trong 8 gi (khng th dng chung vi Tin Tho L). 2000 0 0 0 0 Hoa qu 3 1156 \spr\item\qixi_2006\huagua.spr 41 1 1 "Loi da, sau khi m s nhn c 1 mn vt phm ngu nhin." 2000 0 0 0 0 Bn ni pht sinh s vic xa phu Bin Kinh 3 1157 \spr\item\task\treasure11.spr 341 1 1 "Ghi li a im xa phu trn ng i ti Bin Kinh th xe b lc l d di.Xa phu tng ni l ni khng hiu sao c mt m t ni ln, n o xem bn di cha ng b mt g." 100 0 0 0 0 Mt Tch thn b 3 1158 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Ti Honh Sn i in nh tro c <>.Rt cuc n cha iu g khc nhau, phi tm hiu xem thc h th no." 100 0 0 0 0 Quan ti thn b 3 1159 \spr\item\task\coffin.spr 341 1 1 " m t xa phu ch im, o ln th thy mt quan ti, np b kha cht." 100 0 0 0 0 Cha kha quan ti 1 3 1160 \spr\item\task\lockinfo.spr 341 1 1 Cha ng chic kha th 1 ca quan ti. 100 0 0 0 0 Bn m kha quan ti_chic kha th 2 3 1161 \spr\item\task\lockinfo.spr 341 1 1 Cha ng chic kha th 2 ca quan ti. 100 0 0 0 0 Cng Thi 3 1162 \spr\item\task\corpse.spr 341 1 1 "Ton thn en kt, thn th cng nh , nh b trng phi v cng g, lm che du i nguyn nhn ca ci cht." 100 0 0 0 0 B quyt k nng cp 120 3 1163 \spr\item\task\stunt.spr 341 1 1 Tuyt hc thng tha cp 120. Chuyn tm nghin cu s lnh hi c tuyt k v cng. 100 0 0 0 0 Kim Lin hoa 3 1164 \spr\item\yulanpenjie\jinlianhua.spr 443 1 1 C th mang n D Tu hp thnh vng hoa(n ngy 15 thng 8 nm 2006 ht hn). 20 0 0 0 0 Mc Lin Hoa 3 1165 \spr\item\yulanpenjie\mulianhua.spr 444 1 1 C th mang n D Tu hp thnh vng hoa(n ngy 15 thng 8 nm 2006 ht hn). 20 0 0 0 0 Thy Lin Hoa 3 1166 \spr\item\yulanpenjie\shuilianhua.spr 445 1 1 C th mang n D Tu hp thnh vng hoa(n ngy 15 thng 8 nm 2006 ht hn). 20 0 0 0 0 Ha Lin Hoa 3 1167 \spr\item\yulanpenjie\huolianhua.spr 446 1 1 C th mang n D Tu hp thnh vng hoa(n ngy 15 thng 8 nm 2006 ht hn). 20 0 0 0 0 Th Lin Hoa 3 1168 \spr\item\yulanpenjie\tulianhua.spr 447 1 1 C th mang n D Tu hp thnh vng hoa(n ngy 15 thng 8 nm 2006 ht hn). 20 0 0 0 0 Vng Kim Lin Hoa 3 1169 \spr\item\yulanpenjie\jinlianhuahuan.spr 41 2 1 C th mang n L Quan i phn thng(n ngy 31 thng 8 nm 2006 ht hn). 20 0 0 0 0 Vng Mc Lin Hoa 3 1170 \spr\item\yulanpenjie\mulianhuahuan.spr 41 2 1 C th mang n L Quan i phn thng(n ngy 31 thng 8 nm 2006 ht hn). 20 0 0 0 0 Vng Thy Lin Hoa 3 1171 \spr\item\yulanpenjie\shuilianhuahuan.spr 41 2 1 C th mang n L Quan i phn thng(n ngy 31 thng 8 nm 2006 ht hn). 20 0 0 0 0 Vng Ha Lin Hoa 3 1172 \spr\item\yulanpenjie\huolianhuahuan.spr 41 2 1 C th mang n L Quan i phn thng(n ngy 31 thng 8 nm 2006 ht hn). 20 0 0 0 0 Vng Th Lin Hoa 3 1173 \spr\item\yulanpenjie\tulianhuahuan.spr 41 2 1 C th mang n L Quan i phn thng(n ngy 31 thng 8 nm 2006 ht hn). 20 0 0 0 0 Bao l x 3 1174 \spr\item\yulanpenjie\dafengbao.spr 347 1 1 M s ngu nhin nhn c mt bo vt 100 0 0 0 0 Bng Thch Kt Tinh L Hp 3 1175 \spr\item\script\item_chrismasbox.spr 377 1 1 S dng s nhn c 10 bng thch kt tinh. 100 0 0 0 0 Cc Hoa Thch L Hp 3 1176 \spr\item\script\item_chrismasbox.spr 377 1 1 S dng s nhn c 10 Cc Hoa Thch. 100 0 0 0 0 Vn Thit Toi Phin L Hp 3 1177 \spr\item\script\item_chrismasbox.spr 377 1 1 S dng s nhn c 10 Vn Thit Toi Phin 100 0 0 0 0 Bng Thim T L Hp 3 1178 \spr\item\script\item_chrismasbox.spr 377 1 1 S dng s nhn c 10 Bng Thim T 100 0 0 0 0 K Huyt Thch L Hp 3 1179 \spr\item\script\item_chrismasbox.spr 377 1 1 S dng s nhn c 10 K Huyt Thch 100 0 0 0 0 M No L Hp 3 1180 \spr\item\script\item_chrismasbox.spr 377 1 1 S dng s nhn c 10 M No 100 0 0 0 0 in Hong Thch L Hp 3 1181 \spr\item\script\item_chrismasbox.spr 377 1 1 S dng s nhn c 10 in Hong Thch 100 0 0 0 0 Ti may mn (i) 3 1182 \spr\item\twzhuanyun\zhuanyunbao_big.spr 448 1 1 "Thn b chuyn vn bao (i), s dng s c c 4 vt phm ngu nhin." 50 0 0 0 0 Ti may mn (tiu) 3 1183 \spr\item\twzhuanyun\zhuanyunbao_small.spr 449 1 1 "Thn b chuyn vn bao (tiu), s dng s c c 1 vt phm ngu nhin." 50 0 0 0 0 i m h l bao 3 1184 \spr\item\twzhuanyun\zhuanyunbao_big.spr 448 1 1 "i m h l bao, nhp chut phi s dng" 50 0 0 0 0 Hng nh l bao 3 1185 \spr\item\twzhuanyun\zhuanyunbao_big.spr 448 1 1 "Hng nh l bao, nhp chut phi s dng" 50 0 0 0 0 Thng cnh hot ct i l bao 3 1186 \spr\item\twzhuanyun\zhuanyunbao_big.spr 448 1 1 "Thng cnh hot ct i l bao, nhp chut phi s dng" 50 0 0 0 0 Huyn Thit Nguyn Khong l bao (5 ci) 3 1187 \spr\item\twzhuanyun\zhuanyunbao_small.spr 449 1 1 "Huyn Thit Nguyn Khong l bao (5 ci), s dng s nhn c 5 ci Huyn Thit Khong." 50 0 0 0 0 Khng Tc Thch L Bao (5 ci) 3 1188 \spr\item\twzhuanyun\zhuanyunbao_small.spr 449 1 1 "Khng Tc Thch L Bao (5 ci), s dng s nhn c 5 vin Khng Tc Nguyn Thch y ng hnh." 50 0 0 0 0 Mt Ngn Nguyn Khong l bao (5 ci) 3 1189 \spr\item\twzhuanyun\zhuanyunbao_small.spr 449 1 1 "Mt Ngn Nguyn Khong l bao (5 ci), s dng s nhn c 5 vin Mt Ngn Nguyn Khong." 50 0 0 0 0 Ph Dung Nguyn Thch l bao (5 ci) 3 1190 \spr\item\twzhuanyun\zhuanyunbao_small.spr 449 1 1 "Ph Dung Nguyn Thch l bao (5 ci), s dng s nhn c 5 vin Ph Dung Nguyn Thch y ng hnh." 50 0 0 0 0 Chu Sa Nguyn Khong l bao (5 ci) 3 1191 \spr\item\twzhuanyun\zhuanyunbao_small.spr 449 1 1 "Chu Sa Nguyn Khong l bao (5 ci), s dng s nhn c 5 vin Chu Sa Nguyn Khong." 50 0 0 0 0 Chung Nh Nguyn Thch l bao (5 ci) 3 1192 \spr\item\twzhuanyun\zhuanyunbao_small.spr 449 1 1 "Chung Nh Nguyn Thch l bao (5 ci), s dng s nhn c 5 vin Chung Nh Nguyn Thch y ng hnh." 50 0 0 0 0 Qu Quc Khnh 3 1193 \spr\item\obj_item_gifts.spr 345 1 1 Hy mang Qu Quc Khnh em n gp L Quan i ngn lng (thi gian hot ng ko di n 07.09.2006) 100 0 0 0 0 L hp m rng rng 3 1194 \spr\item\obj_item_gifts.spr 345 1 1 Mang theo rng m rng 100 0 0 0 0 Bch Cu Hon c bit 3 1195 \spr\item\medecine\baijuwan_special.spr 19 1 1 "Mt vin bch cu hon c bit, s dng thu c 8 ting y thc ri mng . Nhn c kinh nghim gp 2 ln bch cu hon thng . (Cp 130 nhn c gp 4 ln bch cu hon thng)" 5 0 0 0 0 S lnh 3 1196 \spr\item\questkey\006.spr 41 1 1 Sau khi s dng c th thu nhn 1 t 100 0 0 0 0 Lnh bi y thc nhn i 3 1197 \spr\item\questkey\006.spr 41 1 1 chim IB 100 0 0 0 0 Lnh bi ton khng 3 1198 \spr\item\questkey\006.spr 41 1 1 chim IB 100 0 0 0 0 Lnh bi sinh ni lc 3 1199 \spr\item\questkey\006.spr 41 1 1 chim IB 100 0 0 0 0 Lnh bi ty ty o 3 1200 \spr\item\questkey\006.spr 41 1 1 chim IB 100 0 0 0 0 Lnh bi may mn 3 1201 \spr\item\questkey\006.spr 41 1 1 chim IB 100 0 0 0 0 Lnh bi boss tng bo 3 1202 \spr\item\questkey\006.spr 41 1 1 chim IB 100 0 0 0 0 Lnh bi khu vc cao cp 3 1203 \spr\item\questkey\006.spr 41 1 1 chim IB 100 0 0 0 0 Lnh bi huyn tinh 3 1204 \spr\item\questkey\006.spr 41 1 1 chim IB 100 0 0 0 0 Lnh bi nhn i Tng Kim 3 1205 \spr\item\questkey\006.spr 41 1 1 chim IB 100 0 0 0 0 Lam Trang Tu Phc Tinh Thch 3 1206 \spr\item\christmas\high_blue.spr 333 1 1 Vt liu dng sa trang b tn hi ca Thn b thng nhn Lm An. C th phc hi trang b c bn l 0 trang b xanh. 100 0 0 0 0 T Trang Tu Phc Tinh Thch 3 1207 \spr\item\christmas\high_purple.spr 333 1 1 Vt liu dng sa trang b tn hi ca Thn b thng nhn Lm An. C th phc hi trang b c bn l 0 trang b tm. 100 0 0 0 0 Hong Trang Tu Phc Tinh Thch 3 1208 \spr\item\christmas\high_yellow.spr 333 1 1 Vt liu dng sa trang b tn hi ca Thn b thng nhn Lm An. C th phc hi trang b c bn l 0 trang b Hong Kim. 100 0 0 0 0 Cm nang nh Quc 3 1209 \spr\item\obj_item_jixiang.spr 41 1 1 " i thoi vi L quan ti tn th thn s dng, c th nhn c 1 b trang b nh Quc, thuc tnh ngu nhin." 100 0 0 0 0 Cm nang An Bang 3 1210 \spr\item\obj_item_jixiang.spr 41 1 1 " i thoi vi L quan ti tn th thn s dng, c th nhn c 1 b trang b An Bang, thuc tnh ngu nhin." 100 0 0 0 0 Phc Lc L Bao 3 1211 \spr\item\script\item_chrismasbox.spr 377 1 1 "Khi thu hoch, ngu nhin nhn c 1 trong 4 loi vt liu l bt go, ng, u xanh, to ." 20 0 0 0 0 Th H L Bao 3 1212 \spr\item\script\item_chrismasbox.spr 377 1 1 "L vt sinh nht ba nm v Lm 3, s dng ngu nhinnhn c 1 o c." 20 0 0 0 0 Bt go 3 1213 \spr\item\script\mianfen.spr 41 1 1 Vt liu cn thit lm o vn th 20 0 0 0 0 ng ct 3 1214 \spr\item\script\satang.spr 41 1 1 Vt liu cn thit lm o vn th 20 0 0 0 0 u xanh 3 1215 \spr\item\mid_autumn\dousha.spr 41 1 1 Vt liu cn thit lm o vn th 20 0 0 0 0 To 3 1216 \spr\item\questkey\taskobj394.spr 41 1 1 Vt liu cn thit lm o vn th 20 0 0 0 0 o vn th u xanh 3 1217 \spr\item\script\doushaoshoutao.spr 41 1 1 "L vt sinh nht 3 nm V lm 3. Sau khi s dng, cng lc s gia tng bi phn" 20 0 0 0 0 o vn th nhn to 3 1218 \spr\item\script\zaonishoutao.spr 41 1 1 L vt sinh nht 3 nm V lm 3. Sau khi s dng s nhn i kinh nghim trong 8 gi (khng dng chung vi Tin Tho L). 20 0 0 0 0 Tin Tho L c bit 3 1219 \spr\item\medecine\xiancaolu_sp.spr 370 1 1 "Tin Tho L c hiu qu c bit, c tc dng nhn i kinh nghim trong 8 gi (s dng nhiu ci mt lc s khng c tc dng)." 5 0 0 0 0 Bch Cu Hon k nng c bit 3 1220 \spr\item\medecine\baijuwan_skillsp.spr 19 1 1 "1 vin Bch Cu Hon k nng c bit, s dng s nhn c 8 gi y thc tng k nng cp 90. Hiu qu gp i so vi Bch Cu Hon k nng thng." 5 0 0 0 0 Mnh tranh Hng Nga Vn Du 3 1221 \spr\item\midautumn06\yunyou_1.spr 351 1 2 Mt trong nhng mnh tranh Hng Nga Vn Du m Vn S Thng ang tm 100 0 0 0 0 Mnh tranh Hng Nga Vn Du 3 1222 \spr\item\midautumn06\yunyou_2.spr 351 1 2 Mt trong nhng mnh tranh Hng Nga Vn Du m Vn S Thng ang tm 100 0 0 0 0 Mnh tranh Hng Nga Vn Du 3 1223 \spr\item\midautumn06\yunyou_3.spr 351 2 1 Mt trong nhng mnh tranh Hng Nga Vn Du m Vn S Thng ang tm 100 0 0 0 0 Mnh tranh Hng Nga Vn Du 3 1224 \spr\item\midautumn06\yunyou_4.spr 351 1 2 Mt trong nhng mnh tranh Hng Nga Vn Du m Vn S Thng ang tm 100 0 0 0 0 Mnh tranh Hng Nga Vn Du 3 1225 \spr\item\midautumn06\yunyou_5.spr 351 1 2 Mt trong nhng mnh tranh Hng Nga Vn Du m Vn S Thng ang tm 100 0 0 0 0 Mnh tranh Hng Nga Vn Du 3 1226 \spr\item\midautumn06\yunyou_6.spr 351 2 1 Mt trong nhng mnh tranh Hng Nga Vn Du m Vn S Thng ang tm 100 0 0 0 0 Mnh tranh Hng Nga Vn Du 3 1227 \spr\item\midautumn06\yunyou_7.spr 351 2 1 Mt trong nhng mnh tranh Hng Nga Vn Du m Vn S Thng ang tm 100 0 0 0 0 Mnh tranh Hng Nga Vn Du 3 1228 \spr\item\midautumn06\yunyou_8.spr 351 1 2 Mt trong nhng mnh tranh Hng Nga Vn Du m Vn S Thng ang tm 100 0 0 0 0 Mnh tranh Hng Nga Vn Du 3 1229 \spr\item\midautumn06\yunyou_9.spr 351 1 2 Mt trong nhng mnh tranh Hng Nga Vn Du m Vn S Thng ang tm 100 0 0 0 0 Mnh tranh Hng Nga Vn Du 3 1230 \spr\item\midautumn06\yunyou_10.spr 351 2 1 Mt trong nhng mnh tranh Hng Nga Vn Du m Vn S Thng ang tm 100 0 0 0 0 Mnh tranh Hng Nga Vn Du 3 1231 \spr\item\midautumn06\yunyou_11.spr 351 1 2 Mt trong nhng mnh tranh Hng Nga Vn Du m Vn S Thng ang tm 100 0 0 0 0 Mnh tranh Hng Nga Vn Du 3 1232 \spr\item\midautumn06\yunyou_12.spr 351 1 2 Mt trong nhng mnh tranh Hng Nga Vn Du m Vn S Thng ang tm 100 0 0 0 0 Mnh tranh Hng Nga Tin V 3 1233 \spr\item\midautumn06\xianwu_1.spr 351 1 2 Mt trong nhng mnh tranh Hng Nga Tin V m Vn S Thng ang tm. 100 0 0 0 0 Mnh tranh Hng Nga Tin V 3 1234 \spr\item\midautumn06\xianwu_2.spr 351 2 1 Mt trong nhng mnh tranh Hng Nga Tin V m Vn S Thng ang tm. 100 0 0 0 0 Mnh tranh Hng Nga Tin V 3 1235 \spr\item\midautumn06\xianwu_3.spr 351 2 1 Mt trong nhng mnh tranh Hng Nga Tin V m Vn S Thng ang tm. 100 0 0 0 0 Mnh tranh Hng Nga Tin V 3 1236 \spr\item\midautumn06\xianwu_4.spr 351 2 1 Mt trong nhng mnh tranh Hng Nga Tin V m Vn S Thng ang tm. 100 0 0 0 0 Mnh tranh Hng Nga Tin V 3 1237 \spr\item\midautumn06\xianwu_5.spr 351 2 1 Mt trong nhng mnh tranh Hng Nga Tin V m Vn S Thng ang tm. 100 0 0 0 0 Mnh tranh Hng Nga Tin V 3 1238 \spr\item\midautumn06\xianwu_6.spr 351 1 2 Mt trong nhng mnh tranh Hng Nga Tin V m Vn S Thng ang tm. 100 0 0 0 0 Mnh tranh Hng Nga Tin V 3 1239 \spr\item\midautumn06\xianwu_7.spr 351 2 1 Mt trong nhng mnh tranh Hng Nga Tin V m Vn S Thng ang tm. 100 0 0 0 0 Mnh tranh Hng Nga Tin V 3 1240 \spr\item\midautumn06\xianwu_8.spr 351 2 1 Mt trong nhng mnh tranh Hng Nga Tin V m Vn S Thng ang tm. 100 0 0 0 0 Mnh tranh Hng Nga Tin V 3 1241 \spr\item\midautumn06\xianwu_9.spr 351 1 2 Mt trong nhng mnh tranh Hng Nga Tin V m Vn S Thng ang tm. 100 0 0 0 0 Mnh tranh Hng Nga Tin V 3 1242 \spr\item\midautumn06\xianwu_10.spr 351 1 2 Mt trong nhng mnh tranh Hng Nga Tin V m Vn S Thng ang tm. 100 0 0 0 0 Mnh tranh Hng Nga Tin V 3 1243 \spr\item\midautumn06\xianwu_11.spr 351 2 1 Mt trong nhng mnh tranh Hng Nga Tin V m Vn S Thng ang tm. 100 0 0 0 0 Mnh tranh Hng Nga Tin V 3 1244 \spr\item\midautumn06\xianwu_12.spr 351 2 1 Mt trong nhng mnh tranh Hng Nga Tin V m Vn S Thng ang tm. 100 0 0 0 0 Mnh tranh Vn Du 3 1245 \spr\item\vietnam\midautumn06\yunyou_1.spr 351 1 2 Mt mnh tranh Vn Du m Hoa vin ngoi ti Lm An ang tm (Hn s dng trc 31-10-2007). 4000 0 0 0 0 Mnh tranh Vn Du 3 1246 \spr\item\vietnam\midautumn06\yunyou_2.spr 351 1 2 Mt mnh tranh Vn Du m Hoa vin ngoi ti Lm An ang tm (Hn s dng trc 31-10-2007). 4000 0 0 0 0 Mnh tranh Vn Du 3 1247 \spr\item\vietnam\midautumn06\yunyou_3.spr 351 2 1 Mt mnh tranh Vn Du m Hoa vin ngoi ti Lm An ang tm (Hn s dng trc 31-10-2007). 4000 0 0 0 0 Mnh tranh Vn Du 3 1248 \spr\item\vietnam\midautumn06\yunyou_4.spr 351 1 2 Mt mnh tranh Vn Du m Hoa vin ngoi ti Lm An ang tm (Hn s dng trc 31-10-2007). 4000 0 0 0 0 Mnh tranh Vn Du 3 1249 \spr\item\vietnam\midautumn06\yunyou_5.spr 351 1 2 Mt mnh tranh Vn Du m Hoa vin ngoi ti Lm An ang tm (Hn s dng trc 31-10-2007). 4000 0 0 0 0 Mnh tranh Vn Du 3 1250 \spr\item\vietnam\midautumn06\yunyou_6.spr 351 2 1 Mt mnh tranh Vn Du m Hoa vin ngoi ti Lm An ang tm (Hn s dng trc 31-10-2007). 4000 0 0 0 0 Mnh tranh Tin V 1 3 1251 \spr\item\vietnam\midautumn06\xianwu_1.spr 351 1 2 Mt mnh tranh Tin V m Hng Nga ang tm. 0 0 0 0 0 Mnh tranh Tin V 2 3 1252 \spr\item\vietnam\midautumn06\xianwu_2.spr 351 2 1 Mt mnh tranh Tin V m Hng Nga ang tm. 0 0 0 0 0 Mnh tranh Tin V 3 3 1253 \spr\item\vietnam\midautumn06\xianwu_3.spr 351 2 1 Mt mnh tranh Tin V m Hng Nga ang tm. 0 0 0 0 0 Mnh tranh Tin V 4 3 1254 \spr\item\vietnam\midautumn06\xianwu_4.spr 351 2 1 Mt mnh tranh Tin V m Hng Nga ang tm. 0 0 0 0 0 Mnh tranh Tin V 5 3 1255 \spr\item\vietnam\midautumn06\xianwu_5.spr 351 2 1 Mt mnh tranh Tin V m Hng Nga ang tm. 0 0 0 0 0 Mnh tranh Tin V 6 3 1256 \spr\item\vietnam\midautumn06\xianwu_6.spr 351 1 2 Mt mnh tranh Tin V m Hng Nga ang tm. 0 0 0 0 0 Mnh tranh thn b 3 1257 \spr\item\questkey\obj_item_shanhe.spr 351 1 1 dng rp thnh tranh Vn Du hoc Tin V 4000 0 0 0 0 Hp vt liu lng n 3 1258 \spr\item\mid_autumn\zhongqiuwupin.spr 432 1 1 Trong cha cc vt liu lm lng n 1000 0 0 0 0 Giy king vng (Vt liu lm lng n) 3 1259 \spr\item\vietnam\midautumn06\paper_yello.spr 432 1 1 Mang vt liu n Th rn trong thnh hp thnh lng n (n 13.10.2006 ht hn). 1000 0 0 0 0 Giy king lam (Vt liu lm lng n) 3 1260 \spr\item\vietnam\midautumn06\paper_blue.spr 432 1 1 Mang vt liu n Th rn trong thnh hp thnh lng n (n 13.10.2006 ht hn). 2000 0 0 0 0 Giy king lc (Vt liu lm lng n) 3 1261 \spr\item\vietnam\midautumn06\paper_green.spr 432 1 1 Mang vt liu n Th rn trong thnh hp thnh lng n (n 13.10.2006 ht hn). 3000 0 0 0 0 Giy king (Vt liu lm lng n) 3 1262 \spr\item\vietnam\midautumn06\paper_red.spr 432 1 1 Mang vt liu n Th rn trong thnh hp thnh lng n (n 13.10.2006 ht hn). 10000 0 0 0 0 Giy king cam (Vt liu lm lng n) 3 1263 \spr\item\vietnam\midautumn06\paper_orange.spr 432 1 1 Mang vt liu n Th rn trong thnh hp thnh lng n (n 13.10.2006 ht hn). 20000 0 0 0 0 Thanh tre (Vt liu lm lng n) 3 1264 \spr\item\vietnam\midautumn06\bamboo.spr 432 1 1 Mang vt liu n Th rn trong thnh hp thnh lng n (n 13.10.2006 ht hn). 1000 0 0 0 0 Dy ci (Vt liu lm lng n) 3 1265 \spr\item\vietnam\midautumn06\tiesi.spr 432 1 1 Mang vt liu n Th rn trong thnh hp thnh lng n (n 13.10.2006 ht hn). 1000 0 0 0 0 Nn 3 1266 \spr\item\vitenambirthday\candle004.spr 432 1 1 Mang vt liu n Th rn trong thnh hp thnh lng n (n 13.10.2006 ht hn). 1000 0 0 0 0 3 1267 \spr\item\vietnam\midautumn06\lantern_yello.spr 451 1 1 Lng n bm bmdng trang tr Trung Thu 0 0 0 0 0 3 1268 \spr\item\vietnam\midautumn06\lantern_blue.spr 452 1 1 Lng n ngi sao dng trang tr Trung Thu 0 0 0 0 0 3 1269 \spr\item\vietnam\midautumn06\lantern_green.spr 453 1 1 Lng n ng dng trang tr Trung Thu 0 0 0 0 0 3 1270 \spr\item\vietnam\midautumn06\lantern_red.spr 454 1 1 Lng n trn dng trang tr Trung Thu 0 0 0 0 0 3 1271 \spr\item\vietnam\midautumn06\lantern_orange.spr 455 1 1 Lng n c chp dng trang tr Trung Thu 0 0 0 0 0 3 1272 \spr\item\vietnam\midautumn06\lantern_full.spr 456 2 2 Lng n ko qun dng trang tr Trung Thu 0 0 0 0 0 Bnh trung thu thng 3 1273 \spr\item\vietnam\midautumn06\mooncake_1.spr 430 1 1 S dng s tng 2 vn im kinh nghim (n 17.11.2006 ht hn) 1500 0 0 0 0 Bnh Trung Thu u Xanh 3 1274 \spr\item\vietnam\midautumn06\mooncake_2.spr 430 1 1 S dng nhn c 1 triu im kinh nghim. 0 0 0 0 0 Bnh Trung Thu Nhn Trng 3 1275 \spr\item\vietnam\midautumn06\mooncake_3.spr 430 1 1 S dng nhn c 2 triu im kinh nghim. 0 0 0 0 0 Bnh Trung Thu Thp Cm 3 1276 \spr\item\vietnam\midautumn06\mooncake_4.spr 430 1 1 S dng nhn c ngu nhin im kinh nghim v mnh tranh. 0 0 0 0 0 Bnh trung thu ht sen 3 1277 \spr\item\vietnam\midautumn06\mooncake_5.spr 430 1 1 S dng s tng 100 vn im kinh nghim (n 17.11.2006 ht hn) 30000 0 0 0 0 Bnh trung thu con heo 3 1278 \spr\item\vietnam\midautumn06\mooncake_6.spr 430 2 1 S dng s tng 200 vn im kinh nghim (n 17.11.2006 ht hn) 60000 0 0 0 0 Lng n bm bm 3 1279 \spr\item\vietnam\midautumn06\lantern_yello.spr 451 1 1 Thp ln s nhn i kinh nghim trong 10 pht (khng dng chung vi Tin Tho L). 1500 0 0 0 0 Lng n ngi sao 3 1280 \spr\item\vietnam\midautumn06\lantern_blue.spr 452 1 1 Thp ln s nhn i kinh nghim trong 20 pht (khng dng chung vi Tin Tho L). 3000 0 0 0 0 Lng n ng 3 1281 \spr\item\vietnam\midautumn06\lantern_green.spr 453 1 1 Thp ln s nhn i kinh nghim trong 30 pht (khng dng chung vi Tin Tho L). 5000 0 0 0 0 Lng n trn 3 1282 \spr\item\vietnam\midautumn06\lantern_red.spr 454 1 1 Thp ln s nhn i kinh nghim trong 40 pht (khng dng chung vi Tin Tho L). 15000 0 0 0 0 Lng n c chp 3 1283 \spr\item\vietnam\midautumn06\lantern_orange.spr 455 1 1 Thp ln s nhn i kinh nghim trong 50 pht (khng dng chung vi Tin Tho L). 30000 0 0 0 0 Lng n ko qun 3 1284 \spr\item\vietnam\midautumn06\lantern_full.spr 456 2 2 Thp ln s nhn i kinh nghim trong 60 pht (khng dng chung vi Tin Tho L). 60000 0 0 0 0 La Bn 3 1285 \spr\obj\item\huangjincaipiao.spr 430 1 1 Loi La Bn dng thut phong thy thng dng o t phng v. 100 0 0 0 0 Long Mch 3 1286 \spr\item\questkey\treasuremap.spr 341 1 1 \script\task\lord\dragon_map_dec.lua 100 0 0 0 0 Long huyt thch () 3 1287 \spr\item\questkey\taskobj053.spr 333 1 1 \script\task\lord\dragon_stone_dec.lua 100 0 0 0 0 Long huyt thch (lam) 3 1288 \spr\item\questkey\taskobj054.spr 333 1 1 \script\task\lord\dragon_stone_dec.lua 100 0 0 0 0 Long huyt thch (lc) 3 1289 \spr\item\questkey\taskobj055.spr 333 1 1 \script\task\lord\dragon_stone_dec.lua 100 0 0 0 0 Bch Luyn Nguyn Thn an 3 1290 \spr\item\questkey\taskobj087.spr 372 1 1 Tin an hi t t ton thn cng lc ca cao th v lm. Ngi chi cp di 100 s dng s t n cp 100 trong nhy mt. 100 0 0 0 0 Huyn Tinh Cm Nang 3 1291 \spr\item\obj_item_jixiang.spr 41 1 1 Bn trong c cha 1 vin Huyn Tinh Khong Thch 100 0 0 0 0 Hip Ct Cm Nang 3 1292 \spr\item\obj_item_jixiang.spr 41 1 1 "(IB)i thoi vi L Quan s dng, s nhn c 1 b trang b Hip Ct, thuc tnh ngu nhin." 100 0 0 0 0 Nhu Tnh Cm Nang 3 1293 \spr\item\obj_item_jixiang.spr 41 1 1 "(IB) i thoi vi L Quan s dng, s nhn c 1 b trang b Nhu Tnh, thuc tnh ngu nhin." 100 0 0 0 0 Thng C Lnh Bi 3 1294 \spr\item\questkey\taskobj132.spr 385 1 1 Mang n Liu t thng nhn Tng Dng i phn thng (n 13.10.2006 ht hn). 2000000 0 0 0 0 Thin Nhn Ph 3 1295 \spr\item\questkey\006.spr 41 1 1 chim IB 100 0 0 0 0 Lnh bi vinh d Hong Kim 3 1296 \spr\item\vietnam\leaguematch\icon_league_gold.spr 385 1 1 S dng s nhn c 500 im vinh d 500 0 0 0 0 Lnh bi vinh d Bch Ngn 3 1297 \spr\item\vietnam\leaguematch\icon_league_silver.spr 385 1 1 S dng s nhn c 100 im vinh d 100 0 0 0 0 Lnh bi vinh d Thanh ng 3 1298 \spr\item\vietnam\leaguematch\icon_league_iron.spr 385 1 1 S dng s nhn c 50 im vinh d 50 0 0 0 0 Lnh bi vinh d Hn thit 3 1299 \spr\item\vietnam\leaguematch\icon_league_copper.spr 385 1 1 S dng s nhn c 10 im vinh d 10 0 0 0 0 Hnh Vn Phc i 3 1300 \spr\item\twzhuanyun\zhuanyunbao_big.spr 448 1 1 S dng s ngu nhin nhn c 1 vin Huyn tinh khong thch (cp 7 n 10). 50 0 0 0 0 Kinh nghim l hp 3 1301 \spr\item\obj_item_gifts.spr 345 1 1 "L hp kinh nghim, s dng s ngu nhin nhn c 50 vn n 500 vn im kinh nghim." 100 0 0 0 0 nh Quc Cm Nang 3 1302 \spr\item\obj_item_jixiang.spr 41 1 1 "(IB)i thoi vi L Quan s dng, s nhn c 1 b trang b nh Quc, thuc tnh ngu nhin." 100 0 0 0 0 An Bang Cm Nang 3 1303 \spr\item\obj_item_jixiang.spr 41 1 1 "(IB)i thoi vi L Quan s dng, s nhn c 1 b trang b An Bang, thuc tnh ngu nhin." 100 0 0 0 0 Th k gi 3 1304 \spr\item\obj_item_jixiang.spr 41 1 1 (IB) sau khi s dng s nhn c 1 gi by bn ri mng. 100 0 0 0 0 Th k gi cao cp 3 1305 \spr\item\obj_item_jixiang.spr 41 1 1 (IB) sau khi s dng s nhn c 10 gi by bn ri mng. 100 0 0 0 0 V thn t phc 3 1306 \spr\item\questkey\taskobj025.spr 41 1 1 "Sau khi s dng, trong 2 gi phn thng s nhn i khi tham gia cc hot ng Tng Kim, Tn S, Thch thc thi gian,V lm lin u, nhim v d tu, m huy hong." 10 0 0 0 0 Thin l truyn m 3 1307 \spr\item\whelk.spr 41 1 1 "Sau khi s dng c th chat 10 ln tn s thnh, th gii" 100 0 0 0 0 Thn Hnh Ph 3 1308 \spr\item\special\Obj_TownPortal.spr 38 1 1 "Thn Hnh Thut, lm cho i hip i bt c thnh th thn trn ch nh no" 100 0 0 0 0 L bao trang b ng hnh (Huyn Thit Kim) 3 1309 \spr\item\obj_item_jixiang.spr 377 1 1 "S dng s nhn c Huyn Thit Kim c ng hnh mc, thy, ha, th." 10000 0 0 0 0 L bao trang b ng hnh (i Phong ao) 3 1310 \spr\item\obj_item_jixiang.spr 377 1 1 "S dng s nhn c i Phong ao c ng hnh mc, thy, ha, th." 10000 0 0 0 0 L bao trang b ng hnh (Kim C Bng) 3 1311 \spr\item\obj_item_jixiang.spr 377 1 1 "S dng s nhn c Kim C Bng c ng hnh mc, thy, ha, th." 10000 0 0 0 0 L bao trang b ng hnh (Ph Thin Kch) 3 1312 \spr\item\obj_item_jixiang.spr 377 1 1 "S dng s nhn c Kim C Bng c ng hnh mc, thy, ha, th." 10000 0 0 0 0 L bao trang b ng hnh (Ph Thin Chy) 3 1313 \spr\item\obj_item_jixiang.spr 377 1 1 "S dng s nhn c Ph Thin Chy c ng hnh mc, thy, ha, th." 10000 0 0 0 0 L bao trang b ng hnh (B Vng Tiu) 3 1314 \spr\item\obj_item_jixiang.spr 377 1 1 "S dng s nhn c B Vng Tiu c ng hnh mc, thy, ha, th." 10000 0 0 0 0 L bao trang b ng hnh (Toi Nguyt ao) 3 1315 \spr\item\obj_item_jixiang.spr 377 1 1 "S dng s nhn c Toi Nguyt ao c ng hnh mc, thy, ha, th." 10000 0 0 0 0 L bao trang b ng hnh (Khng Tc Linh) 3 1316 \spr\item\obj_item_jixiang.spr 377 1 1 "S dng s nhn c Khng Tc Linh c ng hnh mc, thy, ha, th." 10000 0 0 0 0 L bao trang b ng hnh (Long Phng Huyt Ngc Trc) 3 1317 \spr\item\obj_item_jixiang.spr 377 1 1 "S dng s nhn c Long Phng Huyt Ngc Trc c ng hnh mc, thy, ha, th." 10000 0 0 0 0 L bao trang b ng hnh (Thin Tm H Uyn) 3 1318 \spr\item\obj_item_jixiang.spr 377 1 1 "S dng s nhn c Thin Tm H Uyn c ng hnh mc, thy, ha, th." 10000 0 0 0 0 L bao trang b ng hnh (Thng Thin Pht Qun) 3 1319 \spr\item\obj_item_jixiang.spr 377 1 1 "S dng s nhn c Thng Thin Pht Qun c ng hnh mc, thy, ha, th." 10000 0 0 0 0 L bao trang b ng hnh (Ym Nht Khi) 3 1320 \spr\item\obj_item_jixiang.spr 377 1 1 "S dng s nhn c Ym Nht Khi c ng hnh mc, thy, ha, th." 10000 0 0 0 0 L bao trang b ng hnh (Huyn T Din Tro) 3 1321 \spr\item\obj_item_jixiang.spr 377 1 1 "S dng s nhn c Huyn T Din Tro c ng hnh mc, thy, ha, th." 10000 0 0 0 0 L bao trang b ng hnh (Thanh Tinh Xoa) 3 1322 \spr\item\obj_item_jixiang.spr 377 1 1 "S dng s nhn c Thanh Tinh Xoa c ng hnh mc, thy, ha, th." 10000 0 0 0 0 L bao trang b ng hnh (Bch Kim Yu i) 3 1323 \spr\item\obj_item_jixiang.spr 377 1 1 "S dng s nhn c Bch Kim Yu i c ng hnh mc, thy, ha, th." 10000 0 0 0 0 L bao trang b ng hnh (Thin Tm Yu i) 3 1324 \spr\item\obj_item_jixiang.spr 377 1 1 "S dng s nhn c Thin Tm Yu i c ng hnh mc, thy, ha, th." 10000 0 0 0 0 L bao trang b ng hnh (Thin Tm Ngoa) 3 1325 \spr\item\obj_item_jixiang.spr 377 1 1 "S dng s nhn c Thin Tm Ngoa c ng hnh mc, thy, ha, th." 10000 0 0 0 0 L bao trang b ng hnh (Phi Phng Ngoa) 3 1326 \spr\item\obj_item_jixiang.spr 377 1 1 "S dng s nhn c Phi Phng Ngoa c ng hnh mc, thy, ha, th." 10000 0 0 0 0 Thin l truyn m cao cp 3 1327 \spr\item\whelk_h.spr 41 1 1 "Sau khi s dng c th chat 100 ln tn s thnh, th gii" 100 0 0 0 0 X Thit Tho 3 1328 \spr\item\questkey\taskobj097.spr 41 1 1 "Loi c thng thy, c tc dng gii c rt hiu qu." 100 0 0 0 0 Ht V 3 1329 \spr\item\questkey\taskobj399.spr 365 1 1 "ui b cp c, dng lm thuc." 100 0 0 0 0 Hp l phm 3 1330 \spr\item\mid_autumn\zhongqiuwupin.spr 432 1 1 Cha ngu nhin 1 trong 4 ch Nht; T; Vi; S 1000 0 0 0 0 Nht 3 1331 \spr\item\teacherday06\nhat.spr 432 2 1 t (di cp 80) dnh tng S ph. (Trc ngy 31/12/2006) 100 0 0 0 0 T 3 1332 \spr\item\teacherday06\tu.spr 432 2 1 t (di cp 80) dnh tng S ph. (Trc ngy 31/12/2006) 100 0 0 0 0 Vi 3 1333 \spr\item\teacherday06\vi.spr 432 2 1 t (di cp 80) dnh tng S ph. (Trc ngy 31/12/2006) 100 0 0 0 0 S 3 1334 \spr\item\teacherday06\su.spr 432 2 1 t (di cp 80) dnh tng S ph. (Trc ngy 31/12/2006) 100 0 0 0 0 Th n S 3 1335 \spr\item\questkey\card_mgk.spr 38 1 1 em n chng mn bn phi nhn thng. (Trc ngy 31/12/2006) 100 0 0 0 0 Lnh bi vinh d 3 1336 \spr\item\leaguematch\icon_league_wood.spr 385 1 1 S dng c th nhn c 20 im vinh d 10 0 0 0 0 Th Cao 3 1337 \spr\item\questkey\card_xnk.spr 38 1 1 em n chng mn bn phi nhn thng. (Trc ngy 31/12/2006) 100 0 0 0 0 Ti k nng 3 1338 \spr\item\twzhuanyun\zhuanyunbao_big.spr 448 1 1 "S dng s ngu nhin nhn c bo vt, c th hc c k nng cp 120." 1000 0 0 0 0 Thanh ng nh Cm Hp 3 1339 \spr\item\script\item_chrismasbox.spr 377 1 1 "Bn trong c cha 10 Thanh ng nh, l tn vt cng thnh vnh cu" 100 0 0 0 0 Ng hoa ngc l hon - cng thnh chin. 3 1340 \spr\item\medecine\obj-potion13.spr 311 1 1 "Loi thuc thng c s dng khi cng thnh.Tin n diu dc, c th ng thi phc hi 5000 im sinh lc v ni lc.Mi na giy hi phc sinh lc: tng 500 imMi na giy hi phc ni lc: tng 500 im." 20 0 0 0 0 Cu chuyn hon hn n - cng thnh chin 3 1341 \spr\item\medecine\obj-potion03.spr 310 1 1 Loi thuc thng c s dng khi cng thnh.Ci t hon an. Hi phc 5000 im sinh lc.Mi na giy hi phc sinh lc: Tng 500 im. 20 0 0 0 0 Th hon hn n - cng thnh chin 3 1342 \spr\item\medecine\obj-potion08.spr 312 1 1 "Loi thuc thng c s dng khi cng thnh.i b thn an, gip phc hi 5000 im ni lc.Mi na giy hi phc ni lc: Tng 500 im." 20 0 0 0 0 Long din ha c n - cng thnh chin 3 1343 \spr\item\medecine\obj-potion27.spr 19 1 1 Loi thuc thng c s dng khi cng thnh.Gii c diu nc st: gim 1200 im. 20 0 0 0 0 Hp thuc Cng Thnh Chin (Ng Hoa Ngc L Hon) 3 1344 \spr\item\obj_item_jixiang.spr 377 1 1 Vt phm chuyn dng cng thnh chinS dng s nhn c 20 vin Ng Hoa Ngc L Hon chuyn dng 20 0 0 0 0 Hp thuc Cng Thnh Chin (Cu Chuyn Hon Hn an) 3 1345 \spr\item\obj_item_jixiang.spr 377 1 1 Vt phm chuyn dng cng thnh chinS dng s nhn c 20 vin Cu Chuyn Hon Hn an chuyn dng. 20 0 0 0 0 Hp thuc Cng Thnh Chin (Th Hon Thn an) 3 1346 \spr\item\obj_item_jixiang.spr 377 1 1 Vt phm chuyn dng cng thnh chinS dng s nhn c 20 vin Th Hon Thn an chuyn dng. 20 0 0 0 0 Hp thuc Cng Thnh Chin (Long Din Ha c an) 3 1347 \spr\item\obj_item_jixiang.spr 377 1 1 Vt phm chuyn dng cng thnh chinS dng s nhn c 20 vin Long Din Ha c an chuyn dng. 20 0 0 0 0 Qun Hu Chi n 3 1348 \spr\item\questkey\obj_item_herokey3.spr 352 1 1 "o c thnh ch Lm An s dng ha thnh hnh tng c th.Nhn c trng thi Khng tt c +10 im, sinh lc ni lc tng 20%." 20 0 0 0 0 Hiu Hng Chi n 3 1349 \spr\item\questkey\obj_item_herokey3.spr 352 1 1 "o c thnh ch Bin Kinh s dng ha thnh hnh tng c th.Nhn c trng thi Khng tt c +10 im, sinh lc ni lc tng 20%." 20 0 0 0 0 Mnh B Thin Thch (tiu) 3 1350 \spr\item\magic\butianshi_xiao.spr 372 1 1 Vt phm dng ch to trang b Bch Kim.Mt mnh truyn thuyt m N Oa dng v tri. 20 0 0 0 0 Mnh B Thin Thch (trung) 3 1351 \spr\item\magic\butianshi_zhong.spr 372 1 1 Vt phm dng ch to trang b Bch Kim.Mt mnh truyn thuyt m N Oa dng v tri. 20 0 0 0 0 Mnh B Thin Thch (i) 3 1352 \spr\item\magic\butianshi_da.spr 372 1 1 Vt phm dng ch to trang b Bch Kim.Mt mnh truyn thuyt m N Oa dng v tri. 20 0 0 0 0 Hp qu ging sinh 3 1353 \spr\item\obj_item_gifts.spr 345 1 1 Nhp chut phi ly nguyn liu lm ngi tuyt. 1000 0 0 0 0 Hoa tuyt 3 1354 \spr\item\christmas2006\snowflake.spr 41 1 1 Nguyn liu lm ngi tuyt. 1000 0 0 0 0 C rt 3 1355 \spr\item\christmas2006\carrot.spr 41 1 1 Nguyn liu lm ngi tuyt. 1000 0 0 0 0 Cnh thng 3 1356 \spr\item\christmas2006\xmasbranch.spr 41 1 1 Nguyn liu lm ngi tuyt. 1000 0 0 0 0 Nn ging sinh 3 1357 \spr\item\christmas2006\xmascap.spr 41 1 1 Nguyn liu lm ngi tuyt. 1000 0 0 0 0 Khn chong (xanh) 3 1358 \spr\item\christmas2006\greenscarf.spr 41 1 1 Nguyn liu lm ngi tuyt. 1000 0 0 0 0 Khn chong () 3 1359 \spr\item\christmas2006\redscarf.spr 41 1 1 Nguyn liu lm ngi tuyt. 1000 0 0 0 0 Cy thng 3 1360 \spr\item\christmas2006\xmastree.spr 41 1 1 Nguyn liu lm ngi tuyt. 1000 0 0 0 0 Ngi tuyt chong khn xanh (c bit) 3 1361 \spr\item\christmas2006\snowman_greenscarf.spr 461 1 1 "Ngi tuyt c bit, dng i qu ti ng gi Noen" 1000 0 0 0 0 Ngi tuyt chong khn (c bit) 3 1362 \spr\item\christmas2006\snowman_redscarf.spr 461 1 1 "Ngi tuyt c bit, dng i qu ti ng gi Noen" 1000 0 0 0 0 Ngi tuyt c bit 3 1363 \spr\item\christmas2006\snowman_normal.spr 461 1 1 "Ngi tuyt c bit, dng i qu ti ng gi Noen" 1000 0 0 0 0 Ngi tuyt chong khn xanh (thng) 3 1364 \spr\item\christmas2006\snowman_greenscarf.spr 461 1 1 Ngi tuyt thng. Nhn i kinh nghim khi luyn cng trong 30 pht. 1000 0 0 0 0 Ngi tuyt chong khn (thng) 3 1365 \spr\item\christmas2006\snowman_redscarf.spr 461 1 1 Ngi tuyt thng. Nhn i kinh nghim khi luyn cng trong 60 pht. 1000 0 0 0 0 Ngi tuyt thng 3 1366 \spr\item\christmas2006\snowman_normal.spr 461 1 1 Ngi tuyt thng. Nhn i kinh nghim ca t i khi luyn cng trong 60 pht. 1000 0 0 0 0 Bnh b 3 1367 \spr\item\christmas2006\pumpkinpie.spr 458 1 1 Nhp chut phi s dng. C th nhn c 100 000 kinh nghim. 1000 0 0 0 0 Bnh kem 3 1368 \spr\item\christmas2006\xmascake.spr 459 1 1 Nhp chut phi s dng. C th nhn c 500 000 kinh nghim. 1000 0 0 0 0 G li 3 1369 \spr\item\christmas2006\turkey.spr 460 1 1 Nhp chut phi s dng. C th nhn c 1 triu kinh nghim. 1000 0 0 0 0 Thip ging sinh 1 3 1370 \spr\item\christmas2006\xmascard1.spr 38 1 1 Nhn chut phi m 1000 0 0 0 0 Thip ging sinh 2 3 1371 \spr\item\christmas2006\xmascard2.spr 38 1 1 Nhn chut phi m 1000 0 0 0 0 Thip ging sinh 3 3 1372 \spr\item\christmas2006\xmascard3.spr 38 1 1 Nhn chut phi m 1000 0 0 0 0 Thip ging sinh 4 3 1373 \spr\item\christmas2006\xmascard4.spr 38 1 1 Nhn chut phi m 1000 0 0 0 0 Thip ging sinh 5 3 1374 \spr\item\christmas2006\xmascard5.spr 38 1 1 Nhn chut phi m 1000 0 0 0 0 Qu Ng Hoa Ngc L 3 1375 \spr\item\obj_item_jixiang.spr 347 1 1 "Trong cha 60 Ng Hoa Ngc L hon (c bit, cng hiu 5 ngy)" 20 0 0 0 0 Bch Kim bi 3 1376 \spr\item\leaguematch\icon_league_platina.spr 385 1 1 Lnh bi vinh d. S dng s nhn c 1000 im vinh d. 500 0 0 0 0 Ch tn lnh bi 3 1377 \spr\item\leaguematch\icon_league_top.spr 385 1 1 "Lnh bi vinh d ti cao, s dng s nhn c 3000 im vinh d." 500 0 0 0 0 Rng D Tu 3 1378 \spr\item\script\item_goldenbox.spr 367 2 2 "Rng ca D Tu, khm rt nhiu bo thch. Bn trong cha nhiu b n" 5000 0 0 0 0 N Nhi Hng 3 1379 \spr\item\questkey\taskobj072.spr 41 1 1 Loi ru D Tu rt thch.Dng nh D Tu ra khi thnh. 1000 0 0 0 0 Bao l vt o k nng cp 120 3 1380 \spr\item\script\item_chrismasbox.spr 377 1 1 "Trong cha 5 ti hnh phc, 2 bao may mn (ln), 1 Huyn tinh khong thch cp 9, 1 hp i Bch Cu Hon k nng." 100 0 0 0 0 Thnh ch L bao 3 1381 \spr\item\script\item_chrismasbox.spr 377 1 1 "Phn thng ca Thi th, trong cha1000 vn lng." 100 0 0 0 0 Thnh ch L phm 3 1382 \spr\item\script\item_chrismasbox.spr 377 1 1 S nhn c mt bo vt ngu nhin 100 0 0 0 0 Xng 3 1383 \spr\item\script\spring2007\tieqiao.spr 41 1 1 o c o bo vt vo dp Tt (chut phi s dng) 100 0 0 0 0 Bnh thp cm Ph Dung 3 1384 \spr\item\questkey\taskobj072.spr 41 1 1 n vo s tng 1.500.000 im kinh nghim.(kinh nghim khng cng dn)S dng n: 06/03/2007 100 0 0 0 0 Bnh thp cm Qu Hoa 3 1385 \spr\item\script\item_chrismasbox.spr 377 1 1 n vo s tng 3.000.000 im kinh nghim.(kinh nghim khng cng dn)S dng n: 06/03/2007 100 0 0 0 0 Bnh C Chp 3 1386 \spr\item\script\item_chrismasbox.spr 377 1 1 <<δ>> 100 0 0 0 0 Pho hoa ngy Tt 3 1387 \spr\item\script\spring2007\xinnian_lihua.spr 41 1 1 "t pho hoa trong 5 pht.Trong thi gian ny, cc nhm tp trung xung quanh s lin tc nhn c im kinh nghim.C th nhn c ti a 100 triu im.S dng n: 06/03/2007" 100 0 0 0 0 Thip chc Tt 1 3 1388 \spr\item\christmas2006\xmascard2.spr 38 1 1 Nhn chut phi m 20 0 0 0 0 Thip chc Tt 2 3 1389 \spr\item\christmas2006\xmascard3.spr 38 1 1 Nhn chut phi m 20 0 0 0 0 Thip chc Tt 3 3 1390 \spr\item\christmas2006\xmascard4.spr 38 1 1 Nhn chut phi m 20 0 0 0 0 Thip chc Tt 4 3 1391 \spr\item\christmas2006\xmascard5.spr 38 1 1 Nhn chut phi m 20 0 0 0 0 Bao l x 3 1392 \spr\item\script\spring2007\chunjie_hongbao.spr 342 1 1 Trong cha ngu nhin 1 vin pho. 20 0 0 0 0 Pho tiu 3 1393 \spr\item\script\spring2007\bianpao_small.spr 462 1 1 Gp vui ngy Tt.Thu thp tht nhiu v mang n th rn ti Minh Nguyt trn lm pho cp cao hn.. 20 0 0 0 0 Pho trung 3 1394 \spr\item\script\spring2007\bianpao_middle.spr 462 1 2 Gp vui ngy Tt.Thu thp tht nhiu v mang n th rn ti Minh Nguyt trn lm pho cp cao hn.. 20 0 0 0 0 Pho i 3 1395 \spr\item\script\spring2007\bianpao_big.spr 462 1 2 Gp vui ngy Tt.Thu thp tht nhiu v mang n th rn ti Minh Nguyt trn lm pho cp cao hn.. 20 0 0 0 0 phong pho tiu c bit 3 1396 \spr\item\script\spring2007\bianpaochuan_small.spr 463 1 1 Gp vui ngy Tt.S dng s nhn c 150.000 im kinh nghim v 1 Huyn Tinh Khong Thch cp 3.S dng n: 24h00 ngy 31/03/2007. 20 0 0 0 0 Phong pho trung c bit 3 1397 \spr\item\script\spring2007\bianpaochuan_middle.spr 463 1 2 Gp vui ngy Tt.S dng s nhn c 1.200.000 im kinh nghim v 1 Huyn Tinh Khong Thch cp 5.S dng n: 24h00 ngy 31/03/2007. 20 0 0 0 0 Phong pho i c bit 3 1398 \spr\item\script\spring2007\bianpaochuan_big.spr 463 1 2 Gp vui ngy Tt.S dng s nhn c 30.000.000 im kinh nghim v 1 Huyn Tinh Khong Thch cp 7 hoc 8.S dng n: 24h00 ngy 31/03/2007. 20 0 0 0 0 phong pho tiu thng 3 1399 \spr\item\script\spring2007\bianpaochuan_small.spr 463 1 1 Gp vui ngy Tt.S dng s nhn c 150.000 im kinh nghim.S dng n: 24h00 ngy 31/03/2007. 20 0 0 0 0 Phong pho trung thng 3 1400 \spr\item\script\spring2007\bianpaochuan_middle.spr 463 1 2 Gp vui ngy Tt.S dng s nhn c 1.000.000 im kinh nghim.S dng n: 24h00 ngy 31/03/2007. 20 0 0 0 0 Phong pho i thng 3 1401 \spr\item\script\spring2007\bianpaochuan_big.spr 463 1 2 Gp vui ngy Tt.S dng s nhn c 8.000.000 im kinh nghim.S dng n: 24h00 ngy 31/03/2007. 20 0 0 0 0 Pho 3 1402 \spr\item\magic\icon_item_baozhu.spr 41 1 1 "Gp vui ngy Tt, c th dng tn cng ngi chi khc (nhp chut phi s dng)" 1000 0 0 0 0 Ht Hoa Hng Nhn 3 1403 \spr\item\questkey\seed_rose.spr 330 1 1 "Nhp chut phi s dng, bt u trng 1 cy hoa hng. Khu vc thch hp: 7 i thnh th, 8 tn th thn v 4 khu vc ngm cnh.Ngi chi cp 80 tr ln np th.Hn s dng: 23/02/2007" 20 0 0 0 0 Hoa hng c bit 3 1404 \spr\item\script\vanlentine2007\pure_rose.spr 330 1 1 "Nhp chut phi s dng, s nhn c 150 vn im kinh nghim. Ngi chi cp 80 tr ln np th.Hn s dng: 06/03/2007" 20 0 0 0 0 Hoa hng thng 3 1405 \spr\item\script\vanlentine2007\normal_rose.spr 330 1 1 "Nhp chut phi s dng, s nhn c 100 vn im kinh nghim. Ngi chi cp 80 tr ln np th.Hn s dng: 06/03/2007" 20 0 0 0 0 N hoa hng 3 1406 \spr\item\script\vanlentine2007\red_rose.spr 330 1 1 "Nhp chut phi s dng, s nhn c 50 vn im kinh nghim. Ngi chi cp 80 tr ln np th.Hn s dng: 06/03/2007" 20 0 0 0 0 V s V Lm IB 3 1407 \spr\item\worldcup\huangjin_qiuka.spr 41 1 1 \script\event\lottery\one_lottery_dec.lua 100 0 0 0 0 V s V Lm (5 tm)IB 3 1408 \spr\item\worldcup\huangjin_qiuka.spr 41 1 1 \script\event\lottery\one_lottery_dec.lua 100 0 0 0 0 Lc v s V Lm IB 3 1409 \spr\item\worldcup\dalishen_kace.spr 41 1 1 \script\event\lottery\total_lottery_dec.lua 0 0 0 0 0 H co bt tin 3 1410 \spr\item\questkey\seed_rose.spr 41 1 1 "Mn n thng s dng trong ngy Tt, s dng nhn c 50 vn im kinh nghim." 20 0 0 0 0 Bnh kem Hong Kim 3 1411 \spr\item\questkey\seed_rose.spr 41 1 1 "Mn n thng s dng trong ngy Tt, s dng nhn c 500 vn im kinh nghim." 20 0 0 0 0 V s V Lm (50 tm) IB 3 1412 \spr\item\worldcup\huangjin_qiuka.spr 41 1 1 \script\event\lottery\one_lottery_dec.lua 100 0 0 0 0 Cha kha c 3 1413 \spr\item\questkey\taskobj092.spr 41 1 1 "Cha kha m Bch Bo Rng, rt d gy, cn phi gi gn cn thn." 100 0 0 0 0 Cha kha g st 3 1414 \spr\item\questkey\taskobj092.spr 41 1 1 "Cha kha m Bch Bo Rng, g st.Khng c nhiu hi vng m rng." 200 0 0 0 0 Cha kha ph thng 3 1415 \spr\item\questkey\taskobj092-1.spr 41 1 1 "Cha kha m Bch Bo Rng,cn b ra mt t cng sc th s m c rng." 500 0 0 0 0 Cha kha Nh 3 1416 \spr\item\questkey\taskobj092-1.spr 41 1 1 "Cha kha m Nh Bo Hp, lm t st tt.Nhn b ngoi rt chc chn, xem ra c nhiu kh nng m rng." 1000 0 0 0 0 Cha kha Ct Tng 3 1417 \spr\item\questkey\taskobj092-2.spr 41 1 1 "Cha kha m Ct Tng Bo Hp,c lm t bc. V l thuyt c th m c tt c cc kha trn th gian." 2000 0 0 0 0 Bch Cu Hon k nng 3 1418 \spr\item\medecine\baijuwan_skillsl.spr 19 1 1 "1 vin Bch Cu Hon knng, s dng s nhn c 8 gi y thc, tng thc luyn k nng cp 90." 10000 0 0 0 0 L bao Bch Cu Hon 3 1419 \spr\item\script\item_chrismasbox.spr 377 1 1 Trong cha 5 vin Bch Cu Hon 10000 0 0 0 0 L bao Bch Cu Hon k nng 3 1420 \spr\item\script\item_chrismasbox.spr 377 1 1 Trong cha 5 vin Bch Cu Hon k nng 10000 0 0 0 0 Th c x triu nh 3 1421 \spr\item\ib\chaotingzhaoshu.spr 341 1 1 Sau khi s dng s xa b tt c PK trn mnh. 2000 0 0 0 0 Kim Thch 3 1422 \spr\item\questkey\golden_stone.spr 347 1 1 Mang km vi 10 tm mt thn b giao cho Mc Lo i ly Rng vng 1000 0 0 0 0 Hong Kim Bo Hp 3 1423 \spr\item\script\item_goldenbox.spr 367 2 2 Rng vng c khm nhiu hoa vn rt p. Trong cha cc vt phm qu gi. Xin sp xp li hnh trang trc. Thi hn n 31/03/2007 1000 0 0 0 0 Rng bc 3 1424 \spr\item\script\item_silverbox.spr 367 2 2 Rng bc c khm nhiu hoa vn rt p. Trong cha cc vt phm qu gi. Xin sp xp li hnh trang trc. Thi hn n 31/03/2007 1000 0 0 0 0 Cm nang cu chuyn hon hn an c hiu 3 1425 \spr\item\obj_item_jixiang.spr 347 1 1 S dng s nhn c 10 ciHn s dng trong vng 7 ngy. 20 0 0 0 0 Mnh B Thin Thch(c bit) 3 1426 \spr\item\magic\butianshi_teda.spr 372 1 1 "Vt phm dng ch to trang b.Mt vin kh tm, N Oa dng v tri." 20 0 0 0 0 L bao i Bch Cu Hon c bit 3 1427 \spr\item\obj_item_giftb.spr 344 1 1 Bn trong cha 10 vin i Bch Cu Hon c bit 5 0 0 0 0 L bao i Bch Cu Hon k nng c bit 3 1428 \spr\item\obj_item_giftb.spr 344 1 1 Bn trong cha 10 vin i Bch Cu Hon c bit 5 0 0 0 0 Bao nguyn liu An Bang hon ho 3 1429 \spr\item\obj_item_giftb.spr 344 1 1 Bn trong cha 10 vin i Bch Cu Hon c bit 5 0 0 0 0 Bch bo rng 3 1430 \spr\item\script\item_baibaoxiang.spr 41 1 1 S dng s nhn c 1 Bch Bo Rng 1000 0 0 0 0 Qu thanh minh 3 1431 \spr\item\questkey\huihuangzhiguo.spr 377 1 1 "Mn n l Thanh Minh, ngi chi trn cp 80 s dng s nhn c 50 vn im kinh nghim. (Hn s dng: 30-4-2007)" 10000 0 0 0 0 H co thanh minh 3 1432 \spr\item\questkey\seed_rose.spr 41 1 1 "Mn n l Thanh Minh, ngi chi trn cp 80 s dng s nhn c 100 vn im kinh nghim. (Hn s dng: 30-4-2007)" 20 0 0 0 0 Bnh chng thanh minh 3 1433 \spr\item\questkey\taskobj404.spr 366 1 1 "Mn n l Thanh Minh, ngi chi trn cp 80 s dng s nhn c 150 vn im kinh nghim. (Hn s dng: 30-4-2007)" 100 0 0 0 0 V Lm lnh 3 1434 \spr\item\questkey\006.spr 336 1 1 Giao cho cc V Lm truyn nhn tch ly s lng cho bang hi ca mnh 100 0 0 0 0 Hnh nm 3 1435 \spr\item\script\tisheng.spr 41 1 1 "Loi giy dng lm hnh nm tiu nhn, c th gip bn chng c 1 ln ch mng. Khng th s dng khi lin u." 100000 0 0 0 0 3 1436 \spr\item\questkey\obj_item_lection.spr 341 1 1 "y l tuyt nh v cng trong truyn thuyt, bm chut phi lnh ng Bc u Trng Sinh Thut.Cp 160 tr ln c th s dng." 100 0 0 0 0 Tc Cn Tip Mch Tn Cm Nang 3 1437 \spr\item\twzhuanyun\zhuanyunbao_small.spr 449 1 1 Bn trong c 20 Tc cn tip mch tn c thi hn s dng 7 ngy. 100 0 0 0 0 Hp l vt vt i 3 1438 \spr\item\obj_item_giftb.spr 344 1 1 S nhn c mt bo vt ngu nhin 100 0 0 0 0 Ti hng ha 3 1439 \spr\item\script\item_daizi.spr 344 1 1 Mang n NPC bn hng rong cc thnh th i ly bao nguyn liu. 100 0 0 0 0 Nguyn liu lm bnh 3 1440 \spr\item\mid_autumn\mianfen.spr 41 1 1 "Nhp chut phi bt u nu bnh.Khu vc lm bnh: Ti 7 thnh th, 8 tn th thn v 4 khu vc phong cnh.Ti khon cp trn 50 np th mi c th s dng.Thi hn s dng: 24/4/2007" 100 0 0 0 0 Bnh chay c bit 3 1441 \spr\item\script\item_shaobing_pure.spr 41 1 1 "Nhp chut phi s dng, nhn c 800000 im kinh nghim.Ti khon cp trn 50 np th mi c th s dng.Hn s dng: 06/05/2007" 100 0 0 0 0 Bnh chay thng 3 1442 \spr\item\script\item_shaobing_norm.spr 41 1 1 "Nhp chut phi s dng, nhn c 500000 im kinh nghim.Ti khon cp trn 50 np th mi c th s dng.Hn s dng: 06/05/2007" 100 0 0 0 0 Bnh chay cha chn 3 1443 \spr\item\script\item_shaobing_unbk.spr 41 1 1 "Nhp chut phi s dng, nhn c 300000 im kinh nghim.Ti khon cp trn 50 np th mi c th s dng.Hn s dng: 06/05/2007" 100 0 0 0 0 i b thn an 3 1444 \spr\item\script\bushendan.spr 372 1 1 "Nhp chut phi s dng, nhn c 1 triu im kinh nghim." 100 0 0 0 0 Thp ton i b thn an 3 1445 \spr\item\script\shiquan_bushendan.spr 372 1 1 "Nhp chut phi s dng, nhn c 10 triu im kinh nghim." 100 0 0 0 0 Bang hi tinh anh lnh 3 1446 \spr\item\questkey\taskobj087.spr 372 1 1 "Nhp chut phi s dng, nhn c 10 triu im kinh nghim." 100 0 0 0 0 Lin Thi Tin Tho L 3 1447 \spr\item\medecine\penglaixiancao.spr 370 1 1 "S dng s nhn c hiu qu nhn i kinh nghim thc qun trong 24 gi. Tnh theo thi gian tch ly, khng dng chung vi Tin Tho L." 100 0 0 0 0 Thn Cng i Thnh Bao 3 1448 \spr\item\script\item_chrismasbox.spr 377 1 1 "S dng s nhn c 5 ti k nng, 2 Ti may mn (i), 1 Huyn Tinh Khong Thch cp 91 L hp i bch cu hon k nng, 1 i bch cu hon c bit, 1 Th Tc Ton Gii." 100 0 0 0 0 ph Hong Kim - Hin Ct Thit Huyt Sam 3 1449 \spr\item\script\item_huangjintupu.spr 38 1 1 Ti Liu t ch to c Hin Ct Thit Huyt Sam.Vt liu yu cu: 1 mnh B Thin Thch (trung)3 mnh B Thin Thch (tiu) 100 0 0 0 0 ph Hong Kim - Hin Ct a Tnh Hon 3 1450 \spr\item\script\item_huangjintupu.spr 38 1 1 Ti Liu t ch to c Hin Ct a Tnh Hon.Vt liu yu cu: 3 mnh B Thin Thch (tiu) 100 0 0 0 0 ph Hong Kim - Hin Ct an Tm Gii 3 1451 \spr\item\script\item_huangjintupu.spr 38 1 1 Ti Liu t ch to c Hin Ct an Tm Gii.Vt liu yu cu: 3 mnh B Thin Thch (tiu) 100 0 0 0 0 ph Hong Kim - Hin Ct Tnh Kt 3 1452 \spr\item\script\item_huangjintupu.spr 38 1 1 Ti Liu t ch to c Hin Ct Tnh Kt.Vt liu yu cu: 3 mnh B Thin Thch (trung)3 mnh B Thin Thch (tiu) 100 0 0 0 0 ph Hong Kim - Nhu Tnh Cn Quc Ngh Thng 3 1453 \spr\item\script\item_huangjintupu.spr 38 1 1 Ti Liu t ch to c Nhu Tnh Cn Quc Ngh Thng.Vt liu yu cu: 1 mnh B Thin Thch (i)1 mnh B Thin Thch (trung)1 mnh B Thin Thch (tiu) 100 0 0 0 0 ph Hong Kim - Nhu Tnh Thc N Hng Lin 3 1454 \spr\item\script\item_huangjintupu.spr 38 1 1 Ti Liu t ch to c Nhu Tnh Thc N Hng Lin.Vt liu yu cu: 3 mnh B Thin Thch (tiu) 100 0 0 0 0 ph Hong Kim - Nhu Tnh Phng Nghi Gii Ch 3 1455 \spr\item\script\item_huangjintupu.spr 38 1 1 Ti Liu t ch to c Nhu Tnh Phng Nghi Gii Ch.Vt liu yu cu: 3 mnh B Thin Thch (tiu) 100 0 0 0 0 ph Hong Kim - Nhu Tnh Tu Tm Ngc Bi 3 1456 \spr\item\script\item_huangjintupu.spr 38 1 1 Ti Liu t ch to c Nhu Tnh Tu Tm Ngc Bi.Vt liu yu cu: 1 mnh B Thin Thch (trung)3 mnh B Thin Thch (tiu) 100 0 0 0 0 Cng trng lnh 3 1457 \spr\item\questkey\006.spr 336 1 1 Mang 1 Cng trng lnh v 1 Huy chng Tng Kim n V Lm Minh Ch i ly Ti qu may mn. 100 0 0 0 0 Huy chng Tng Kim 3 1458 \spr\item\nanfangjiefangri_2007\songjinxunzhang.spr 41 1 1 Mang 1 Cng trng lnh v 1 Huy chng Tng Kim n V Lm Minh Ch i ly Ti qu may mn. 100 0 0 0 0 Ti qu may mn 3 1459 \spr\item\obj_item_jixiang.spr 347 1 1 S dng s ngu nhin nhn c 1 bo vt. Ch c ngi chi cp trn 50 np th mi c th s dng.Hn s dng: 13/5/2007 100 0 0 0 0 Bng hoa chin cng 3 1460 \spr\item\qixi_2006\huahuan.spr 41 1 1 S dng s nhn c 1500000 im kinh nghim. Dnh cho ngi chi cp trn 50 np th. Ch nhn c ti a l 300 triu im kinh nghim. Hn s dng: 31/5/2007 2000 0 0 0 0 V Di Hng Bo 3 1461 \spr\item\mayday07\wuyihongpao.spr 41 1 1 "Loi danh tr c trng ti V Di Sn, dng hin cho triu nh, c th dng i 'Bnh tr ho hng', nhn c im kinh nghim nht nh. (Thi hn s dng 24h00 ngy 7-5-2007, Ch c ngi chi cp trn 80 mi c th s dng)." 100 0 0 0 0 im Thng Ph Nh 3 1462 \spr\item\mayday07\diancangpuer.spr 41 1 1 "Loi danh tr c trng ti im Thng Sn, dng hin cho triu nh, c th dng i 'Bnh tr ho hng', nhn c im kinh nghim nht nh. (Thi hn s dng 24h00 ngy 7-5-2007, Ch c ngi chi cp trn 80 mi c th s dng)." 100 0 0 0 0 Thanh Thnh Tuyt Nha 3 1463 \spr\item\mayday07\qingchengxueya.spr 41 1 1 "Loi danh tr c trng ti Thanh Thnh Sn, dng hin cho triu nh, c th dng i 'Bnh tr ho hng', nhn c im kinh nghim nht nh. (Thi hn s dng 24h00 ngy 7-5-2007, Ch c ngi chi cp trn 80 mi c th s dng)." 100 0 0 0 0 Hoa Sn Ngn Ho 3 1464 \spr\item\mayday07\huashanyinhao.spr 41 1 1 "Loi danh tr c c trng ti Hoa Sn, dng hin cho triu nh, c th dng i 'Bnh tr ho hng', nhn c im kinh nghim nht nh. (Thi hn s dng 24h00 ngy 7-5-2007, Ch c ngi chi cp trn 80 mi c th s dng)." 100 0 0 0 0 Hng tr 3 1465 \spr\item\mayday07\hongcha.spr 41 1 1 "Loi danh tr c trng bn ngoi cc thnh th, c th dng i 'Bnh tr ph thng', nhn c im kinh nghim nht nh. (Thi hn s dng 24h00 ngy 7-5-2007, Ch c ngi chi cp trn 80 mi c th s dng)." 60 0 0 0 0 Lc tr 3 1466 \spr\item\mayday07\lvcha.spr 41 1 1 "Loi danh tr c trng bn ngoi cc thnh th, c th dng i 'Bnh tr ph thng', nhn c im kinh nghim nht nh. (Thi hn s dng 24h00 ngy 7-5-2007, Ch c ngi chi cp trn 80 mi c th s dng)." 60 0 0 0 0 Long tr. 3 1467 \spr\item\mayday07\wulongcha.spr 41 1 1 "Loi danh tr c trng bn ngoi cc thnh th, c th dng i 'Bnh tr ph thng', nhn c im kinh nghim nht nh. (Thi hn s dng 24h00 ngy 7-5-2007, Ch c ngi chi cp trn 80 mi c th s dng)." 60 0 0 0 0 Bch Tr 3 1468 \spr\item\mayday07\baicha.spr 41 1 1 "Loi danh tr c trng bn ngoi cc thnh th, c th dng i 'Bnh tr ph thng', nhn c im kinh nghim nht nh. (Thi hn s dng 24h00 ngy 7-5-2007, Ch c ngi chi cp trn 80 mi c th s dng)." 60 0 0 0 0 Hc Tr 3 1469 \spr\item\mayday07\heicha.spr 41 1 1 "Loi danh tr c trng bn ngoi cc thnh th, c th dng i 'Bnh tr ph thng', nhn c im kinh nghim nht nh. (Thi hn s dng 24h00 ngy 7-5-2007, Ch c ngi chi cp trn 80 mi c th s dng)." 60 0 0 0 0 Hoong Tr 3 1470 \spr\item\mayday07\huangcha.spr 41 1 1 "Loi danh tr c trng bn ngoi cc thnh th, c th dng i 'Bnh tr ph thng', nhn c im kinh nghim nht nh. (Thi hn s dng 24h00 ngy 7-5-2007, Ch c ngi chi cp trn 80 mi c th s dng)." 60 0 0 0 0 Bnh tr ph thng 3 1471 \spr\item\mayday07\putongchabing.spr 377 1 1 "Vt liu cn thit pha tr, tinh ch t L tr ph thng, sau khi pha s nhn c im kinh nghim.Hn s dng l 24h00 ngy 7-5-2007, dnh cho ngi chi cp trn 80)" 60 0 0 0 0 Bnh tr ho hng 3 1472 \spr\item\mayday07\youzhichabing.spr 377 1 1 "Vt liu cn thit pha tr, tinh ch t L tr ho hng, sau khi pha s nhn c im kinh nghim.Hn s dng l 24h00 ngy 7-5-2007, dnh cho ngi chi cp trn 80)" 60 0 0 0 0 T Mu Lnh 3 1473 \spr\item\questkey\obj_item_hehuan.spr 348 1 1 Dng khai m v duy tr ti hnh trang t mu. Mi t mu lnh gip duy tr thi gian s dng ti hnh trang thm 7 ngy. 0 0 0 0 0 V Song Lnh 3 1474 \spr\item\questkey\006.spr 336 1 1 Dng i vt liu cn thit cho V Song St Trn 0 0 0 0 0 Cy tr 3 1475 \spr\item\christmas2006\xmasbranch.spr 467 1 1 Lp H Tn Tr 20 0 0 0 0 T Sa Bi 3 1476 \spr\item\mayday07\zishabei.spr 41 1 1 "Ly tr c ch t loi ct tm, dng ng tr trong ti hnh trangGip nhn i kinh nghim. Chuyn dng cho hot ng quc t lao ng, khng th giao dch." 20 0 0 0 0 Thin Sn Tuyt Lin 3 1477 \spr\item\script\tianshanxuelian.spr 41 1 1 "n vo cng lc s gia tng gp bi, dnh cho cp t 90 tr xung." 25 0 0 0 0 Bang hi tinh anh lnh 3 1478 \spr\item\questkey\taskobj126.spr 41 1 1 Dng lnh bi ny bo danh chin i tham gia bang hi tinh anh. 100 0 0 0 0 Thch Trc Hoa 3 1479 \spr\item\script\shizhuhua.spr 41 1 1 "Mt loi hoa Trc Thch thm ngt, mang giao cho Tng B B Dng Chu (212, 186) i ly phn thng bt ng.Thi hn s dng: 24h00 ngy 14-5-2007" 25 0 0 0 0 i bch cu trng hiu 3 1480 \spr\item\script\baijuwan_changxiao.spr 19 1 1 "Bch Cu Hon trng hiu, s dng s nhn c 80 gi y thc, hiu qu ging nh i Bch Cu Hon kinh nghim." 1 0 0 0 0 Kim Tr Hong Kim Bao 3 1481 \spr\item\twzhuanyun\zhuanyunbao_small.spr 19 1 1 S dng s nhn c phn thng bt ng 1 0 0 0 0 Giy gi hoa 3 1482 \spr\item\script\bolizhi.spr 41 1 1 "Vt phm hot ng mng sinh nht v lm Ngi chi c th mang hoa hng , n v giy gi hoa n gp S gi v lm i nhng phn qu gi tr." 25 0 0 0 0 N 3 1483 \spr\item\script\hongse_hudiejie.spr 41 1 1 "Vt phm hot ng mng sinh nht v lm Ngi chi c th mang hoa hng , n v giy gi hoa n gp S gi v lm i nhng phn qu gi tr." 25 0 0 0 0 Hoa hng 3 1484 \spr\item\script\hongse_meiguihua.spr 41 1 1 "Vt phm hot ng mng sinh nht v lm Ngi chi c th mang hoa hng , n v giy gi hoa n gp S gi v lm i nhng phn qu gi tr." 25 0 0 0 0 Hp qu trng 3 1485 \spr\item\script\baise_lipinhe.spr 41 1 1 S dng s nhn c vt phm bn trong. Thi hn s dng: 11-07-2007 25 0 0 0 0 Hp qu vng 3 1486 \spr\item\script\huangse_lipinhe.spr 41 1 1 S dng s nhn c vt phm bn trong. Thi hn s dng: 11-07-2007 25 0 0 0 0 Hp qu xanh 3 1487 \spr\item\script\lanse_lipinhe.spr 41 1 1 S dng s nhn c vt phm bn trong. Thi hn s dng: 11-07-2007 25 0 0 0 0 Bnh bng lan 3 1488 \spr\item\script\putong_dangaobing.spr 41 1 1 n vo s nhn c 200.000 im kinh nghim.Thi hn s dng: 31-07-2007 25 0 0 0 0 Bnh kem 3 1489 \spr\item\script\zhongdeng_dangaobing.spr 41 1 1 n vo s nhn c 500.000 im kinh nghim.Thi hn s dng: 31-07-2007 25 0 0 0 0 Bnh kem c bit 3 1490 \spr\item\script\teshu_dangaobing.spr 41 1 1 n vo s nhn c 1 triu im kinh nghim.Thi hn s dng: 31-07-2007 25 0 0 0 0 Trng sinh l cao cp 3 1491 \spr\item\script\gaoji_changshenglu.spr 19 1 1 "Ngi chi ng cp t 155-159 cha phc sinh, sau khi s dng lp tc tng ln 1 cp." 25 0 0 0 0 Trng sinh l ph thng 3 1492 \spr\item\script\putong_changshenglu.spr 19 1 1 "Ngi chi ng cp t 150-154 cha phc sinh, sau khi s dng lp tc tng ln 1 cp." 25 0 0 0 0 T Mu i Tm Bao 3 1493 \spr\item\script\item_chrismasbox.spr 377 1 1 S dng s nhn c im phc duyn v 1 vt phm qu him. 100 0 0 0 0 Mc Bc Truyn Tng Lnh 3 1494 \spr\item\questkey\quyuanmifang.spr 368 1 1 S dng s trc tip c a n Mc Bc Tho Nguyn 100 0 0 0 0 Thch Hc Lan 3 1495 spr\item\script\shihulan.spr 19 1 1 Nhp chut phi s dng c th ngu nhin nhn c 300 vn / 500 vn /800 vn im kinh nghimHn s dng n 24h00 ngy 30-06-2007 25 0 0 0 0 Tim Long Bo Rng 3 1496 \spr\item\oldbox\oldbox.spr 433 1 1 "Hong gia chi bo, ban tng cho ngi c cng, dng cha kha Th Phng s m c rng cha k trn d bo ny.(C kh nng m ra Bc Kinh Chi Mng v Nh in Chi Hn)" 10000 0 0 0 0 Cha kha Th Phng 3 1497 \spr\item\questkey\taskobj092-2.spr 41 1 1 "Cha kha c ch, dng m Tim Long Bo Rng." 2000 0 0 0 0 Bnh chng u xanh hng nhan 3 1498 \spr\item\questkey\taskobj405.spr 366 1 1 n vo nhn c 10000 im kinh nghim.Ch c ngi chi cp 80 tr ln mi c th s dng.Hn s dng: 24h00 ngy 21-7-2007 25 0 0 0 0 Bnh ph dung to ngt 3 1499 \spr\item\questkey\taskobj405.spr 366 1 1 n vo nhn c 20000 im kinh nghim.Ch c ngi chi cp 80 tr ln mi c th s dng.Hn s dng: 24h00 ngy 21-7-2007 25 0 0 0 0 Bnh ng c nh 3 1500 \spr\item\questkey\taskobj405.spr 366 1 1 n vo nhn c 50000 im kinh nghim.Ch c ngi chi cp 80 tr ln mi c th s dng.Hn s dng: 24h00 ngy 21-7-2007 25 0 0 0 0 Bnh ht sen 3 1501 \spr\item\questkey\taskobj405.spr 366 1 1 n vo nhn c 100000 im kinh nghim.Ch c ngi chi cp 80 tr ln mi c th s dng.Hn s dng: 24h00 ngy 21-7-2007 25 0 0 0 0 Bnh l trc 3 1502 \spr\item\questkey\taskobj405.spr 366 1 1 n vo nhn c 200000 im kinh nghim.Ch c ngi chi cp 80 tr ln mi c th s dng.Hn s dng: 24h00 ngy 21-7-2007 25 0 0 0 0 Bnh bc h 3 1503 \spr\item\questkey\taskobj405.spr 366 1 1 n vo nhn c 300000 im kinh nghim.Ch c ngi chi cp 80 tr ln mi c th s dng.Hn s dng: 24h00 ngy 21-7-2007 25 0 0 0 0 Bnh bt bu 3 1504 \spr\item\questkey\taskobj405.spr 366 1 1 n vo nhn c 500000 im kinh nghim.Ch c ngi chi cp 80 tr ln mi c th s dng.Hn s dng: 24h00 ngy 21-7-2007 25 0 0 0 0 By chong (bao) 3 1505 \spr\item\songjin\token.spr 385 1 1 S dng s nhn c 20 By chongHn s dng: 24h00 ngy 21-6-2007 6 0 0 0 0 By bng (bao) 3 1506 \spr\item\songjin\token.spr 385 1 1 S dng s nhn c 20 By bngHn s dng: 24h00 ngy 21-6-2007 6 0 0 0 0 Li Minh Lnh (bao) 3 1507 \spr\item\questkey\006.spr 385 1 1 S dng s nhn c 20 Li Minh LnhHn s dng: 24h00 ngy 21-6-2007 6 0 0 0 0 Cung Sa Lnh (bao) 3 1508 \spr\item\questkey\006.spr 385 1 1 S dng s nhn c 20 Cung Sa LnhHn s dng: 24h00 ngy 21-6-2007 6 0 0 0 0 Cung Sa Lnh 3 1509 \spr\item\questkey\006.spr 385 1 1 Sau khi s dng s khin cho tt c ngi chi trong khu vc b gim tc trong 5 giy. Ch c th s dng trong khu vc hot ng.Hn s dng: 24h00 ngy 21-6-2007 6 0 0 0 0 Hi Hn Phn (bao) 3 1510 \spr\item\songjin\clarion.spr 385 1 1 S dng s nhn c 20 Hi Hn PhnHn s dng: 24h00 ngy 21-6-2007 6 0 0 0 0 Hi Hn Phn 3 1511 \spr\item\songjin\clarion.spr 385 1 1 "S dng s lm tiu hao hiu qu lm chong v gim tc ca Li Minh Lnh, Cung Sa Lnh v trong 3 giy s min dch vi Li Minh Lnh v Cung Sa Lnh. Ch s dng c trong khu vc hot ng.Hn s dng: 24h00 ngy 21-6-2007" 6 0 0 0 0 oan Ng Hnh Vn Ph 3 1512 \spr\item\special\Obj_TownPortal.spr 385 1 1 Sau khi s dng th mi ln tham gia hot ng tm bo vt s nhn c 2 hp l phm. Ch c th s dng ngoi khu vc hot ng.Hn s dng: 24h00 ngy 21-6-2007 6 0 0 0 0 oan Ng Din Thi Th 3 1513 \spr\item\questkey\taskobj022.spr 385 1 1 "Sau khi s dng s lm tng 1 c hi tm bo vt, trong thi gian hot ng c th s dng c 6 ln. Ch c th s dng ngoi khu vc hot ng.Hn s dng: 24h00 ngy 21-6-2007" 6 0 0 0 0 oan Ng L Bao 3 1514 \spr\item\questkey\obj_item_burseb.spr 385 1 1 "S dng s ngu nhin nhn c mt trong nhng o c: By chong, By bng, Li Minh Lnh, Cung Sa Lnh, Hi Hn Phn, s lng 20 ciHn s dng: 24h00 ngy 21-6-2007" 6 0 0 0 0 Li Minh Lnh 3 1515 \spr\item\questkey\006.spr 385 1 1 S dng s lm cho tt c ngi chi trong khu vc b chong trong 3 giy. Ch c th s dng trong khu vc hot ngThi hn s dngHn s dng: 24h00 ngy 21-6-2007 6 0 0 0 0 Pho hoa oan Ng 3 1516 \spr\item\script\spring2007\xinnian_lihua.spr 41 1 1 "S dng s t pho hoa trong 5 pht.Trong thi gian ny, nhng i ng nm trong phm vi pho hoa s nhn c im kinh nghim.Gii hn kinh nghim nhn c l 100 triu im.Hn s dng: 2007#7#21#80############." 6 0 0 0 0 T Kinh Hoa 3 1517 \spr\item\script\zijinghua.spr 385 1 1 "S dng nhn c 24 gi nhn i kinh nghim khi nh qui hay y thc, c th dng chung vi Tin Tho L nhng khng dng chung vi Bt Trn Phc Nguyt.Hn s dng: 24h00 ngy 31-7-2007" 25 0 0 0 0 V Lm Tin Th 3 1518 \spr\item\questkey\010.spr 385 1 1 Vt liu cn thit ca hot ng Tin c ngi 25 0 0 0 0 Li Trch Chy 3 1519 \spr\item\questkey\taskobj030.spr 385 1 1 Dng nng cp trang b Hong kim thnh trang b Bch Kim ti thn b thng nhn Lm An 25 0 0 0 0 Tch Tr 3 1520 \spr\item\script\liangcha.spr 41 1 1 S dng s c gia tng gii hn s dng Bnh Trung Thu Thp Cm thm 1 t im kinh nghim. 0 0 0 0 0 Tch ly D Tu 3 1521 \spr\item\twzhuanyun\zhuanyunbao_small.spr 449 1 1 "im tch ly D Tu, nhp chut phi s dng s nhn c im kinh nghim." 0 0 0 0 0 Bao hong kim 3 1522 \spr\item\twzhuanyun\zhuanyunbao_small.spr 449 1 1 "S dng s c xc sut nhn c mt trong nhng vt phm sau: v kh hoc trang b Hong Kim, Thn b khong thch, Huyn tinh khong thch cp 8 v ti may mn (i)." 6 0 0 0 0 V Lm Mt Th 3 1523 \spr\item\questkey\taskobj119.spr 41 1 1 Nguyn liu ch to lnh bi ti Bch Hiu Lo Nhn 0 0 0 0 0 Mc Bi 3 1524 \spr\item\script\mupai_haozhao.spr 41 1 1 Triu hi Boss st th t cp 20 n 90 0 0 0 0 0 ng Bi 3 1525 \spr\item\script\tongpai_haozhao.spr 41 1 1 Triu hi Boss Thy Tc u Lnh 0 0 0 0 0 Ngn Bi 3 1526 \spr\item\script\yinpai_haozhao.spr 41 1 1 Triu hi Boss tiu Hong Kim 0 0 0 0 0 Kim Bi 3 1527 \spr\item\script\jinpai_haozhao.spr 41 1 1 Triu Hi Boss Kim Quang Tng Qun 0 0 0 0 0 Ngc Bi 3 1528 \spr\item\script\yupai_haozhao.spr 41 1 1 Triu hi Kim Quang Tng Qun v T i v danh Boss 0 0 0 0 0 Nc to 3 1529 \spr\item\script\liangcha.spr 41 1 1 Nc lm t to v sng l. 0 0 0 0 0 Qu song t 3 1530 \spr\item\mid_autumn\huasheng.spr 41 1 1 "B ngoi nhn ging vi u phng, dng cu phc t Ngu Lang Chc N." 0 0 0 0 0 Canh ht sen 3 1531 \spr\item\qixi_2006\qiaoshi.spr 41 1 1 "Canh lm t ht sen ngn nh, v ngt, b t v." 0 0 0 0 0 Hoa hng xanh 3 1532 \spr\item\questkey\blueflower.spr 41 1 1 "Loi hoa hng mu xanh nc bin rt p, hng thm ngt." 0 0 0 0 0 Tm Hu Linh T L Hp 3 1533 \spr\item\script\item_chrismasbox.spr 41 1 1 "o c L Tht Tch, dng tng cho ngi mnh yu thng.Ngi chi cp 99 tr ln mi c th s dng.Hn s dng: 24h00 24-8-2007" 0 0 0 0 0 T Dc Song Phi L Hp 3 1534 \spr\item\script\biyishuangfei.spr 41 1 1 "o c L Tht Tch, dng tng cho ngi mnh yu thng.Ngi chi cp 99 tr ln mi c th s dng.Hn s dng: 24h00 24-8-2007" 0 0 0 0 0 Tinh cht hoa hng 3 1535 \spr\item\script\putong_changshenglu.spr 41 1 1 "Mi thm v nht, li gan nhun trng. S dng nhn c 100 vn im kinh nghim.Ch c ngi chi cp 99 tr ln mi c th s dngHn s dng: 24h00 ngy 31-8-2007" 0 0 0 0 0 Vn Min 3 1536 \spr\item\script\yunmian.spr 41 1 1 Lm t nc sng tinh khit. S dng nhn c 100 vn im kinh nghim.Ngi chi cp 99 tr ln mi c th s dngHn s dng: 24h00 ngy 31-8-2007 0 0 0 0 0 Tinh cht bng lam 3 1537 \spr\item\questkey\taskobj073.spr 41 1 1 "Tinh cht hoa hng, mi v thm nng. S dng nhn c 200 vn im kinh nghim.Ch c ngi chi cp 99 tr ln mi c th s dngHn s dng: 24h00 ngy 31-8-2007" 0 0 0 0 0 B ngt 3 1538 \spr\item\script\qiaoshu.spr 41 1 1 Loi b ngt ch to bnh bng lan. S dng nhn c 200 vn im kinh nghim.Ngi chi cp 99 tr ln mi c th s dngHn s dng: 24h00 ngy 31-8-2007 0 0 0 0 0 L bao tnh nhn l Tht Tch 3 1539 \spr\item\obj_item_giftb.spr 347 1 1 S dng s nhn c 1 cp Tht tch tnh nhn ch hon. 0 0 0 0 0 Ngi sao chin thng 3 1540 \spr\item\vietnam\shengli_wujiaoxing.spr 41 1 1 i hp qu Quc Khnh. Ngy ht hn: 24h00 ngy 09-09-2007 100 0 0 0 0 Qu Quc Khnh 3 1541 \spr\item\vietnam\guoqing_lihe.spr 41 1 1 S dng s ngu nhin nhn c 1 Huy chng Quc Khnh hoc 1 mnh Tng Bo .Hn s dng: 24h00 ngy 23-09-2007 100 0 0 0 0 Huy chng Quc Khnh 3 1542 \spr\item\vietnam\guoqing_huizhang.spr 41 1 1 S dng s nhn c im kinh nghim. Ch c th nhn ti a 400 triu im kinh nghim thng qua s dng o c nyHn s dng: 24h00 ngy 23-09-2007 100 0 0 0 0 L bao trang b ng hnh 3 1543 \spr\item\obj_item_libaolan.spr 41 1 1 S dng s nhn c 1 trang b ng hnh. 100 0 0 0 0 ph th ci - Du Huy 3 1544 \spr\item\horse_yuhuitupu.spr 41 1 1 C th dng ph thay i th ci cao cp - Du Huy. Ch c ngi chi hc c Gi Nng Thn Cng tm php mi c th s dng. 100 0 0 0 0 Khiu chin lnh 3 1545 \spr\item\vietnam\tiaozhanling.spr 41 1 1 Tn vt cng thnh chin. 1 0 0 0 0 n S Truyn o Th 3 1546 \spr\item\ib\chaotingzhaoshu.spr 41 1 1 Nhp chut phi s dng c th ngu nhin nhn c 400 vn / 600 vn im kinh nghim t n sHn s dng n 24h00 ngy 17-09-2007 1 0 0 0 0 n S Gii Hoc Lnh 3 1547 \spr\item\questkey\obj_item_herokey3.spr 41 1 1 S dng ngoi thnh s triu hi c mt cao th v lmHn s dng: 24h00 ngy 17-9-2007 1 0 0 0 0 Ti nguyn liu 3 1548 \spr\item\script\mianfen.spr 468 1 1 Nguyn liu hot ng Trung ThuHn s dng: 24h00 ngy 14-10-2007 0 0 0 0 0 Bt 3 1549 \spr\item\script\mianfen.spr 41 1 1 Mt trong nhng nguyn liu khng th thiu trong vic lm bnh 0 0 0 0 0 Ti ng 3 1550 \spr\item\script\shatang.spr 41 1 1 Ti ng dng lm bnh Trung ThuHn s dng: 24h00 ngy 14-10-2007 0 0 0 0 0 Trng 3 1551 \spr\item\questkey\taskobj136.spr 41 1 1 Mt trong nhng nguyn liu khng th thiu trong vic lm bnh 0 0 0 0 0 u xanh 3 1552 \spr\item\script\lvdou.spr 41 1 1 Mt trong nhng nguyn liu khng th thiu trong vic lm bnh 0 0 0 0 0 Ti ht sen 3 1553 \spr\item\script\lianzi.spr 41 1 1 Ti ht sen dng lm bnh Trung ThuHn s dng: 24h00 ngy 14-10-2007 0 0 0 0 0 Ti tht g 3 1554 \spr\item\questkey\taskobj106.spr 41 1 1 Ti tht g dng lm bnh Trung ThuHn s dng: 24h00 ngy 14-10-2007 0 0 0 0 0 Tht 3 1555 \spr\item\questkey\taskobj399.spr 41 1 1 Mt trong nhng nguyn liu khng th thiu trong vic lm bnh 0 0 0 0 0 Bnh u xanh 3 1556 \spr\item\vietnam\midautumn07\lvdoumooncake.spr 41 1 1 "S dng nhn c 500000 im kinh nghim, cp trn 50 np th mi c th s dng.Hn s dng: 24h00 ngy 31-10-2007" 0 0 0 0 0 Bnh ht sen 3 1557 \spr\item\vietnam\midautumn07\lianzimooncake.spr 41 1 1 "S dng nhn c 1000000 im kinh nghim, cp trn 50 np th mi c th s dng.Hn s dng: 24h00 ngy 31-10-2007" 0 0 0 0 0 Bnh Trung Thu g nng 3 1558 \spr\item\vietnam\midautumn06\mooncake_4.spr 41 1 1 "S dng nhn c 2000000 im kinh nghim, cp trn 50 np th mi c th s dng.Hn s dng: 24h00 ngy 31-10-2007" 0 0 0 0 0 Bnh Trung Thu heo quay 3 1559 \spr\item\vietnam\midautumn06\mooncake_6.spr 41 2 1 "S dng nhn c 3000000 im kinh nghim, cp trn 50 np th mi c th s dng.Hn s dng: 24h00 ngy 31-10-2007" 0 0 0 0 0 Hp bnh Trung Thu 3 1560 \spr\item\script\baise_lipinhe.spr 41 1 1 "Mang n L Quan i ly 8000000 im kinh nghim, nu may mn c th nhn c mt mnh tranh, cc nhn s cp trn 50 np th mi c th s dng.Hn s dng: 24h00 ngy 31-10-2007" 0 0 0 0 0 Bao vt liu hoa ng 3 1561 \spr\item\mid_autumn07\obj_zhongqiulihe.spr 468 1 1 Bao vt liu hoa ng 1 0 0 0 0 Giy king vng 3 1562 \spr\item\vietnam\midautumn06\paper_yello.spr 41 1 1 Mt trong nhng vt liu lm hoa ng.Ch c ngi chi cp 99 tr ln mi c th s dng. Hn s dng: 31-10-2007 1 0 0 0 0 Giy king lam 3 1563 \spr\item\vietnam\midautumn06\paper_blue.spr 41 1 1 Mt trong nhng vt liu lm hoa ng.Ch c ngi chi cp 99 tr ln mi c th s dng. Hn s dng: 31-10-2007 1 0 0 0 0 Giy king lc 3 1564 \spr\item\vietnam\midautumn06\paper_green.spr 41 1 1 Mt trong nhng vt liu lm hoa ng.Ch c ngi chi cp 99 tr ln mi c th s dng. Hn s dng: 31-10-2007 1 0 0 0 0 Giy king 3 1565 \spr\item\vietnam\midautumn06\paper_red.spr 41 1 1 Mt trong nhng vt liu lm hoa ng.Ch c ngi chi cp 99 tr ln mi c th s dng. Hn s dng: 31-10-2007 1 0 0 0 0 Trc hoa ng 3 1566 \spr\item\vietnam\midautumn06\bamboo.spr 41 1 1 Mt trong nhng vt liu lm hoa ng.Ch c ngi chi cp 99 tr ln mi c th s dng. Hn s dng: 31-10-2007 1 0 0 0 0 Dy km 3 1567 \spr\item\vietnam\midautumn06\tiesi.spr 41 1 1 Mt trong nhng vt liu lm hoa ng.Ch c ngi chi cp 99 tr ln mi c th s dng. Hn s dng: 31-10-2007 1 0 0 0 0 Nn 3 1568 \spr\item\vitenambirthday\candle004.spr 41 1 1 Mt trong nhng vt liu lm hoa ng.Ch c ngi chi cp 99 tr ln mi c th s dng. Hn s dng: 31-10-2007 1 0 0 0 0 n bm bm 3 1569 \spr\item\mid_autumn07\caidiedeng.spr 41 1 1 Nhn chut phi s dng s nhn c 1 n mu bn cnh. ng thi nhn c hiu qu nhn i kinh nghim trong 1 gi khi nh qui hoc y thc. C th dng km vi Tin Tho L v bnh Bt Trn Phc NguytHn s dng: 24h00 ngy 31-10-2007 1 0 0 0 0 Doanh Nguyt ng 3 1570 \spr\item\mid_autumn07\yingyuedeng.spr 41 1 1 "S dng s lm xut hin mt hoa ng mu vng bn cnh, ng thi nhn c 200000 im kinh nghim.Ch c ngi chi cp 99 tr ln mi c th s dng. Hn s dng: 24h00 ngy 31-10-2007" 1 0 0 0 0 Triu L ng 3 1571 \spr\item\mid_autumn07\zhaoludeng.spr 41 1 1 "S dng s lm xut hin mt hoa ng mu lam bn cnh, ng thi nhn c 400000 im kinh nghim.Ch c ngi chi cp 99 tr ln mi c th s dng. Hn s dng: 24h00 ngy 31-10-2007" 1 0 0 0 0 Bch Vn ng 3 1572 \spr\item\mid_autumn07\biyundeng.spr 41 1 1 "S dng s lm xut hin mt hoa ng mu lc bn cnh, ng thi nhn c 1000000 im kinh nghim.Ch c ngi chi cp 99 tr ln mi c th s dng. Hn s dng: 24h00 ngy 31-10-2007" 1 0 0 0 0 Cm H ng 3 1573 \spr\item\mid_autumn07\jinxiadeng.spr 41 1 1 "S dng s lm xut hin mt hoa ng mu bn cnh, ng thi nhn c 5000000 im kinh nghim.Ch c ngi chi cp 99 tr ln mi c th s dng. Hn s dng: 24h00 ngy 31-10-2007" 1 0 0 0 0 Bnh trung thu Bch Ngc Hn Hng 3 1574 \spr\item\mid_autumn07\baiyuhanxiang.spr 41 1 1 "Loi bnh thng c lm chn cung nh, s dng s gip tng 1 im k nng. Gii hn: cp 99 tr ln v mi ngi ch c n ti a 3 ci." 1 0 0 0 0 Bnh trung thu thp cm 3 1575 \spr\item\mid_autumn07\baihuashijin.spr 41 1 1 "Loi bnh thng c lm chn cung nh, s dng s gip tng 5 im tim nng. Gii hn: cp 99 tr ln v mi ngi ch c n ti a 3 ci." 1 0 0 0 0 ph Hong Kim - Nh in Chi Hn 3 1576 \spr\item\script\item_yadiantupu.spr 38 1 1 Ti NPC Ph Li Th Long Tuyn Thn nhn c Nh in Chi Hn.Vt liu yu cu: 10 mnh B Thin Thch (c bit)10 ngn vn lng 100 0 0 0 0 ph Hong Kim - Bc Kinh Chi Mng 3 1577 \spr\item\script\item_beijingtupu.spr 38 1 1 Ti NPC Ph Li Th Long Tuyn Thn nhn c Bc Kinh Chi Mng.Vt liu yu cu: 10 mnh B Thin Thch (c bit)10 vn lng 100 0 0 0 0 H Qu 3 1578 \spr\item\script\shangshixiguo.spr 41 1 1 S dng nhn c 5000 vn im kinh nghim. 100 0 0 0 0 L Hoa 3 1579 \spr\item\script\shangshilihua.spr 41 1 1 S dng gip cho cc thnh vin cp trn 80 trong t i nhn c kinh nghim gia tng trong 5 pht. 100 0 0 0 0 D Danh Ph 3 1580 \spr\item\script\yimingfu.spr 41 1 1 S dng s lp tc nhn c c hi thay i tn trn mng.Hn s dng: 24h00 ngy 28-10-2007 100 0 0 0 0 Thnh th i hng bao 3 1581 \spr\item\script\chengshidahongbao.spr 347 1 1 Bn trong cha 1 bo vt ngu nhin. 100 0 0 0 0 ph Hong Kim - Toi Nhn Xch Huyt Nguyn V Gip 3 1582 \spr\item\script\item_huangjintupu.spr 38 1 1 Nguyn liu yu cu: Huyn Thit Khong: Tng mc sinh lc cp 8 tr lnHuyn Thit Khong: Gim thi gian phc hi cp 8 tr lnMt Ngn Khong: Tng mc ni lc cp 8 tr lnPh Dung Thch: Tng khng ha cp 8 tr lnChu Sa Khong: Tng % STVL ngoi cng cp 8 tr lnV Lm Mt Tch 100 0 0 0 0 ph Hong Kim - Toi Nhn Bch Luyn Khi 3 1583 \spr\item\script\item_huangjintupu.spr 38 1 1 Nguyn liu yu cu: Huyn Thit Khong: Tng Tng mc sinh lc cp 8 tr lnKhng Tc Thch: Tng khng ha cp 8 tr lnMt Ngn Khong: Tng mc ni lc cp 8 tr lnPh Dung Thch: Gim thi gian lm chm cp 8 tr lnChu Sa Khong: Tng % STVL ngoi cng cp 8 tr lnV Lm Mt Tch 100 0 0 0 0 ph Hong Kim - Toi Nhn Tht Tinh Lu Quang Yu Khu 3 1584 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Toi Nhn Trc Thin Ngoa 3 1585 \spr\item\script\item_huangjintupu.spr 38 1 1 Nguyn liu yu cu: Huyn Thit Khong: Tng Tng mc sinh lc cp 8 tr lnHuyn Thit Khong: Tng tc di chuyn cp 8 tr lnMt Ngn Khong: Tng mc ni lc ti a cp 8 tr lnKhng Tc Thch: Tng im PTVL cp 8 tr lnPh Dung Thch: Tng li st ni cng cp 8 tr lnV Lm Mt Tch 100 0 0 0 0 ph Hong Kim - Toi Nhn Kim L Nhuyn Vi H Uyn 3 1586 \spr\item\script\item_huangjintupu.spr 38 1 1 Nguyn liu yu cu: Huyn thit khong: Tng mc sinh lc cp 8 tr lnKhng tc thch: Tng khng bng cp 8 tr lnMt ngn khong: Tng mc ni lc cp 8 tr lnPh dung thch: Gim chong cp 8 tr lnPh dung thch: Tng ha st ni cng cp 8 tr lnV Lm Mt Tch 100 0 0 0 0 ph Hong Kim - Toi Nhn on Thng 3 1587 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Toi Nhn V Lm Linh 3 1588 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Toi Nhn Bt Nh Ngc Ban Ch 3 1589 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Toi Nhn Thin Pht Ngc Ban Ch 3 1590 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Toi Nhn Huyn Kim Lu Ly Bi 3 1591 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Phc Hi Hn n Ng Linh Y 3 1592 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Phc Hi Th H Mo 3 1593 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Phc Hi Phng Phi Ngc Lung Yu Hon 3 1594 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Phc Hi Hoan nh Kch 3 1595 \spr\item\script\item_huangjintupu.spr 38 1 1 Nguyn liu yu cu: Huyn thit khong: Tng mc sinh lc cp 8 tr lnHuyn thit khong: Tng tc di chuyn cp 8 tr lnMt ngn khong: Tng mc ni lc cp 8 tr lnKhng tc thch: Tng khng bng cp 8 tr lnChu sa khong: Tng STVL ngoi cng cp 8 tr lnV Lm Mt Tch 100 0 0 0 0 ph Hong Kim - Phc Hi V Lng Tch T Th 3 1596 \spr\item\script\item_huangjintupu.spr 38 1 1 Nguyn liu yu cu: Huyn thit khong: Tng mc sinh lc cp 8 tr lnKhng tc thch: Tng khng bng cp 8 tr lnMt ngn khong: Tng ni lc cp 8 tr lnPh dung thch: Gim chong cp 8 tr lnTy Ty KinhV Lm Mt Tch 100 0 0 0 0 ph Hong Kim - Phc Hi Toi Tm 3 1597 \spr\item\script\item_huangjintupu.spr 38 1 1 Nguyn liu yu cu:Huyn thit khong: Tng mc sinh lc cp 8 tr lnKhng tc thch: Tng khng c cp 8 tr lnMt ngn khong: Tng ni lc cp 8 tr lnPh dung thch: Gim thi gian trng c cp 8 tr lnPh dung thch: Tng im c st ni cng cp 8 tr lnV Lm Mt Tch 100 0 0 0 0 ph Hong Kim - Phc Hi Khc Du Xun 3 1598 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Phc Hi Bi Tinh Gii Ch 3 1599 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Phc Hi Loi Nguyt Gii Ch 3 1600 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Phc Hi H Phch H Ph 3 1601 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - N Oa Bch Tch Nhuyn H Cu 3 1602 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - N Oa Hng Nhan Pht i 3 1603 \spr\item\script\item_huangjintupu.spr 38 1 1 Nguyn liu:Huyn thit khong: Tng mc sinh lc cp 8 tr lnKhng tc thch: Tng PTVL cp 8 tr lnMt ngn khong: Tng ni lc cp 8 tr lnPh dung thch: Gim chong cp 8 tr lnChu sa khong: Tng % STVL ngoi cng cp 8 tr ln V Lm Mt Tch 100 0 0 0 0 ph Hong Kim - N Oa Lc Ngh Ngh Thng Pht i 3 1604 \spr\item\script\item_huangjintupu.spr 38 1 1 "Nguyn liu yu cu: Huyn thit khong: Tng mc sinh lc cp 8 tr lnKhng tc thch tng khng li cp 8 tr lnMt ngn khong: Tng mc ni lc cp 8 tr lnPh dung thch: Gim thi gian trng c cp 8 tr lnPh dung thch: % CHSTTNL cp 8 tr ln, h thy V Lm Mt Tch" 100 0 0 0 0 ph Hong Kim - N Oa p Lng L 3 1605 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - N Oa B Tnh Tm Cm Uyn 3 1606 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - N Oa Hn Tng 3 1607 \spr\item\script\item_huangjintupu.spr 38 1 1 Nguyn liu yu cu: Huyn thit khong: Tng mc sinh lc cp 8 tr lnKhng tc thch: Tng khng bng cp 8 tr lnMt ngn khong: Tng mc ni lc cp 8 tr lnPh dung thch: Gim thi gian trng c cp 8 tr lnPh dung thch: Tng im bng st ni cng cp 8 tr lnV Lm Mt Tch 100 0 0 0 0 ph Hong Kim - N Oa Nim N Kiu 3 1608 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - N Oa Dt Thi Ch Hon 3 1609 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - N Oa Tiu Tng Ch Hon 3 1610 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - N Oa m Hng Thu Thy Kt 3 1611 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Chc Dung Lit Dim N Phong Trang 3 1612 \spr\item\script\item_huangjintupu.spr 38 1 1 "Nguyn liu yu cu: Huyn thit khong: Tng mc sinh lc cp 8 tr lnHuyn thit khong: Gim thi gian phc hi cp 8 tr lnMt ngn khong: Tng mc ni lc cp 8 tr lnPh dung thch: Tng PTVL cp 8 tr lnPh dung thch: % CHSTTNL cp 8 tr ln, h haV Lm Mt Tch" 100 0 0 0 0 ph Hong Kim - Chc Dung Phn Dng Qun 3 1613 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Chc Dung Thin Vim Lu Yn Cm i 3 1614 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Chc Dung Tuyt Trn Ngoa 3 1615 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Chc Dung Kinh Chch Bt Dit Tro 3 1616 \spr\item\script\item_huangjintupu.spr 38 1 1 Nguyn liu yu cu: Huyn thit khong: Tng sinh lc cp 8 tr lnKhng tc thch: Tng PTVL cp 8 tr lnMt ngn khong: Tng mc ni lc cp 8 tr lnPh dung thch: Gim thi gian phc hi cp 8 tr lnPh dung thch: Tng im bng st ni cng cp 8 tr lnV Lm Mt Tch 100 0 0 0 0 ph Hong Kim - Chc Dung Ph Nht 3 1617 \spr\item\script\item_huangjintupu.spr 38 1 1 Nguyn liu yu cu: Huyn thit khong: Tng mc sinh lc cp 8 tr lnKhng tc thch: Tng khng ha cp 8 tr lnMt ngn khong: Tng mc ni lc cp 8 tr lnPh dung thch: Gim thi gian lm chm cp 8 tr lnPh dung thch: Tng im ha st ni cng cp 8 tr lnV Lm Mt Tch 100 0 0 0 0 ph Hong Kim - Chc Dung Ty Thi Bnh 3 1618 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Chc Dung Bch Lit Ban Ch 3 1619 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Chc Dung Thin on Ban Ch 3 1620 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Chc Dung Tam Tin Trn Ty Ph 3 1621 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Thn Nng Tiu Dng a Hong Y 3 1622 \spr\item\script\item_huangjintupu.spr 38 1 1 Nguyn liu yu cu: Huyn thit khong: Tng mc sinh lc cp 8 tr lnHuyn thit khong: Gim thi gian phc hi cp 8 tr lnMt ngn khong: Tng mc ni lc cp 8 tr lnPh dung thch: Tng PTVL cp 8 tr lnChu sa khong: Tng % STVL ngoi cng cp 8 tr lnV Lm Mt Tch 100 0 0 0 0 ph Hong Kim - Thn Nng N Li u Hon 3 1623 \spr\item\script\item_huangjintupu.spr 38 1 1 "Nguyn liu yu cu: Huyn thit khong: Tng mc sinh lc cp 8 tr lnKhng tc thch: Tng khng li cp 8 tr lnMt ngn khong: Tng mc ni lc cp 8 tr lnPh dung thch: Gim thi gian lm chm cp 8 tr lnPh dung thch: % CHSTTNL cp 8 tr ln, h thV Lm Mt Tch" 100 0 0 0 0 ph Hong Kim - Thn Nng Mc Ln Trin Yu 3 1624 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Thn Nng Ng Phong L 3 1625 \spr\item\script\item_huangjintupu.spr 38 1 1 Nguyn liu yu cu: Huyn thit khong: Tng mc sinh lc cp 8 tr lnHuyn thit khong: Tng tc di chuyn cp 8 tr lnMt ngn khong: Tng mc ni lc cp 8 tr lnKhng tc thch: Tng khng bng cp 8 tr lnKhng tc thch: Tng ha st ni cng cp 8 tr lnV Lm Mt Tch 100 0 0 0 0 ph Hong Kim - Thn Nng Thng Mng Cn Long Uyn 3 1626 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Thn Nng Trm Nhc 3 1627 \spr\item\script\item_huangjintupu.spr 38 1 1 Nguyn liu yu cu: Huyn thit khong: Tng mc sinh lc cp 8 tr lnKhng tc thch: Tng khng c cp 8 tr lnMt ngn khong: Tng mc ni lc cp 8 tr lnPh dung thch: Gim chong cp 8 tr lnKhng tc thch: Tng li st ni cng cp 8 tr lnV Lm Mt Tch 100 0 0 0 0 ph Hong Kim - Thn Nng Thin Tnh Sa 3 1628 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Thn Nng Nhip Hn Ct Tng Gii 3 1629 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Thn Nng Cu Phch Nh Gii 3 1630 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 ph Hong Kim - Thn Nng m Dng St Tm Kt 3 1631 \spr\item\script\item_huangjintupu.spr 38 1 1 . 100 0 0 0 0 Nc mt b dng 3 1632 \spr\item\script\liangcha.spr 41 1 1 Mt loi tr gii nhit hiu qu. 100 0 0 0 0 Nc mt an thn 3 1633 \spr\item\script\liangcha.spr 41 1 1 Mt loi tr gii nhit hiu qu. 100 0 0 0 0 Thip chc s ph 3 1634 \spr\item\questkey\card_all.spr 41 1 1 Dng gi li chc n s ph 4 0 0 0 0 Thip chc t 3 1635 \spr\item\questkey\card_all.spr 41 1 1 Dng gi li chc n t 4 0 0 0 0 Thip chc ho hu 3 1636 \spr\item\questkey\card_all.spr 41 1 1 Dng gi li chc n ho hu 4 0 0 0 0 Thip chc cu nhn 3 1637 \spr\item\questkey\card_all.spr 41 1 1 Dng gi li chc n cu nhn 4 0 0 0 0 Thip chc bang hi 3 1638 \spr\item\questkey\card_all.spr 41 1 1 Dng gi li chc n bang hi 4 0 0 0 0 Thip chc gio ch 3 1639 \spr\item\questkey\card_all.spr 41 1 1 Dng gi li chc n gio ch 4 0 0 0 0 Thip chc s mui 3 1640 \spr\item\questkey\card_all.spr 41 1 1 Dng gi li chc n s mui 4 0 0 0 0 Thip chc bang ch 3 1641 \spr\item\questkey\card_all.spr 41 1 1 Dng gi li chc n bang ch 4 0 0 0 0 Thip chc s 3 1642 \spr\item\questkey\card_all.spr 41 1 1 Dng gi li chc n s 4 0 0 0 0 Thip chc s huynh 3 1643 \spr\item\questkey\card_all.spr 41 1 1 Dng gi li chc n s huynh 4 0 0 0 0 Hp qu ngy Nh gio Vit Nam 3 1644 \spr\item\script\jiaoshijielihe_YN.spr 41 1 1 "M ra s nhn c 1 trong 4 ch ghp, hoc 1 hoa hng" 4 0 0 0 0 Tn 3 1645 \spr\item\script\zunzi_YN.spr 41 2 1 "Dng ghp thnh cu 'Tn S Trng o', chc mng ngy Nh gio Vit Nam" 4 0 0 0 0 S 3 1646 \spr\item\script\shizi_YN.spr 41 2 1 "Dng ghp thnh cu 'Tn S Trng o', chc mng ngy Nh gio Vit Nam" 4 0 0 0 0 Trng 3 1647 \spr\item\script\zhongzi_YN.spr 41 2 1 "Dng ghp thnh cu 'Tn S Trng o', chc mng ngy Nh gio Vit Nam" 4 0 0 0 0 o 3 1648 \spr\item\script\daozi_YN.spr 41 2 1 "Dng ghp thnh cu 'Tn S Trng o', chc mng ngy Nh gio Vit Nam" 4 0 0 0 0 B kp gia truyn 3 1649 \spr\item\script\chuanjiadaoshu_YN.spr 41 1 1 V cng tm php gia truyn ca v s 4 0 0 0 0 Anh Hng Thip 3 1650 \spr\item\questkey\obj_item_lection02.spr 41 1 1 Vt phm dng tham gia hot ng bo tng Vim . 100 0 0 0 0 Hnh nhn 3 1651 \spr\item\task\corpse.spr 41 1 1 "o c bo tng Vim , ch dng hi sinh trong bn hot ng." 100 0 0 0 0 Vim ng 3 1652 \spr\item\questkey\taskobj051-1.spr 41 1 1 "Mt trong nhng phn thng Vim bo tng, c th i c nhng vt phm c th." 100 0 0 0 0 Vim trng mnh hon 3 1653 \spr\item\medecine\obj-potion15.spr 19 1 1 Mc sinh lc tng 500 im trong vng 5 pht. Ri khi bn s mt tc dng. 50 0 0 0 0 Vim gia bo hon 3 1654 \spr\item\medecine\obj-potion15.spr 19 1 1 Tc di chuyn tng 20% trong vng 5 pht. Ri khi bn s mt tc dng. 50 0 0 0 0 Vim i lc hon 3 1655 \spr\item\medecine\obj-potion15.spr 19 1 1 Tn cng vt l tng 100 im trong vng 5 pht. Ri khi bn s mt tc dng. 50 0 0 0 0 Vim cao thim hon 3 1656 \spr\item\medecine\obj-potion15.spr 19 1 1 N trnh tng 500 im trong vng 5 pht. Ri khi bn s mt tc dng. 50 0 0 0 0 Vim cao trung hon 3 1657 \spr\item\medecine\obj-potion15.spr 19 1 1 chnh xc tng 500 im trong vng 5 pht. Ri khi bn s mt tc dng. 50 0 0 0 0 Vim phi tc hon 3 1658 \spr\item\medecine\obj-potion15.spr 19 1 1 Tc tn cng tng 50% trong vng 5 pht. Ri khi bn s mt tc dng. 50 0 0 0 0 Vim bng phng hon 3 1659 \spr\item\medecine\obj-potion15.spr 19 1 1 Khng bng tng 50% trong vng 5 pht. Ri khi bn s mt tc dng. 50 0 0 0 0 Vim li phng hon 3 1660 \spr\item\medecine\obj-potion15.spr 19 1 1 Khng li tng 50% trong vng 5 pht. Ri khi bn s mt tc dng. 50 0 0 0 0 Vim ha phng hon 3 1661 \spr\item\medecine\obj-potion15.spr 19 1 1 Khng ha tng 50% trong vng 5 pht. Ri khi bn s mt tc dng. 50 0 0 0 0 Vim c phng hon 3 1662 \spr\item\medecine\obj-potion15.spr 19 1 1 Khng c tng 50% trong vng 5 pht. Ri khi bn s mt tc dng. 50 0 0 0 0 Vim Lnh 3 1663 \spr\item\questkey\taskobj021.spr 41 1 1 Dng tham gia hot ng vt i Vim . C c hi nhn phn thng nhn i kinh nghim v 50% c hi nhn Vim ng. 100 0 0 0 0 Huyn Thin D Qu 3 1664 \spr\item\script\shangshixiguo.spr 41 1 1 S dng nhn c hiu qu nhn i mc sinh lc v ni lc (s dng kp v hiu). 100 0 0 0 0 Tuyt Nhng Linh Chi Tu 3 1665 \spr\item\script\xuenianglingzhijiu.spr 41 1 1 S dng nhn c 500 triu im kinh nghim. Dnh cho cp 160 tr ln. 400 0 0 0 0 Ti ph Hong Kim - V danh gii ch 3 1666 \spr\item\obj_item_libaolan.spr 41 1 1 "Ngu nhin nhn c ph trang b Hong Kim mn phi, ph V danh gii ch, ph V danh ch hon." 100 0 0 0 0 Ti Huyn Tinh B Thin 3 1667 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 "Ngu nhin nhn c 1 Huyn Tinh Khong Thch cao cp, cc loi mnh B Thin Thch." 100 0 0 0 0 Ko ging sinh (b xu) 3 1668 \spr\item\vnxmas2007\sdtjx_christmas.spr 41 1 1 S dng nhn c 15000 im kinh nghim.Hn s dng: 24:00 ngy 24-12-2007 0 0 0 0 0 Ko ging sinh (nh) 3 1669 \spr\item\vnxmas2007\sdtx_christmas.spr 41 1 1 S dng nhn c 25000 im kinh nghim.Hn s dng: 24:00 ngy 24-12-2007 0 0 0 0 0 Ko ging sinh (va) 3 1670 \spr\item\vnxmas2007\sdtz_christmas.spr 41 1 2 S dng nhn c 40000 im kinh nghim.Hn s dng: 24:00 ngy 24-12-2007 0 0 0 0 0 Ko ging sinh (ln) 3 1671 \spr\item\vnxmas2007\sdtd_christmas.spr 41 1 2 S dng nhn c 50000 im kinh nghim.Hn s dng: 24:00 ngy 24-12-2007 0 0 0 0 0 Ko ging sinh (c bit) 3 1672 \spr\item\vnxmas2007\sdtjd_christmas.spr 41 2 2 S dng nhn c 100000 im kinh nghim.Hn s dng: 24:00 ngy 24-12-2007 0 0 0 0 0 Hp qu ging sinh 3 1673 \spr\item\vnxmas2007\shengdanglihe.spr 41 1 1 S dng s nhn c cc loi Bng Tinh.Hn s dng: 24:00 ngy 13-01-2008 0 0 0 0 0 Kim Bng Tinh 3 1674 \spr\item\vnxmas2007\jin_bingjin.spr 41 1 1 Nguyn liu to Ngi Tuyt.Hn s dng: 24:00 ngy 31-01-2008 0 0 0 0 0 Mc Bng Tinh 3 1675 \spr\item\vnxmas2007\mu_bingjin.spr 41 1 1 Nguyn liu to Ngi Tuyt.Hn s dng: 24:00 ngy 31-01-2008 0 0 0 0 0 Thy Bng Tinh 3 1676 \spr\item\vnxmas2007\shui_bingjin.spr 41 1 1 Nguyn liu to Ngi Tuyt.Hn s dng: 24:00 ngy 31-01-2008 0 0 0 0 0 Ha Bng Tinh 3 1677 \spr\item\vnxmas2007\huo_bingjin.spr 41 1 1 Nguyn liu to Ngi Tuyt.Hn s dng: 24:00 ngy 31-01-2008 0 0 0 0 0 Th Bng Tinh 3 1678 \spr\item\vnxmas2007\tu_bingjin.spr 41 1 1 Nguyn liu to Ngi Tuyt.Hn s dng: 24:00 ngy 31-01-2008 0 0 0 0 0 Ng Sc Bng Tinh 3 1679 \spr\item\vnxmas2007\wuse_bingjin.spr 41 1 1 Nguyn liu to Ngi Tuyt.Hn s dng: 24:00 ngy 31-01-2008 0 0 0 0 0 Hong Tuyt Nhn 3 1680 \spr\item\vnxmas2007\huang_xueren.spr 41 1 1 "S dng nhn c im kinh nghim v phn thng ngu nhin, ng thi c kh nng gi ra Hong Tuyt Nhn.Ngi chi cp trn 50 np th mi c th s dng vt phm ny.Hn s dng: 24:00 ngy 31-01-2008" 0 0 0 0 0 T Tuyt Nhn 3 1681 \spr\item\vnxmas2007\zi_xueren.spr 41 1 1 "S dng nhn c im kinh nghim, ng thi c kh nng gi ra T Tuyt Nhn.Ngi chi cp trn 50 np th mi c th s dng vt phm ny.Hn s dng: 24:00 ngy 31-01-2008" 0 0 0 0 0 Lc Tuyt Nhn 3 1682 \spr\item\vnxmas2007\lv_xueren.spr 41 1 1 "S dng nhn c im kinh nghim v phn thng ngu nhin, ng thi c kh nng gi ra Lc Tuyt Nhn.Ngi chi cp trn 50 np th mi c th s dng vt phm ny.Hn s dng: 24:00 ngy 31-01-2008" 0 0 0 0 0 Ko bc h ging sinh 3 1683 \spr\item\script\shengdantang_bohe.spr 468 1 1 S dng nhn c 500.000 im kinh nghim. Dnh cho nhn vt cp 100 tr ln np th. Hn s dng: 24:00 ngy 30-01-2008 0 0 0 0 0 Ko du ging sinh 3 1684 \spr\item\script\shengdantang_caomei.spr 468 1 1 S dng nhn c 1 triu im kinh nghim. Dnh cho nhn vt cp 100 tr ln np th. Hn s dng: 24:00 ngy 30-01-2008 0 0 0 0 0 Ko sa ging sinh 3 1685 \spr\item\script\shengdantang_naiyou.spr 468 1 1 S dng nhn c 2.000.000 im kinh nghim. Dnh cho nhn vt cp 100 tr ln np th. Hn s dng: 24:00 ngy 30-01-2008. 0 0 0 0 0 Lnh bi chuyn th u i 3 1686 \spr\item\questkey\taskobj021.spr 41 1 1 "C c hi tham gia hot ng chuyn th, chuyn th trc tip thng n cp 50 hoc cp 80. Hn s dng: 24:00 30-01-2008" 0 0 0 0 0 Thin c qu 3 1687 \spr\item\script\shangshixiguo.spr 41 1 1 "Loi qu n vo chnh t kh phn. Nhp chut phi i phe. (Ch dng c trn thuyn, v thnh vin trong nhm khng th s dng)." 0 0 0 0 0 Cy con 3 1688 \spr\item\springfestival08\shumiao.spr 41 1 1 C th trng bn ngoi tht i thnh th v tn th thn.Nhp phi s dng 0 0 0 0 0 Bc u Mn - Thin Xu Lnh 3 1689 \spr\item\springfestival08\beidou_tianqu.spr 41 1 2 Mt trong nhng tn vt ca Bc u Mn 0 0 0 0 0 Bc u Mn - Thin Ton Lnh 3 1690 \spr\item\springfestival08\beidou_tianquan.spr 41 1 2 Mt trong nhng tn vt ca Bc u Mn 0 0 0 0 0 Bc u Mn - Thin C Lnh 3 1691 \spr\item\springfestival08\beidou_tianji.spr 41 1 2 Mt trong nhng tn vt ca Bc u Mn 0 0 0 0 0 Bc u Mn - Thin Quyn Lnh 3 1692 \spr\item\springfestival08\beidou_tianquanli.spr 41 1 2 Mt trong nhng tn vt ca Bc u Mn 0 0 0 0 0 Bc u Mn - Ngc Honh Lnh 3 1693 \spr\item\springfestival08\beidou_yuheng.spr 41 1 2 Mt trong nhng tn vt ca Bc u Mn 0 0 0 0 0 Bc u Mn - Khai Dng Lnh 3 1694 \spr\item\springfestival08\beidou_kaiyang.spr 41 1 2 Mt trong nhng tn vt ca Bc u Mn 0 0 0 0 0 Bc u Mn - Dao Quang Lnh 3 1695 \spr\item\springfestival08\beidou_yaoguang.spr 41 1 2 Mt trong nhng tn vt ca Bc u Mn 0 0 0 0 0 Bc u Mn - Tht Tinh Lnh 3 1696 \spr\item\springfestival08\beidou_qixing.spr 41 2 2 Mt trong nhng tn vt ca Bc u Mn 0 0 0 0 0 Hp gm 3 1697 \spr\item\script\cangbaotujinhe.spr 41 1 1 Nhp chut phi s dng nhn c 12 mnh tng bo 0 0 0 0 0 Ti mng xun 3 1698 \spr\item\newyear2008\yingchundai.spr 470 1 1 n cha nguyn liu lm bnh chng thm ngon.Hn s dng: 24:00 ngy 02-03-2015 0 0 0 0 0 L bnh 3 1699 \spr\item\newyear2008\zongyue.spr 41 1 1 Mt trong nhng nguyn liu lm bnh chng thm ngon.Hn s dng: 24:00 ngy 02-03-2015 0 0 0 0 0 Go np 3 1700 \spr\item\newyear2008\nuomi.spr 41 1 1 Mt trong nhng nguyn liu lm bnh chng thm ngon.Hn s dng: 24:00 ngy 02-03-2015 0 0 0 0 0 u xanh 3 1701 \spr\item\newyear2008\lvdou.spr 41 1 1 Mt trong nhng nguyn liu lm bnh chng thm ngon.Hn s dng: 24:00 ngy 02-03-2015 0 0 0 0 0 Tht heo 3 1702 \spr\item\newyear2008\zhurou.spr 41 1 1 Mt trong nhng nguyn liu lm bnh chng thm ngon.Hn s dng: 24:00 ngy 02-03-2015 0 0 0 0 0 Phc 3 1703 \spr\item\newyear2008\fu.spr 41 2 1 "Mt trong nhng nguyn liu trang tr, b Phc - Lc - Th s nhn c phn thng hp dn.Hn s dng: 24:00 ngy 02-03-2015" 0 0 0 0 0 Lc 3 1704 \spr\item\newyear2008\lu.spr 41 2 1 "Mt trong nhng nguyn liu trang tr, b Phc - Lc - Th s nhn c phn thng hp dn.Hn s dng: 24:00 ngy 02-03-2015" 0 0 0 0 0 Th 3 1705 \spr\item\newyear2008\shou.spr 41 2 1 "Mt trong nhng nguyn liu trang tr, b Phc - Lc - Th s nhn c phn thng hp dn.Hn s dng: 24:00 ngy 02-03-2015" 0 0 0 0 0 B quyt lm bnh chng thng hng 3 1706 \spr\item\newyear2008\shangdengzongzimijue.spr 41 1 1 Sch dy lm bnh chng thm ngon.Hn s dng: 24:00 ngy 02-03-2015 0 0 0 0 0 B quyt lm bnh chng ho hng 3 1707 \spr\item\newyear2008\zongzimijue.spr 41 1 1 Sch dy lm bnh chng thm ngon.Hn s dng: 24:00 ngy 02-03-2015 0 0 0 0 0 Bnh chng thng hng 3 1708 \spr\item\newyear2008\shangdengzongbing.spr 41 1 1 Tng NPC Bnh Ct Tng s xc sut nhn c vt phm qu gi. (Ngi chi ng cp trn 80 np th)Hn s dng: 24:00 ngy 31-03-2015 0 0 0 0 0 Bnh chng ho hng 3 1709 \spr\item\newyear2008\zhongdengzongbing.spr 41 1 1 Tng NPC Bnh Ct Tng s xc sut nhn c vt phm qu gi. (Ngi chi ng cp trn 80 np th)Hn s dng: 24:00 ngy 31-03-2015 0 0 0 0 0 Bnh chng thng 3 1710 \spr\item\newyear2008\putongzongbing.spr 41 1 1 Tng NPC Bnh Ct Tng s xc sut nhn c vt phm qu gi. (Ngi chi ng cp trn 80 np th)Hn s dng: 24:00 ngy 31-03-2015 0 0 0 0 0 Thit La Hn L Bao 3 1711 \spr\item\obj_item_jixiang.spr 377 1 1 Nhp phi nhn c 10 cun Thit La Hn 0 0 0 0 0 Khn Uyn ng 3 1712 \spr\item\questkey\taskobj068.spr 41 1 1 Trc 24:00 ngy 29-02-2008 giao cho Nguyt h lo nhn nhn phn thng. 0 0 0 0 0 H ip trm 3 1713 \spr\item\questkey\taskobj001.spr 41 1 1 Trc 24:00 ngy 29-02-2008 giao cho Nguyt h lo nhn nhn phn thng. 0 0 0 0 0 Kim th phc lc bao 3 1714 \spr\item\questkey\obj_item_burses.spr 41 1 1 "Mang may mn n cho mi ngi.Nhp phi s dng ngu nhin nhn c 1 triu, 2 triu, 3.5 triu, 5 triu im kinh nghim. (Nhn vt ng cp trn 100 np th)Hn s dng: 31-03-2008" 0 0 0 0 0 Kim th ct tng bao 3 1715 \spr\item\questkey\obj_item_burses.spr 41 1 1 C c hi nhn c ph trang sc Vim 0 0 0 0 0 Tn vt mn phi 3 1716 \spr\item\script\zhuanzhiling.spr 41 1 1 Vt phm cn thit chuyn mn phi 0 0 0 0 0 Tn vt Dng Anh 3 1717 \spr\item\script\nvtianwangling.spr 41 1 1 Vt phm cn thit nhn vt n gia nhp Thin Vng Bang 0 0 0 0 0 Bc u truyn cng thut 3 1718 \spr\item\script\beidouchuangongshu.spr 41 1 1 Mt trong Thin H Tht i K Thut ca Bc u Mn b tht truyn 0 0 0 0 0 Tht tinh tho 3 1719 \spr\item\script\qixingcao.spr 41 1 1 Loi d dc qu him dng luyn Bch Chn n 0 0 0 0 0 Bch nin tht tinh tho 3 1720 \spr\item\script\bainianqixingcao.spr 41 1 1 Loi d dc qu him trm nm luyn Huyt Chn n 0 0 0 0 0 Thin nin tht tinh tho 3 1721 \spr\item\script\qiannianqixingcao.spr 41 1 1 Loi d dc qu him ngn nm dng luyn Huyn Chn n 0 0 0 0 0 Bch Chn n 3 1722 \spr\item\script\baizhendan.spr 41 1 1 "C mu trng nh tuyt, hp th cng lc ca cc Cao Th. Khi s dng s gia tng ba thnh cng lc" 0 0 0 0 0 Huyt Chn n 3 1723 \spr\item\script\xuezhendan.spr 41 1 1 "C mu nh mu, hp th cng lc ca cc V Lm Cao Th. Khi s dng s gia tng by thnh cng lc" 0 0 0 0 0 Huyn Chn n 3 1724 \spr\item\script\xuanzhendan.spr 41 1 1 "C mu en tuyn, hp th cng lc ca cc Tuyt Th Cao Th. Khi s dng s gia tng mi thnh cng lc" 0 0 0 0 0 Cnh hoa hng 3 1725 \spr\item\funvjie_jieri\200803\meiguizhi.spr 330 1 1 Mang n L Quan gi li thnh b hoa hng. (Ngi chi ng cp trn 50 np th)Hn s dng: 24:00 ngy 16-03-2008 0 0 0 0 0 Cnh hoa cc 3 1726 \spr\item\funvjie_jieri\200803\jihuazhi.spr 330 1 1 Mang n L Quan gi li thnh b hoa cc. (Ngi chi ng cp trn 50 np th) Hn s dng: 24:00 ngy 16-03-2008 0 0 0 0 0 B hoa hng 3 1727 \spr\item\funvjie_jieri\200803\shumeigui.spr 330 1 2 "Nhn ngy quc t ph n 8/3, dng tng b hoa hng thm ngt cho cc ch em. (Ngi chi ng cp trn 50 np th) Hn s dng: 24:00 ngy 31-03-2008" 0 0 0 0 0 B hoa cc 3 1728 \spr\item\funvjie_jieri\200803\shujuhua.spr 330 1 2 "Nhn ngy quc t ph n 8/3, dng tng b hoa cc thm ngt cho cc ch em. (Ngi chi ng cp trn 50 np th) Hn s dng: 24:00 ngy 31-03-2008" 0 0 0 0 0 N Oa V Tri Bao 3 1729 \spr\item\obj_item_jixiang.spr 41 1 1 "Dng chut phi s dng, c th thu c cc mnh ln ca v tri v cng cc loi mnh v tri v cc loi o c." 0 0 0 0 0 Tin Tho Bao 3 1730 \spr\item\obj_item_jixiang.spr 41 1 1 "Dng chut phi s dng c th thu c ph, bch cu hon c bit, tin tho l c bit cung vi cc loi o c khc." 0 0 0 0 0 Mnh ng Vim 3 1731 \spr\item\yanditutengsuipian.spr 41 1 1 Sau khi tp hp 9 mnh ng vim c th n Bin Kinh gp Bnh Bnh hp li thnh 1 ci ng Vim 0 0 0 0 0 Kim Chi Chin Hn 3 1732 \spr\item\questkey\003.spr 388 1 1 Nht c s dng ngay 1 0 0 0 0 Mc Chi Chin Hn 3 1733 \spr\item\questkey\003.spr 389 1 1 Nht c s dng ngay 1 0 0 0 0 Thy Chi Chin Hn 3 1734 \spr\item\questkey\003.spr 390 1 1 Nht c s dng ngay 1 0 0 0 0 Ha Chi Chin Hn 3 1735 \spr\item\questkey\003.spr 391 1 1 Nht c s dng ngay 1 0 0 0 0 Th Chi Chin Hn 3 1736 \spr\item\questkey\003.spr 392 1 1 Nht c s dng ngay 1 0 0 0 0 Kim Chi H gip 3 1737 \spr\item\questkey\003.spr 393 1 1 Nht c s dng ngay 1 0 0 0 0 Mc Chi H gip 3 1738 \spr\item\questkey\003.spr 394 1 1 Nht c s dng ngay 1 0 0 0 0 Thy Chi H gip 3 1739 \spr\item\questkey\003.spr 395 1 1 Nht c s dng ngay 1 0 0 0 0 Ha Chi H gip 3 1740 \spr\item\questkey\003.spr 396 1 1 Nht c s dng ngay 1 0 0 0 0 Th Chi H gip 3 1741 \spr\item\questkey\003.spr 397 1 1 Nht c s dng ngay 1 0 0 0 0 Kim Chi Li Nhn 3 1742 \spr\item\questkey\003.spr 398 1 1 Nht c s dng ngay 1 0 0 0 0 Mc Chi Li Nhn 3 1743 \spr\item\questkey\003.spr 399 1 1 Nht c s dng ngay 1 0 0 0 0 Thy Chi Li Nhn 3 1744 \spr\item\questkey\003.spr 400 1 1 Nht c s dng ngay 1 0 0 0 0 Ha Chi Li Nhn 3 1745 \spr\item\questkey\003.spr 401 1 1 Nht c s dng ngay 1 0 0 0 0 Th Chi Li Nhn 3 1746 \spr\item\questkey\003.spr 402 1 1 Nht c s dng ngay 1 0 0 0 0 Hnh qun n 3 1747 \spr\item\questkey\003.spr 403 1 1 Loi dc liu qun i thng dng. Nht c s dng ngay 1 0 0 0 0 Tiu hon n 3 1748 \spr\item\questkey\003.spr 404 1 1 Thiu Lm mt dc. Nht c s dng ngay 1 0 0 0 0 Ng Hoa L 3 1749 \spr\item\questkey\003.spr 405 1 1 Mt dc b truyn ca cc o gia Nht c s dng ngay 1 0 0 0 0 Trn phi linh n 3 1750 \spr\item\script\zhenpailingdan.spr 41 1 1 "y l Linh n ca cc i mn phi mt ch thnh, sau khi s dng tng 1 im k nng. (Sau khi vo mn phi mi s dng c, nhiu nht ch s dng 15 vin)." 0 0 0 0 0 Trn phi linh dc 3 1751 \spr\item\script\zhenpailingyao.spr 41 1 1 "L loi linh dc c cc i mn phi mt ch, sau khi s dng tng thm 5 im tim nng (vo mn phi mi s dng c, ch s dng nhiu nht 15 vin)" 0 0 0 0 0 <<δ>> 3 1752 \spr\item\questkey\taskobj022.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1753 \spr\item\questkey\taskobj022.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1754 \spr\item\leaguematch\icon_league_iron.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1755 \spr\item\leaguematch\icon_league_copper.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1756 \spr\item\leaguematch\icon_league_silver.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1757 \spr\item\leaguematch\icon_league_gold.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1758 \spr\item\script\youlongsuiyu.spr 41 1 1 <<δ>> 0 0 0 0 0 Trng vng may mn 3 1759 \spr\item\script\gold_luckyegg.spr 41 1 1 "Mt loi trng mu vng pht sng, p v ra thu c phn thng bt ng." 40 0 0 0 0 Trng nhiu mu may mn 3 1760 \spr\item\script\color_luckyegg.spr 41 1 1 "Mt loi trng c 5 mu sc s, p v ra thu c nng cp nng lc." 40 0 0 0 0 Qu thanh minh 3 1761 \spr\item\magicscript\qingming07\qingmingguo.spr 41 1 1 "m thc tt thanh minh, ngi chi cp 100 tr ln sau khi s dng c 50 vn kinh nghim." 4 0 0 0 0 H co thanh minh 3 1762 \spr\item\magicscript\qingming07\qingmingjiao.spr 41 1 1 "m thc tt thanh minh, ngi chi cp 100 tr ln sau khi s dng c 100 vn kinh nghim." 4 0 0 0 0 Bnh chng thanh minh 3 1763 \spr\item\magicscript\qingming07\qingmingzong.spr 41 1 1 "m thc tt thanh minh, ngi chi cp 100 tr ln sau khi s dng c 150 vn kinh nghim." 4 0 0 0 0 Tin m ph 3 1764 \spr\item\script\qingming_jieri\200803\zhiqian.spr 41 1 1 "y l vt phm dnh cho nhng ngy cng bi," 4 0 0 0 0 Hng nn 3 1765 \spr\item\script\qingming_jieri\200803\xiangzhu.spr 41 1 1 "y l vt phm dnh cho nhng ngy cng bi," 4 0 0 0 0 cng t 3 1766 \spr\item\script\qingming_jieri\200803\jipin.spr 41 1 1 "y l vt phm dnh cho nhng ngy cng bi," 4 0 0 0 0 Hoa ti 3 1767 \spr\item\script\qingming_jieri\200803\xianhua.spr 41 1 1 y l loi hoa ti hi ni cao. 4 0 0 0 0 <<δ>> 3 1768 \spr\item\newyear2008\shangdengzongzimijue.spr 41 1 1 <<δ>> 4 0 0 0 0 <<δ>> 3 1769 \spr\item\lottery\baxianjiaozi.spr 41 1 1 <<δ>> 4 0 0 0 0 <<δ>> 3 1770 spr\item\yn_chunjie\yn_yezi.spr 41 1 1 <<δ>> 4 0 0 0 0 <<δ>> 3 1771 \spr\item\questkey\taskobj404.spr 41 1 1 <<δ>> 4 0 0 0 0 <<δ>> 3 1772 \spr\item\obj_item_jixiang.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1773 \spr\item\obj_item_jixiang.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1774 \spr\item\obj_item_jixiang.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1775 \spr\item\questkey\taskobj087.spr 41 1 1 <<δ>> 0 0 0 0 0 Hp i Bch cu hon c bit 3 1776 \spr\item\script\item_chrismasbox.spr 41 1 1 Bn trong c cha 10 vin i Bch cu hon c bit. 0 0 0 0 0 Hp i Bch cu hon k nng c bit 3 1777 \spr\item\script\item_chrismasbox.spr 41 1 1 Bn trong c cha 10 vin i Bch cu hon k nng c bit. 0 0 0 0 0 Ngn phiu chin b 3 1778 \spr\item\questkey\yinpiao.spr 41 1 1 Ngn sch chin b bn bang tng 10.000 im. 0 0 0 0 0 Thit Ngu Lang Nha Bi 3 1779 \spr\item\equip\waist\obj-waist20.spr 36 1 2 Ngc bi ca sn tc vng Thit Ngu lun mang theo bn mnh. 0 0 0 0 0 Hp qu may mn 3 1780 \spr\item\script\jiefang_jieri\200804\luckybox.spr 41 1 1 "Hp qu may mn, bn trong cha nhng mnh c qu himThi hn s dng: 24h00 ngy 18-05-2008" 0 0 0 0 0 Mnh c 1 3 1781 \spr\item\script\jiefang_jieri\200804\qisuipian1.spr 41 1 1 "Nguyn liu ghp thnh L C Chin Thng, mng ngy 30-04S dng s nhn c 304 im kinh nghim.Thi hn s dng: 24h00 ngy 31-05-2008" 0 0 0 0 0 Mnh c 2 3 1782 \spr\item\script\jiefang_jieri\200804\qisuipian2.spr 41 1 1 "Nguyn liu ghp thnh L C Chin Thng, mng ngy 30-04S dng s nhn c 304 im kinh nghim.Thi hn s dng: 24h00 ngy 31-05-2008" 0 0 0 0 0 Mnh c 3 3 1783 \spr\item\script\jiefang_jieri\200804\qisuipian3.spr 41 1 1 "Nguyn liu ghp thnh L C Chin Thng, mng ngy 30-04S dng s nhn c 304 im kinh nghim.Thi hn s dng: 24h00 ngy 31-05-2008" 0 0 0 0 0 Mnh c 4 3 1784 \spr\item\script\jiefang_jieri\200804\qisuipian4.spr 41 1 1 "Nguyn liu ghp thnh L C Chin Thng, mng ngy 30-04S dng s nhn c 304 im kinh nghim.Thi hn s dng: 24h00 ngy 31-05-2008" 0 0 0 0 0 L C Chin Thng 3 1785 \spr\item\script\jiefang_jieri\200804\zhanshengqi.spr 41 2 2 L C Chin Thng mng ngy 30-04S dng s nhn c 2.000.000 im kinh nghim.Thi hn s dng: 24h00 ngy 31-05-2008 0 0 0 0 0 Hn n nh 3 1786 \spr\item\questkey\taskobj081.spr 41 1 1 y l o c cn thit to mn th 4 bch kim 0 0 0 0 0 <<δ>> 3 1787 \spr\item\script\item_chrismasbox.spr 41 1 1 <<δ>> 0 0 0 0 0 X Thy ng 3 1788 \spr\item\magic\shesuitong.spr 41 1 1 "Con ngi pht minh ra cng c ny, bm chut phi bn nc vo con Ma Vng gn nht, Ma Vng khi bn trng th tc s gim trong 3 giy." 1000 0 0 0 0 Hp Bng Lai Tin Tho 3 1789 \spr\item\script\item_chrismasbox.spr 41 1 1 "Bm chut phi m, c th thu c 10 Bng Lai Tin Tho" 0 0 0 0 0 <<δ>> 3 1790 \spr\item\obj_item_jixiang.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1791 \spr\item\script\item_chrismasbox.spr 41 1 1 <<δ>> 0 0 0 0 0 Phng Minh Chy 3 1792 \spr\item\questkey\fengmingcui.spr 41 1 1 Phng Minh Chy: To ra m thanh nh ting phng hong ku (y l nguyn liu cn thit trng luyn trang b hong kim Vim ) 400 0 0 0 0 Thin Bo Rng 3 1793 \spr\item\script\item_qianbaoxiang.spr 41 1 1 Dng chut phi s dng dc 1 ci Thin Bo Rng. 1000 0 0 0 0 Ti i H Xun 3 1794 \spr\item\script\pingzi\200805\chuntiandalibao.spr 41 1 1 "Tam Nin i Ct, Bch Nin i Li, Xun H Thu ng, V Lm i H Hn s dng: 24:00 ngy 13-07-2008" 0 0 0 0 0 Ti i H H 3 1795 \spr\item\script\pingzi\200805\xiatiandalibao.spr 41 1 1 "Tam Nin i Ct, Bch Nin i Li, Xun H Thu ng, V Lm i H Hn s dng: 24:00 ngy 13-07-2008" 0 0 0 0 0 Ti i H Thu 3 1796 \spr\item\script\pingzi\200805\qiutiandalibao.spr 41 1 1 "Tam Nin i Ct, Bch Nin i Li, Xun H Thu ng, V Lm i H Hn s dng: 24:00 ngy 13-07-2008" 0 0 0 0 0 Ti i H ng 3 1797 \spr\item\script\pingzi\200805\dongtiandalibao.spr 41 1 1 "Tam Nin i Ct, Bch Nin i Li, Xun H Thu ng, V Lm i H Hn s dng: 24:00 ngy 13-07-2008" 0 0 0 0 0 Mng 3 1798 \spr\item\script\pingzi\200805\qingzhu.spr 41 2 1 Chc mng sinh nht V Lm Truyn K ln th ba.Hn s dng: 24:00 ngy 13-07-2008 0 0 0 0 0 VLTK 3 1799 \spr\item\script\pingzi\200805\yuenanjianxiayi.spr 41 2 1 Chc mng sinh nht V Lm Truyn K ln th ba.Hn s dng: 24:00 ngy 13-07-2008 0 0 0 0 0 3 3 1800 \spr\item\script\pingzi\200805\3.spr 41 2 1 Chc mng sinh nht V Lm Truyn K ln th ba.Hn s dng: 24:00 ngy 13-07-2008 0 0 0 0 0 Tui 3 1801 \spr\item\script\pingzi\200805\zhounian.spr 41 2 1 Chc mng sinh nht V Lm Truyn K ln th ba.Hn s dng: 24:00 ngy 13-07-2008 0 0 0 0 0 Phong 3 1802 \spr\item\script\pingzi\200805\feng.spr 41 2 1 n cho phin bn Phong Ha Lin Thnh.Hn s dng: 24:00 ngy 13-07-2008 0 0 0 0 0 Ha 3 1803 \spr\item\script\pingzi\200805\huo.spr 41 2 1 n cho phin bn Phong Ha Lin Thnh.Hn s dng: 24:00 ngy 13-07-2008 0 0 0 0 0 Lin 3 1804 \spr\item\script\pingzi\200805\lian.spr 41 2 1 n cho phin bn Phong Ha Lin Thnh.Hn s dng: 24:00 ngy 13-07-2008 0 0 0 0 0 thnh 3 1805 \spr\item\script\pingzi\200805\cheng.spr 41 2 1 n cho phin bn Phong Ha Lin Thnh.Hn s dng: 24:00 ngy 13-07-2008 0 0 0 0 0 i H L Bao 3 1806 \spr\item\script\pingzi\200805\daxilibao.spr 41 1 1 l x chc mng sinh nht V Lm Truyn K ln th ba.Hn s dng: 24:00 ngy 13-07-2008 0 0 0 0 0 Bnh Kem Nh 3 1807 \spr\item\script\pingzi\200805\ruyidanggao.spr 41 1 1 Bnh kem mng V Lm Truyn K trn 3 tui.Hn s dng: 24:00 ngy 31-07-2008 0 0 0 0 0 Bnh Kem Ct Tng 3 1808 \spr\item\script\pingzi\200805\jixidanggao.spr 41 1 1 Bnh kem mng V Lm Truyn K trn 3 tui.Hn s dng: 24:00 ngy 31-07-2008 0 0 0 0 0 Ha thch 3 1809 \spr\item\questkey\taskobj087.spr 372 1 1 "Tng Kim chuyn dng, dng t xe lng i phng." 0 0 0 0 0 <<δ>> 3 1810 \spr\item\script\item_chrismasbox.spr 41 1 1 "Nhn chut phi m, c th ngu nhin nhn c mt vin Huyn Tinh cp cao." 0 0 0 0 0 Tin Tho L c bit 3 1811 \spr\item\medecine\xiancaolu_sp.spr 370 1 1 "Tin Tho L c hiu qu c bit, c tc dng nhn i kinh nghim trong 8 gi (s dng nhiu ci mt lc s khng c tc dng)." 5 0 0 0 0 i Bch Cu hon 3 1812 \spr\item\medecine\baijuwan.spr 19 1 1 S dng s c 8h ri mng m vn tng kinh nghim 5 0 0 0 0 <<δ>> 3 1813 \spr\item\obj_item_jixiang.spr 41 1 1 "Nhn chut phi m, c th nhn c[Ng Thi] Kim Phong Thanh Dng Khi v nhng l phm qu gi." 0 0 0 0 0 Ha Tr 3 1814 \spr\item\songjin\sjzh_huo.spr 41 2 2 "Tng Kim chuyn dng, dng gi ra Tr ha h tr cho phe mnh." 0 0 0 0 0 Bng Tr 3 1815 \spr\item\songjin\sjzh_shui.spr 41 2 2 "Tng Kim chuyn dng, dng gi ra Tr kim h tr cho phe mnh." 0 0 0 0 0 c Tr 3 1816 \spr\item\songjin\sjzh_mu.spr 41 2 2 "Tng Kim chuyn dng, dng gi ra Tr c h tr cho phe mnh." 0 0 0 0 0 Li Tr 3 1817 \spr\item\songjin\sjzh_tu.spr 41 2 2 "Tng Kim chuyn dng, dng gi ra Tr li h tr cho phe mnh." 0 0 0 0 0 Kim Tr 3 1818 \spr\item\songjin\sjzh_jin.spr 41 2 2 "Tng Kim chuyn dng, dng gi ra Tr li h tr cho phe mnh." 0 0 0 0 0 Hun cng bi Tng Kim 3 1819 \spr\item\questkey\taskobj021.spr 41 1 1 "S dng s nhn c 200 vn/300 vn/500 vn im kinh nghim, khng cng dn." 0 0 0 0 0 <<δ>> 3 1820 \spr\item\script\item_chrismasbox.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1821 \spr\item\script\item_chrismasbox.spr 41 1 1 <<δ>> 0 0 0 0 0 Chu Qu 3 1822 \spr\item\script\caiyao\zhuguo.spr 41 1 1 Nguyn liu ch dc phm 0 0 0 0 0 Nhn sm nghn nm 3 1823 \spr\item\script\caiyao\qiannianrensen.spr 41 1 1 Nguyn liu ch dc phm 0 0 0 0 0 u qu. 3 1824 \spr\item\script\caiyao\shouwu.spr 41 1 1 Nguyn liu ch dc phm 0 0 0 0 0 Mt gu 3 1825 \spr\item\script\caiyao\xiongdan.spr 41 1 1 Nguyn liu ch dc phm 0 0 0 0 0 Dc vng nh 3 1826 \spr\item\script\caiyao\yaowanding.spr 41 1 1 Cng c cn thit ch thuc 0 0 0 0 0 Cm nang thay i tri t 3 1827 \spr\item\script\caiyao\htzzjn.spr 41 1 1 "Cm nang c cha thay i tri t n dc, bm chut phi ly." 0 0 0 0 0 <<δ>> 3 1828 \spr\item\twzhuanyun\zhuanyunbao_small.spr 449 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1829 \spr\item\twzhuanyun\zhuanyunbao_small.spr 449 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1830 \spr\item\twzhuanyun\zhuanyunbao_small.spr 449 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1831 \spr\item\twzhuanyun\zhuanyunbao_small.spr 449 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1832 \spr\item\twzhuanyun\zhuanyunbao_small.spr 449 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1833 \spr\item\twzhuanyun\zhuanyunbao_small.spr 449 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1834 \spr\item\twzhuanyun\zhuanyunbao_small.spr 449 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1835 \spr\item\twzhuanyun\zhuanyunbao_small.spr 449 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1836 \spr\item\twzhuanyun\zhuanyunbao_small.spr 449 1 1 <<δ>> 0 0 0 0 0 Dng sinh b ph 3 1837 \spr\item\yangshengmipu.spr 41 1 1 "C ngi ni, nu kh cng tuy luyn th c th nhn c rt nhiu im kinh nghim.Thi hn s dng: 24:00 27-08-2008" 0 0 0 0 0 Chim a tnh 3 1838 \spr\item\songjin\dove.spr 411 1 1 "C th tng ngi chi khc cu chc c mu sc sc s l thng, v ng thi tng i phng t 600 vn n 800 vn im kinh nghim, bm chut phi s dng. (i phng cn phi ln mng v ch thu c nhiu nht l 5000 vn kinh nghim)" 0 0 0 0 0 <<δ>> 3 1839 \spr\item\questkey\006.spr 336 1 1 <<δ>> 0 0 0 0 0 Hp Vn Du 3 1840 \spr\item\script\yunyoulihe.spr 41 1 1 Bn trong c cha 4 loi lng n trung thuNgi chi phi t cp 50 tr ln v np th mi c th m hpHn s dng: 24:00 ngy 05-10-2008. 0 0 0 0 0 Hp Tin V 3 1841 \spr\item\script\xianwulihe.spr 41 1 1 Bn trong c cha 4 loi lng n trung thuNgi chi phi t cp 50 tr ln v np th mi c th m hpHn s dng: 24:00 ngy 05-10-2008. 0 0 0 0 0 Lng n bm bm 3 1842 \spr\item\vietnam\midautumn06\lantern_yello.spr 451 1 1 Mt trong nhng o c khng th thiu trong ngy tt Trung thuHn s dng: 24:00 ngy 05-10-2008 0 0 0 0 0 Lng n ngi sao 3 1843 \spr\item\vietnam\midautumn06\lantern_blue.spr 452 1 1 Mt trong nhng o c khng th thiu trong ngy tt Trung thuHn s dng: 24:00 ngy 05-10-2008 0 0 0 0 0 Lng n ng 3 1844 \spr\item\vietnam\midautumn06\lantern_green.spr 453 1 1 Mt trong nhng o c khng th thiu trong ngy tt Trung thuHn s dng: 24:00 ngy 05-10-2008 0 0 0 0 0 Lng n trn 3 1845 \spr\item\vietnam\midautumn06\lantern_red.spr 454 1 1 Mt trong nhng o c khng th thiu trong ngy tt Trung thuHn s dng: 24:00 ngy 05-10-2008 0 0 0 0 0 Nn thng nguyt 3 1846 \spr\item\script\zhongqiu_jieri\sanyuelazhu.spr 41 1 1 "Tt trung thu, ngm nh trngHn s dng: 24:00 ngy 05-10-2008" 0 0 0 0 0 Bnh trung thu Vng Nguyt 3 1847 \spr\item\script\zhongqiu_jieri\wanyueyuebing.spr 41 1 1 Mt loi bnh trung thu bnh thngHn s dng: 24 gi 31-10-2008 0 0 0 0 0 Bnh trung thu Kin Nguyt 3 1848 \spr\item\script\zhongqiu_jieri\jianyueyuebing.spr 41 1 1 Tt trung thu ngm trng n mt loi bnh trung thu c bitHn s dng: 24:00 ngy 31-10-2008 0 0 0 0 0 Bnh trung thu Thng Nguyt 3 1849 \spr\item\script\zhongqiu_jieri\sanyueyuebing.spr 41 1 1 "Mt loi bnh trung thu c bit, mang n mt cm gic m p, on t Hn s dng: 24:00 ngy 31-10-2008" 0 0 0 0 0 Minh Nguyt tu 3 1850 \spr\item\script\zhongqiu_jieri\mingyuejiu.spr 41 1 1 Mt loi ru gip nhn i gii hn kinh nghim c th nhn c trong hot ng Trung Thu Hn s dng: 24:00 ngy 31-10-2008 0 0 0 0 0 Nn Vn Du 3 1851 \spr\item\script\zhongqiu_jieri\yunyoulazhu.spr 41 1 1 "Gip nhn i kinh nghim trong vng 1 gi, Hn s dng: 24:00 ngy 31-10-2008" 0 0 0 0 0 Nn Tin V 3 1852 \spr\item\script\zhongqiu_jieri\xianwulazhu.spr 41 1 1 "Gip nhn i kinh nghim trong vng 8 gi, Hn s dng: 24:00 ngy 31-10-2008" 0 0 0 0 0 Ng sc long chu (Kim) 3 1853 \spr\item\script\zhongqiu_jieri\longzhu0.spr 41 1 1 Tng truyn nu nh c ngi no thu thp mt b Ng Sc Long Chu s gp c may mn 0 0 0 0 0 Ng sc long chu (Mc) 3 1854 \spr\item\script\zhongqiu_jieri\longzhu1.spr 41 1 1 Tng truyn nu nh c ngi no thu thp mt b Ng Sc Long Chu s gp c may mn 0 0 0 0 0 Ng sc long chu (Thy) 3 1855 \spr\item\script\zhongqiu_jieri\longzhu2.spr 41 1 1 Tng truyn nu nh c ngi no thu thp mt b Ng Sc Long Chu s gp c may mn 0 0 0 0 0 Ng sc long chu (Ha) 3 1856 \spr\item\script\zhongqiu_jieri\longzhu3.spr 41 1 1 Tng truyn nu nh c ngi no thu thp mt b Ng Sc Long Chu s gp c may mn 0 0 0 0 0 Ng sc long chu (Th) 3 1857 \spr\item\script\zhongqiu_jieri\longzhu4.spr 41 1 1 Tng truyn nu nh c ngi no thu thp mt b Ng Sc Long Chu s gp c may mn 0 0 0 0 0 Ng sc phng v (Kim) 3 1858 \spr\item\script\zhongqiu_jieri\fengwu0.spr 41 1 1 Tng truyn nu nh ngi no thu thp mt b Ng Sc Phng V s cu c c thy 0 0 0 0 0 Ng sc phng v (Mc) 3 1859 \spr\item\script\zhongqiu_jieri\fengwu1.spr 41 1 1 Tng truyn nu nh ngi no thu thp mt b Ng Sc Phng V s cu c c thy 0 0 0 0 0 Ng sc phng v (Thy) 3 1860 \spr\item\script\zhongqiu_jieri\fengwu2.spr 41 1 1 Tng truyn nu nh ngi no thu thp mt b Ng Sc Phng V s cu c c thy 0 0 0 0 0 Ng sc phng v (Ha) 3 1861 \spr\item\script\zhongqiu_jieri\fengwu3.spr 41 1 1 Tng truyn nu nh ngi no thu thp mt b Ng Sc Phng V s cu c c thy 0 0 0 0 0 Ng sc phng v (Th) 3 1862 \spr\item\script\zhongqiu_jieri\fengwu4.spr 41 1 1 Tng truyn nu nh ngi no thu thp mt b Ng Sc Phng V s cu c c thy 0 0 0 0 0 Nn Bt trn phc nguyt 3 1863 \spr\item\script\zhongqiu_jieri\bazhenfuyuelazhu.spr 41 1 1 "Trong vng 30 pht, nhn i kinh nghim cho ton b thnh vin trong t i." 0 0 0 0 0 Huy chng chin cng 3 1864 \spr\item\script\zhongqiu_jieri\zhangonghuizhang.spr 41 1 1 "Chin cng hin hch, dng danh thin hHn s dng: 24:00 ngy 31-10-2008." 0 0 0 0 0 Cng trng lnh bi 3 1865 \spr\item\script\zhongqiu_jieri\gongxuanlingpai.spr 41 1 1 "X thn git ch, cng trng hin hchHn s dng: 24:00 ngy 31-10-2008." 0 0 0 0 0 Nn 3 1866 \spr\item\script\zhongqiu_jieri\hongzhu.spr 41 1 1 Loi nn dng thp n ko qun 0 0 0 0 0 V lm minh bo rng 3 1867 \spr\item\script\yunyoulihe.spr 433 1 1 i bo rng (t) 0 0 0 0 0 <<δ>> 3 1868 \spr\item\script\zhuanzhiling.spr 41 1 1 <<δ>> 0 0 0 0 0 Ng hoa ngc l dc rng 3 1869 \spr\item\obj_item_jixiang.spr 41 1 1 Bn trong rng c cha dc phm 0 0 0 0 0 <<δ>> 3 1870 \spr\item\script\jxol_hongbao.spr 41 1 1 <<δ>> 0 0 0 0 0 Long Vn Ngc Bch 3 1871 \spr\item\script\jxol_longwenyupei.spr 41 1 1 <<δ>> 0 0 0 0 0 Bao l x ZingPlay 3 1872 \spr\item\obj_item_jixiang.spr 347 1 1 "Phn thng ln t ZingPlay, hy tham gia nhn ngay phn thng.Hn s dng n 24:00 25-10-2008" 0 0 0 0 0 Tu luyn chu 3 1873 \spr\item\script\zhongqiu_jieri\longzhu0.spr 41 1 1 1 vin tu luyn chu c th gip ngi gia tng im tim nng. 0 0 0 0 0 Cha kha huyn thit 3 1874 \spr\item\script\xuantieyaoshi.spr 41 1 1 Cha kha c ch m bo rng huyn thit. 0 0 0 0 0 <<δ>> 3 1875 \spr\item\script\jiudijinzhun.spr 471 1 1 <<δ>> 0 0 0 0 0 Mt tch nng cp bch kim 3 1876 \spr\item\baijinjuanzou.spr 41 1 1 "y l vt phm c tch t trang b bch kim, c th lm trang b hong kim thnh trang b bch kim" 0 0 0 0 0 Huyn thit bo rng 3 1877 \spr\item\script\xuantiebaoxian.spr 433 1 1 "Bo hp phn thng D Tu, dng cha kha huyn thit m s nhn c tuyt tht chn bo." 0 0 0 0 0 Cm nang hong kim 3 1878 \spr\item\script\huangjinjinnang.spr 41 1 1 Bm chut phi c th thu c ngu nhin 1 lng nht nh ngn lng hoc kinh nghim. 0 0 0 0 0 Cm nang s kin 3 1879 \spr\item\script\jingniangshijian.spr 41 1 1 Sau khi s dng cun cm nang thn k ny c th trc tip tham gia cc hot ng l tt! 0 0 0 0 0 B Kp Gia Truyn 3 1880 \spr\item\script\chuanjiadaoshu_YN.spr 41 1 1 y l phn thng ca n S tng cho nhng t xut sc v hiu thun. 0 0 0 0 0 Phc Duyn Tinh Thch 3 1881 \spr\item\script\jiaoshi_jieri\200810\fuyuanjinshi.spr 41 1 1 y l vt phm khng th thiu trong cc dp l tt. 0 0 0 0 0 Bch Ngn Bi 3 1882 \spr\script\item\shengdan_jieri\200811\baiyinpei.spr 41 1 1 Qu tng xng ng cho nhng nhn s t nhiu thnh tch trong qu trnh bn tu giang h 0 0 0 0 0 Hong Kim Bi 3 1883 \spr\script\item\shengdan_jieri\200811\huangjinpei.spr 41 1 1 Qu tng xng ng cho nhng nhn s t nhiu thnh tch trong qu trnh bn tu giang h 0 0 0 0 0 Bch Kim Bi 3 1884 \spr\script\item\shengdan_jieri\200811\baijinpei.spr 41 1 1 Qu tng xng ng cho nhng nhn s t nhiu thnh tch trong qu trnh bn tu giang h 0 0 0 0 0 Bnh Kem Bng Tuyt 3 1885 \spr\script\item\shengdan_jieri\200811\xuehuadangao.spr 41 1 1 Qu tng ng Gi Tuyt 0 0 0 0 0 i Bng Tinh 3 1886 \spr\script\item\shengdan_jieri\200811\dabingjing.spr 41 1 1 C th nng cao gii hn kinh nghim cao nht n 3 t. 0 0 0 0 0 Hp Qu Xanh 3 1887 \spr\script\item\shengdan_jieri\200811\lihe_green.spr 41 1 1 Bn trong c cha nhng vt phm trang tr cho cy thng ging sinh. 0 0 0 0 0 Hp Qu 3 1888 \spr\script\item\shengdan_jieri\200811\lihe_red.spr 41 1 1 Bn trong c cha nhng vt phm trang tr cho cy thng ging sinh. 0 0 0 0 0 Nn Ging Sinh 3 1889 \spr\script\item\shengdan_jieri\200811\shengdanlazhu.spr 41 1 1 Bn trong c cha nhng vt phm trang tr cho cy thng ging sinh. 0 0 0 0 0 Chung Ging Sinh 3 1890 \spr\script\item\shengdan_jieri\200811\shengdanfengling.spr 41 1 1 Bn trong c cha nhng vt phm trang tr cho cy thng ging sinh. 0 0 0 0 0 V Ging Sinh 3 1891 \spr\script\item\shengdan_jieri\200811\shengdanwa.spr 41 1 1 Bn trong c cha nhng vt phm trang tr cho cy thng ging sinh. 0 0 0 0 0 Thip Ging Sinh 3 1892 \spr\script\item\shengdan_jieri\200811\shengdanka.spr 41 1 1 Bn trong c cha nhng vt phm trang tr cho cy thng ging sinh. 0 0 0 0 0 Ngi Sao Ging Sinh 3 1893 \spr\script\item\shengdan_jieri\200811\shengdanxing.spr 41 1 1 Bn trong c cha nhng vt phm trang tr cho cy thng ging sinh. 0 0 0 0 0 Bnh Kem Du 3 1894 \spr\script\item\shengdan_jieri\200811\caomeidangao.spr 41 1 1 "Bnh kem c mi Du, rt thm ngon v c s dng rt nhiu trong l Ging Sinh" 0 0 0 0 0 Bnh Kem Socola 3 1895 \spr\script\item\shengdan_jieri\200811\qiaokelidangao.spr 41 1 1 "Bnh kem socola l loi bnh c bit, thng dng lm qu tng." 0 0 0 0 0 Tiu Bng Tinh 3 1896 \spr\script\item\shengdan_jieri\200811\xiaobingjing.spr 41 1 1 Nng cao mc gii hn kinh nghim ln 2 t. 0 0 0 0 0 Nn Trng 3 1897 \spr\script\item\shengdan_jieri\200811\bailazhu.spr 41 1 1 Gip bn gia tng cng lc trong 1 gi 0 0 0 0 0 Nn Xanh 3 1898 \spr\script\item\shengdan_jieri\200811\lanlazhu.spr 41 1 1 Gip bn gia tng cng lc trong 8 gi 0 0 0 0 0 Hp qu ln cp nhn thng 3 1899 \spr\item\script\item_chrismasbox.spr 41 1 1 Nhn hp qu ln cp nhn thng t L Quan 0 0 0 0 0 <<δ>> 3 1900 \spr\item\script\other\anniversary20\huanjinxinyunguo.spr 41 1 1 "Qu May Mn kim quang lp lnh, c th em n L Quan i phn thng." 0 0 0 0 0 <<δ>> 3 1901 \spr\item\script\other\anniversary20\xueshanbingjin.spr 41 1 1 Thy Tinh Ngn Nm ca ni Cn Ln l nguyn liu ch to K Phc Thn Thy. 0 0 0 0 0 <<δ>> 3 1902 \spr\item\script\other\anniversary20\xinyunhuagao.spr 41 1 1 "C th mang li Hoa Cao may mn, sau khi s dng c th nhn c im kinh nghim nht nh v mt s phn thng ngu nhin." 0 0 0 0 0 <<δ>> 3 1903 \spr\item\script\other\anniversary20\qifushenshui.spr 41 1 1 "Thn Thy trong truyn thuyt, em n di gc cyNguyn c Giang Tn s dng khi cu nguyn." 0 0 0 0 0 <<δ>> 3 1904 \spr\item\script\other\anniversary20\xinyuntangqiu.spr 41 1 1 "Mt vin ng Cu c th em li may mn, au khi s dng s nhn c gp I gii hn kinh nghim trong hot ng Chc Mng Kingsoft Pht Trin Trn 20 Nm." 0 0 0 0 0 <<δ>> 3 1905 \spr\item\script\lipinquan_20.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1906 \spr\item\script\lipinhe_20.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1907 \spr\item\script\yaoshi_20.spr 41 1 1 "Cha Kha dng m Hp L Phm, ti L Quan s dng cng vi Hp L Phm." 0 0 0 0 0 <<δ>> 3 1908 \spr\item\obj_item_jixiang.spr 347 1 1 <<δ>> 0 0 0 0 0 Hoa Tuyt 3 1909 \spr\item\christmas2006\snowflake.spr 41 1 1 <<δ>> 0 0 0 0 0 C rt 3 1910 \spr\item\christmas2006\carrot.spr 41 1 1 <<δ>> 0 0 0 0 0 Cnh thng 3 1911 \spr\item\christmas2006\xmasbranch.spr 41 1 1 <<δ>> 0 0 0 0 0 Nn ging sinh 3 1912 \spr\item\christmas2006\xmascap.spr 41 1 1 <<δ>> 0 0 0 0 0 Khn chong xanh 3 1913 \spr\item\christmas2006\greenscarf.spr 41 1 1 <<δ>> 0 0 0 0 0 Khn chong 3 1914 \spr\item\christmas2006\redscarf.spr 41 1 1 <<δ>> 0 0 0 0 0 Cy thng 3 1915 \spr\item\christmas2006\xmastree.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1916 \spr\item\christmas2006\snowman_greenscarf.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1917 \spr\item\christmas2006\snowman_redscarf.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1918 \spr\item\christmas2006\snowman_normal.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1919 \spr\item\christmas2006\pumpkinpie.spr 458 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1920 \spr\item\christmas2006\xmascake.spr 459 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1921 \spr\item\christmas2006\turkey.spr 460 1 1 <<δ>> 0 0 0 0 0 Hp qu ging sinh 3 1922 \spr\item\obj_item_gifts.spr 345 1 1 <<δ>> 0 0 0 0 0 Hong Kim Nguyn Bo 3 1923 \spr\item\questkey\obj_item_cardg.spr 41 1 1 "Kim nguyn bo lp lnh nh vng, bm chut phi s dng c th nhn c s lng ln ngn lng." 0 0 0 0 0 <<δ>> 3 1924 \spr\item\xuehuashalou.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1925 \spr\item\script\jiaoshi_jieri\200810\fuyuanjinshi.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1926 \spr\item\script\jiaoshi_jieri\200810\fuyuanjinshi.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1927 \spr\item\obj_item_gifts.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1928 \spr\item\script\lipinquan_20.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 1929 \spr\item\script\lipinhe_20.spr 41 1 1 <<δ>> 0 0 0 0 0 Lam Bo Rng 3 1930 \spr\item\newyear0901\lanbaoxiang.spr 41 1 1 Bo rng cha b quyt ca s may mn v thnh vng 0 0 0 0 0 Hng Bo Rng 3 1931 \spr\item\newyear0901\hongbaoxiang.spr 41 1 1 Bo rng cha b quyt ca thnh cng v hnh phc 0 0 0 0 0 Mng Cu 3 1932 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3 2006 \spr\item\script\funv_jieri\200903\kouhong.spr 41 1 1 Mt loi dng c m L Thu Thy ang cn 0 0 0 0 0 Kp Tc 3 2007 \spr\item\script\funv_jieri\200903\fajia.spr 41 1 1 Mt loi dng c m L Thu Thy ang cn 0 0 0 0 0 Gng 3 2008 \spr\item\script\funv_jieri\200903\jingzi.spr 41 1 1 Mt loi dng c m L Thu Thy ang cn 0 0 0 0 0 Lc 3 2009 \spr\item\script\funv_jieri\200903\shuzi.spr 41 1 1 Mt loi dng c m L Thu Thy ang cn 0 0 0 0 0 Dy chuyn 3 2010 \spr\item\script\funv_jieri\200903\xianglian.spr 41 1 1 Mt loi trang sc m phi n thng dng trang im 0 0 0 0 0 Th Trc 3 2011 \spr\item\script\funv_jieri\200903\shouzuo.spr 41 1 1 Mt loi trang sc m phi n thng dng trang im 0 0 0 0 0 Hoa tai 3 2012 \spr\item\script\funv_jieri\200903\erhuan.spr 41 1 1 Mt loi trang sc m phi n thng dng trang im 0 0 0 0 0 Nhn 3 2013 \spr\item\script\funv_jieri\200903\jiezhi.spr 41 1 1 Mt loi trang sc m phi n thng dng trang im 0 0 0 0 0 Khn Qung C 3 2014 \spr\item\script\funv_jieri\200903\weijin.spr 41 1 1 Mt loi trang sc m phi n thng dng trang im 0 0 0 0 0 Nc Hoa 3 2015 \spr\item\script\funv_jieri\200903\xiangshui.spr 41 1 1 Mt loi trang sc m phi n thng dng trang im 0 0 0 0 0 Bc u Tin n 3 2016 \spr\item\metempsychosis\beidouxiandan.spr 41 1 1 Bc u Tin n 0 0 0 0 0 <<δ>> 3 2017 \spr\item\twzhuanyun\zhuanyunbao_big.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2018 \spr\item\twzhuanyun\zhuanyunbao_big.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2019 \spr\item\twzhuanyun\zhuanyunbao_big.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2020 \spr\item\twzhuanyun\zhuanyunbao_big.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2021 \spr\item\script\caiyao\htzzjn.spr 41 1 1 <<δ>> 0 0 0 0 0 Hoa Cc 3 2022 \spr\item\script\qingming_jieri\200903\juhua.spr 41 1 1 Nguyn liu ghp vt phm 0 0 0 0 0 Hoa Lan 3 2023 \spr\item\script\qingming_jieri\200903\lanhua.spr 41 1 1 Nguyn liu ghp vt phm 0 0 0 0 0 Bch Hp 3 2024 \spr\item\script\qingming_jieri\200903\baihe.spr 41 1 1 Nguyn liu ghp vt phm 0 0 0 0 0 <<δ>> 3 2025 \spr\item\script\qingming_jieri\200903\dujuan.spr 41 1 1 Nguyn liu ghp vt phm 0 0 0 0 0 <<δ>> 3 2026 \spr\item\script\qingming_jieri\200903\shaoyao.spr 41 1 1 Nguyn liu ghp vt phm 0 0 0 0 0 <<δ>> 3 2027 \spr\item\script\qingming_jieri\200903\yujinxiang.spr 41 1 1 Nguyn liu ghp vt phm 0 0 0 0 0 <<δ>> 3 2028 \spr\item\script\qingming_jieri\200903\yuqingganlu.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2029 \spr\item\script\qingming_jieri\200903\baihuafudai.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2030 \spr\item\script\qingming_jieri\200903\wanhuafudai.spr 41 1 1 <<δ>> 0 0 0 0 0 Hong Kim Bo Hp 3 2031 \spr\item\script\item_goldenbox.spr 367 2 2 "Bo rng Hong Kim, m ra s nhn c nhiu nim vui v may mn" 0 0 0 0 0 Bo rng Bch Kim 3 2032 \spr\item\script\item_silverbox.spr 367 2 2 "Bo rng Bch Kim, giang h n rng ai m c n s nhn c nhiu vt phm qu, him" 0 0 0 0 0 Bc u Thun M Thut 3 2033 \spr\item\script\chuanjiadaoshu_YN.spr 41 1 1 Nhn gian kho nhau rng: y l bo vt tng gip Tn Thy Hong thun ha c nga qu 0 0 0 0 0 Thin Tinh Thch 3 2034 \spr\item\questkey\taskobj105.spr 41 1 1 "Bo vt thn k, c kh nng thin bin vn ha mi vt" 0 0 0 0 0 Kim 3 2035 \spr\item\script\event\chongzhicuxiao\200903\jian.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2036 \spr\item\script\event\chongzhicuxiao\200903\xia.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2037 \spr\item\script\event\chongzhicuxiao\200904\qing_1.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2038 \spr\item\script\event\chongzhicuxiao\200905\yuan.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2039 \spr\item\script\event\chongzhicuxiao\200906\qing_2.spr 41 1 1 <<δ>> 0 0 0 0 0 Tun 3 2040 \spr\item\script\event\chongzhicuxiao\200907\zhou.spr 41 1 1 <<δ>> 0 0 0 0 0 nm 3 2041 \spr\item\script\event\chongzhicuxiao\200908\nian.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2042 \spr\item\script\event\chongzhicuxiao\200909\ji.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2043 \spr\item\script\event\chongzhicuxiao\200910\qing.spr 41 1 1 <<δ>> 0 0 0 0 0 Minh 3 2044 \spr\item\script\event\chongzhicuxiao\200911\ming.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2045 \spr\item\script\item_chrismasbox.spr 41 4 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2046 \spr\item\script\item_chrismasbox.spr 41 4 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2047 \spr\item\twzhuanyun\zhuanyunbao_big.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2048 \spr\item\twzhuanyun\zhuanyunbao_big.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2049 \spr\item\twzhuanyun\zhuanyunbao_big.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2050 \spr\item\twzhuanyun\zhuanyunbao_big.spr 41 1 1 <<δ>> 0 0 0 0 0 Tng Kim l bao 3 2051 \spr\item\event\jiefang_jieri\200904\zhanshenglibao.spr 41 1 1 Phn thng xng ng cho s hy sinh v nhit huyt chin u 0 0 0 0 0 Khiu chin L bao 3 2052 \spr\item\obj_item_jixiang.spr 347 1 1 Bn trong c cha mt loi vt phm qu 0 0 0 0 0 Nho ti 3 2053 \spr\item\event\jiefang_jieri\200904\xianputao.spr 41 1 1 1 loi tri cy rt tt cho sc khe 0 0 0 0 0 Thit Tm Bi 3 2054 \spr\item\event\jiefang_jieri\200904\tiexinbei.spr 41 1 1 Tu phng tri k thin bi thiu 0 0 0 0 0 Ti mng chin thng 3 2055 \spr\item\event\jiefang_jieri\200904\zhanshengbao.spr 41 1 1 Cha nhng vt liu mng ngy gii phng dn tc 0 0 0 0 0 Bao go 3 2056 \spr\item\event\jiefang_jieri\200904\damidai.spr 41 1 1 Rt gn gi v thn thit vi ngi dn 0 0 0 0 0 Nc tinh khit 3 2057 \spr\item\event\jiefang_jieri\200904\chunjieshui.spr 41 1 1 Mt phn tt yu ca cuc sng 0 0 0 0 0 Men ru 3 2058 \spr\item\event\jiefang_jieri\200904\jiuqu.spr 41 1 1 Cha nhiu vi sinh vt gip cho qu trnh ln men ru 0 0 0 0 0 Bu ru 3 2059 \spr\item\event\jiefang_jieri\200904\jiusuzi.spr 41 1 1 "Hng v dn d thn thuc,tn hng men say chin thng" 0 0 0 0 0 Ru nho 3 2060 \spr\item\event\jiefang_jieri\200904\putaojiu.spr 41 1 1 "Mu sc hp dn, bi b kh huyt" 0 0 0 0 0 Truy cng lnh 3 2061 \spr\item\questkey\taskobj132.spr 41 1 1 Tn vt nhm chng t bn c nhiu thnh tch trong vic tiu dit Thy Tc 0 0 0 0 0 Ti vt dng c nhn 3 2062 \spr\item\event\jiefang_jieri\200904\yongpindai.spr 41 1 1 Cha cc vt dng cn thit cho mi thnh vin tham gia Chinh phc nh Fansipan 0 0 0 0 0 Ti Y T 3 2063 \spr\item\event\jiefang_jieri\200904\yiyaobao.spr 347 1 1 Cha cc loi thuc thng dng v cc dng c Y t h tr cc thnh vin tham gia Chinh phc nh Fansipan 0 0 0 0 0 Ti thc n 3 2064 \spr\item\event\jiefang_jieri\200904\shipinbao.spr 41 1 1 Cha thc n cho mi thnh vin tham gia hnh trnh Chinh phc nh Fansipan 0 0 0 0 0 Bnh nc 3 2065 \spr\item\event\jiefang_jieri\200904\shuiping.spr 41 1 1 Hnh trnh Chinh phc nh Fansipan rt kh khn v cn rt nhiu nc ung 0 0 0 0 0 <<δ>> 3 2066 \spr\item\songjin\token.spr 41 1 1 Nguyn liu ghp vt phm 0 0 0 0 0 <<δ>> 3 2067 \spr\item\script\jiaoshi_jieri\200810\fuyuanjinshi.spr 41 1 1 10 Cu Chu Cng Hun Lnh + 1 Cu Thin Tinh Thch th c th em n ch Nha Dch i ly 1 ' Cu Chu Bo Rng' 0 0 0 0 0 <<δ>> 3 2068 \spr\item\script\item_goldenbox.spr 367 2 2 Sau khi s dng c th nhn c phn thng ngu nhin 0 0 0 0 0 Lin Tm n 3 2069 \spr\item\medecine\hulu.spr 370 1 1 "Phn thng ln t V lm web, hy tham gia nhn thm phn thng" 0 0 0 0 0 Ru go nguyn cht 3 2070 \spr\item\obj_item_jixiang.spr 41 1 1 "Hng v dn d thn thuc,tn hng men say chin thng" 1 0 0 0 0 Ru nho thng hng 3 2071 \spr\item\obj_item_jixiang.spr 41 1 1 "Mu sc hp dn,bi b kh huyt" 2 0 0 0 0 <<δ>> 3 2072 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2073 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2074 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2075 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2076 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2077 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2078 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2079 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2080 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2081 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2082 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2083 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2084 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2085 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2086 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2087 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2088 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2089 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2090 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2091 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2092 \spr\item\questkey\taskobj097.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2093 \spr\item\questkey\obj_item_hehuan.spr 348 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2094 \spr\item\questkey\bingcanwujisi.spr 371 1 1 V 'Ng Thi Linh T' cng lc giao np cho ng Ch Tim Tp Ha c th i ly 'Dng Thn Hng Try'. 0 0 0 0 0 <<δ>> 3 2095 \spr\item\questkey\taskobj396.spr 41 1 1 <<δ>> 0 0 0 0 0 Go np 3 2096 \spr\item\questkey\taskobj397.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2097 \spr\item\christmas2006\pumpkinpie.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2098 \spr\item\christmas2006\pumpkinpie.spr 41 1 1 <<δ>> 0 0 0 0 0 Bnh chng 3 2099 \spr\item\questkey\taskobj404.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2100 \spr\item\questkey\taskobj405.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2101 \spr\item\medecine\zq_icon_004.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2102 \spr\item\questkey\taskobj075.spr 41 1 1 <<δ>> 0 0 0 0 0 Quc chin lnh bi (TNG) 3 2103 \spr\item\questkey\taskobj132.spr 41 1 1 y l lnh bi tin vo phe tng ca quc chin tng kim 0 0 0 0 0 Quc chin lnh bi (KIM) 3 2104 \spr\item\questkey\taskobj126.spr 41 1 1 y l lnh bi tin vo phe kim ca quc chin tng kim 0 0 0 0 0 Thin T Ngc T 3 2105 \spr\item\tianziyuxi.spr 41 1 1 "Nhn mnh tri ban, trng tn vnh vin" 0 0 0 0 0 Long Phng V 3 2106 \spr\item\birthday_jieri\200905\longfengwei.spr 41 1 1 "ng bt i n u, nt ch nh rng bay phng ma n " 0 0 0 0 0 Thin T Bo Rng 3 2107 \spr\item\birthday_jieri\200905\tiancibaoxiang.spr 41 1 1 "Bo rng c tri ban, bn trong cha nhiu iu thn k" 0 0 0 0 0 Hng 3 2108 \spr\item\birthday_jieri\200905\xiong.spr 41 2 1 "Cho mng phin bn mi, Hng B Thin H" 0 0 0 0 0 B 3 2109 \spr\item\birthday_jieri\200905\ba.spr 41 1 1 "Cho mng phin bn mi, Hng B Thin H" 0 0 0 0 0 Thin 3 2110 \spr\item\birthday_jieri\200905\tian.spr 41 1 1 "Cho mng phin bn mi, Hng B Thin H" 0 0 0 0 0 H 3 2111 \spr\item\birthday_jieri\200905\xia.spr 41 1 1 "Cho mng phin bn mi, Hng B Thin H" 0 0 0 0 0 Hong K 3 2112 \spr\item\birthday_jieri\200905\huangqi.spr 41 1 1 "Cn c vng chc, c th to thm ch trn Hong K" 0 0 0 0 0 ng C 3 2113 \spr\item\birthday_jieri\200905\tonggu.spr 41 1 1 "Tinh xo vi nhiu hoa vn, c th to thm ch trn mt trng" 0 0 0 0 0 Tn Bn C 3 2114 \spr\item\birthday_jieri\200905\xinbangu.spr 41 1 1 "Trn mt trng c 4 ch Hng B Thin H. Khi ting trng ct ln, cc v anh hng si tro nhit huyt" 0 0 0 0 0 Tn Bn K 3 2115 \spr\item\birthday_jieri\200905\xinbanqi.spr 41 1 1 "C bay php phi, trn l c c 4 ch Hng B Thin H" 0 0 0 0 0 Hng Tm Kim 3 2116 \spr\item\birthday_jieri\200905\xiongxinjian.spr 41 1 2 Mt trong bn binh kh trong truyn thuyt (np l quan s c phn thng gi tr) 0 0 0 0 0 B Vng Thng 3 2117 \spr\item\birthday_jieri\200905\bawangqiang.spr 41 1 2 Mt trong bn binh kh trong truyn thuyt (np l quan s c phn thng gi tr) 0 0 0 0 0 Thin Tn ao 3 2118 \spr\item\birthday_jieri\200905\tiancandao.spr 41 1 2 Mt trong bn binh kh trong truyn thuyt (np l quan s c phn thng gi tr) 0 0 0 0 0 H Nht Cung 3 2119 \spr\item\birthday_jieri\200905\xiarigong.spr 41 1 2 Mt trong bn binh kh trong truyn thuyt (np l quan s c phn thng gi tr) 0 0 0 0 0 Thin Nin H Th 3 2120 \spr\item\questkey\taskobj097.spr 41 1 1 "Linh dc ngn nm, gip gia tng cng lc. Ch c nhn vt chuyn sinh mi c th s dng." 0 0 0 0 0 K Nghip Kim Bi 3 2121 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Tn vt ca V Lm Minh Ch. Ai kin tr v nhn ni s c nhng phn thng v cng qu gi 50000 0 0 0 0 Mng Long Kim Bi 3 2122 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Tn vt ca V Lm Minh Ch. Ai kin tr v nhn ni s c nhng phn thng v cng qu gi 50000 0 0 0 0 Minh o Kim Bi 3 2123 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Tn vt ca V Lm Minh Ch. Ai kin tr v nhn ni s c nhng phn thng v cng qu gi 50000 0 0 0 0 a Phch Kim Bi 3 2124 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Tn vt ca V Lm Minh Ch. Ai kin tr v nhn ni s c nhng phn thng v cng qu gi 50000 0 0 0 0 V Trn Kim Bi 3 2125 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Tn vt ca V Lm Minh Ch. Ai kin tr v nhn ni s c nhng phn thng v cng qu gi 50000 0 0 0 0 Bch Hi Kim Bi 3 2126 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Tn vt ca V Lm Minh Ch. Ai kin tr v nhn ni s c nhng phn thng v cng qu gi 50000 0 0 0 0 V o Kim Bi 3 2127 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Tn vt ca V Lm Minh Ch. Ai kin tr v nhn ni s c nhng phn thng v cng qu gi 50000 0 0 0 0 Ma Th Kim Bi 3 2128 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Tn vt ca V Lm Minh Ch. Ai kin tr v nhn ni s c nhng phn thng v cng qu gi 50000 0 0 0 0 Bo hp vn may 3 2129 \spr\item\script\lipinhe_20.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2130 \spr\item\script\qingtianwawa.spr 41 1 1 "Quyn T Thin Thng Th Tr Chu, QuI Hng m Khng Tin Diu Th, treo trn Cy o Tn Th Thn hoc Cy Mai Thnh Th ( c th nhn chut phi s dng nhn c kinh nghim)" 0 0 0 0 0 <<δ>> 3 2131 \spr\item\christmas2006\redscarf.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2132 \spr\item\medecine\tianshanyulu.spr 370 1 1 "Ni 1 gi, May mn tng 10 im. (ti s dng v hiu) " 5 0 0 0 0 Ch 'Qun' 3 2133 \spr\item\word\jun.spr 41 1 1 Chc mng phin bn miQun Lm Thin H 0 0 0 0 0 Ch 'Lm' 3 2134 \spr\item\word\lin.spr 41 1 1 Chc mng phin bn miQun Lm Thin H 0 0 0 0 0 Ch 'Thin' 3 2135 \spr\item\word\tian.spr 41 1 1 Chc mng phin bn miQun Lm Thin H 0 0 0 0 0 Ch 'H' 3 2136 \spr\item\word\xia.spr 41 1 1 Chc mng phin bn miQun Lm Thin H 0 0 0 0 0 Kim Hip Cc 3 2137 \spr\item\birthday_jieri\200905\xinbangu.spr 41 1 1 Chc mng phin bn miQun Lm Thin H 0 0 0 0 0 Long Phng Bo Rng 3 2138 \spr\item\script\item_baibaoxiang.spr 41 1 1 "Chc mng phin bn miQun Lm Thin H, m ra s nhn c Bo Vt Thn B" 0 0 0 0 0 Kim Hip Lnh Bi 3 2139 \spr\item\questkey\taskobj119.spr 41 1 1 "Sau khi s dng c th nhn c 180 im tch ly ca hot ng Chc Mng Phin Bn Mi, xin hy s dng trc 24:00/3/8/2011." 0 0 0 0 0 Kha Tnh 3 2140 \spr\item\questkey\taskobj092-4.spr 41 1 1 "Hot ng'Kim Hip tnh Duyn' sinh ra dng m Long Phng Bo Rng, cp 150 tr ln hoc trng sinh mi ngy ch c s dng nhiu nht 3 ci" 0 0 0 0 0 Kha Duyn 3 2141 \spr\item\questkey\taskobj092-2.spr 41 1 1 Nhn chut phi s dng c th m Long Phng Bo Rng. Xin hy s dng trc 24:00/3/8/2011. 0 0 0 0 0 Tnh Ngha Ch Hun 3 2142 \spr\item\equip\ring\obj-ring01.spr 37 1 1 "Mt chic nhn c phc v hoa, gn kt bao nhiu tnh ngha kh qun ca nong anh hng hip ngha. Sau khi s dng s tng cho nhng ngi t i xung quanh non c Kha Tnh, ng thi bn thn cng nhn c phn thng." 0 0 0 0 0 Chic m tai bo 3 2143 \spr\item\script\cap\taiyanmao.spr 41 1 1 Gi nh n qu kh ho hng ca dn tc ta trong thi k khng chin 0 0 0 0 0 Chic m ha bnh 3 2144 \spr\item\script\cap\hepinmao.spr 41 1 1 "Khi t nc c ha bnh, ngi dn s chung tay xy dng li qu hng" 0 0 0 0 0 Chic m t do 3 2145 \spr\item\script\cap\ziyoumao.spr 41 1 1 "Tt c mi ngi sinh ra u c quyn bnh ng, t do v mu cu hnh phc" 0 0 0 0 0 Chic m hnh phc 3 2146 \spr\item\script\cap\xinfumao.spr 41 1 1 Giang h tng truyn rng ai i chc m ny ln s lun lun c hnh phc 0 0 0 0 0 Hng bao S nhp 3 2147 \spr\item\questkey\obj_item_burseb.spr 41 1 1 Ung nc nh ngun 0 0 0 0 0 Hng bao May mn 3 2148 \spr\item\questkey\obj_item_burseb.spr 41 1 1 Ung nc nh ngun 0 0 0 0 0 Hng bao Ph qu 3 2149 \spr\item\questkey\obj_item_burseb.spr 41 1 1 Ung nc nh ngun 0 0 0 0 0 Hng bao Sum vy 3 2150 \spr\item\questkey\obj_item_burseb.spr 41 1 1 Ung nc nh ngun 0 0 0 0 0 Hng bao An khang 3 2151 \spr\item\questkey\obj_item_burseb.spr 41 1 1 Ung nc nh ngun 0 0 0 0 0 Bch Hoa L 3 2152 \spr\item\script\caihualu\200908\baihualu.spr 41 1 1 "Hi bch hoa l, long lanh nh ht sng ban mai. Khi mt tri chiu xung th s ngay lp tc s bin mt. Trong vng 10 giy phi b vo cc lu ly c ch." 0 0 0 0 0 Bt m trn mt ong 3 2153 \spr\item\script\mianfen.spr 41 1 1 Nguyn liu dng ch to bnh. 0 0 0 0 0 Xo qu 3 2154 \spr\item\magicscript\qingming07\qingmingguo.spr 41 1 1 ############??#####??##?####?#?##??###?#####??##?#10##?##09######?### 0 0 0 0 0 ### 3 2155 \spr\item\script\other\anniversary20\qifushenshui.spr 41 1 1 #########???#??###### 0 0 0 0 0 ####### 3 2156 \spr\item\mid_autumn\zhongqiuwupin.spr 41 1 1 ####?#7#########09######?### 0 0 0 0 0 ###### 3 2157 \spr\item\questkey\taskobj021.spr 41 1 1 #?#######?##?###########09######?### 0 0 0 0 0 Thng nh 3 2158 \spr\item\script\caihualu\200908\canger.spr 41 1 1 #?##?##########?###?###?######?#### 0 0 0 0 0 Thn Nng Chn n 3 2159 \spr\item\change_destiny\zhendan.spr 41 1 1 Nhng ai sing nng v cn c s gt hi c thnh cng 0 0 0 0 0 Nghch thin ci mnh quyt 3 2160 \spr\item\change_destiny\gaimingjue.spr 41 1 1 "Phng php tp luyn i ngc li quy lut ca thin a, xo ot to ha." 0 0 0 0 0 Hi long chu 3 2161 \spr\item\medecine\obj-potion30.spr 41 1 1 "Theo li hiu triu ca bin c, cc v anh hng hy nhanh chng ging bum ra khi" 0 0 0 0 0 Thin Nin Linh Dc 3 2162 \spr\item\medecine\obj-potion15.spr 41 1 1 Bo ch t hng trm loi tho dc qu him. Bn trong cha 20.000.000 im kinh nghim 0 0 0 0 0 Long Huyt Hon 3 2163 \spr\item\questkey\taskobj018.spr 41 1 1 "C tc dng thng kinh mch, y li c t, gip luyn cng hiu qu hn" 0 0 0 0 0 <<δ>> 3 2164 \spr\item\script\item_huangjintupu.spr 38 1 1 <<δ>> 0 0 0 0 0 #### 3 2165 \spr\item\questkey\obj_item_lection.spr 341 1 1 <<δ>> 0 0 0 0 0 #?## 3 2166 \spr\item\questkey\obj_item_lection02.spr 374 1 1 <<δ>> 0 0 0 0 0 ###? 3 2167 \spr\item\medecine\penglaixiancao.spr 370 1 1 <<δ>> 0 0 0 0 0 ###? 3 2168 \spr\item\newyear0901\xinnianyanhua.spr 41 1 1 ##??########?#########?#####?## 0 0 0 0 0 m tr Long Tnh 3 2169 \spr\item\script\zhongqiu_jieri\200909\longtangjinghu.spr 41 1 1 Cn g bng khi va thng thc hng v tr v bnh trung thu cng mt lc 0 0 0 0 0 Qun trang Tng Kim 3 2170 \spr\item\script\zhongqiu_jieri\200909\songjinjunzhuang .spr 41 1 1 Vt bt ly thn ca nhng ngi lnh xng pha ni chin trng 0 0 0 0 0 Ng Hnh K Thch 3 2171 \spr\item\vnxmas2007\wuse_bingjin.spr 41 1 1 "Mt loi gm nm yu t, mu sc lp lnh, ai trng thy cng u thch th" 0 0 0 0 0 Nht K Cn Khn Ph 3 2172 \spr\item\script\zhongqiu_jieri\gongxuanlingpai.spr 41 1 1 Nhn s v lm no c c bu vt ny s nh h thm cnh 0 0 0 0 0 Bc u Luyn Kim Thut (Quyn 1) 3 2173 \spr\item\script\item_huangjintupu.spr 41 1 1 Nguyn liu cn thng cp trang b Bch Kim t cp 6 ln cp 7. 0 0 0 0 0 Lng n Kim Ngu 3 2174 \spr\item\script\zhongqiu_jieri\200909\jnniudenglong.spr 41 1 1 "Hnh tng con tru gn lin vi nhn dn ta, s sng lung linh trong m" 0 0 0 0 0 Hon M Kim Bi 3 2175 \spr\item\questkey\obj_item_lection02.spr 41 1 1 Tn vt ca V Lm Minh Ch. Ai kin tr v nhn ni s c nhng phn thng v cng qu gi 50000 0 0 0 0 Cc phm chi nguyn 3 2176 \spr\item\script\zhongqiu_jieri\200909\jipinzhiyuan.spr 41 1 1 Bn trong cha nhiu loi nguyn liu cn thit lm bnh trung thu ngon 0 0 0 0 0 Tht truyn b php 3 2177 \spr\item\questkey\taskobj075.spr 41 1 1 Phng php lm bnh trung thu cc phm tht truyn nhiu nm 0 0 0 0 0 Nht nguyt song hnh 3 2178 \spr\item\script\zhongqiu_jieri\200909\riyueshuangxing.spr 41 1 1 Nm mt ming bnh s cm nhn hng v ngt ngo thm vo u li 0 0 0 0 0 Song ngu t nguyt 3 2179 \spr\item\script\zhongqiu_jieri\200909\shuangniuqiyue.spr 41 1 1 Hy th mt ming bnh c thm nhiu vn may trong nm 0 0 0 0 0 Lc din k hp 3 2180 \spr\item\script\zhongqiu_jieri\200909\liumianqihe.spr 41 1 1 "1 ci hp c 6 mt, n cha iu k diu bn trong" 0 0 0 0 0 Tam Sc Chi Bo 3 2181 \spr\item\script\zhongqiu_jieri\200909\sansezhibao.spr 41 1 1 "Tng hp nhiu loi nguyn liu c bit, c ba mu hp dn" 0 0 0 0 0 Thin L Nhn 3 2182 \spr\item\script\item_goldenbox.spr 41 1 1 Tm nhn tri rng khp ni ni 0 0 0 0 0 Rng nguyn liu hn hp 3 2183 \spr\item\magic\icon_item_baozhu.spr 41 1 1 "Bn trong c cha thanh tre, dy ci, nn, giy king thng thng" 0 0 0 0 0 Giy king ng sc 3 2184 \spr\item\questkey\obj_item_lection.spr 41 1 1 "Nm mu sc s, dng ch to lng n. Lng n s sng rc r trong m " 0 0 0 0 0 Thng Thy Tiu Ng 3 2185 \spr\item\medecine\obj-potion13.spr 41 1 1 "Lng n hnh c chp mu , lung linh trong m" 0 0 0 0 0 Ng Sc Du Long 3 2186 \spr\item\questkey\flower.spr 41 1 1 "Lng n hnh rng c nm mu, rc r trong m" 0 0 0 0 0 Nhnh cy tiu 3 2187 \spr\item\script\xiaoshuzhi.spr 41 1 1 S mang li hnh phc v bnh an cho gia nh khi s dng trang tr cy Ging Sinh 0 0 0 0 0 Nhnh cy trung 3 2188 \spr\item\script\zhongshuzhi.spr 41 1 1 S mang li hnh phc v bnh an cho gia nh khi s dng trang tr cy Ging Sinh 0 0 0 0 0 Nhnh cy i 3 2189 \spr\item\script\dashuzhi.spr 41 1 1 S mang li hnh phc v bnh an cho gia nh khi s dng trang tr cy Ging Sinh 0 0 0 0 0 #### 3 2190 \spr\item\questkey\flower.spr 41 1 1 #######?########??###### 0 0 0 0 0 ?# 3 2191 \spr\item\questkey\flower.spr 41 1 1 ####???## 0 0 0 0 0 #####? 3 2192 \spr\item\questkey\flower.spr 41 1 1 ###########? 0 0 0 0 0 ####### 3 2193 \spr\item\questkey\flower.spr 41 1 1 ############?#######?###### 0 0 0 0 0 Mnh chin cng lnh 1 3 2194 \spr\item\script\zhongqiu_jieri\200909\diyizhangonglingsuipian.spr 41 1 1 Mnh chin cng lnh tht lc tri 0 0 0 0 0 Mnh chin cng lnh 2 3 2195 \spr\item\script\zhongqiu_jieri\200909\dierzhangonglingsuipian.spr 41 1 1 Mnh chin cng lnh tht lc phi 0 0 0 0 0 Bnh trung thu n Tnh 3 2196 \spr\item\script\zhongqiu_jieri\200909\enqingzhongqiuyuebing.spr 41 1 1 "Mn qu ca nhn dn dnh tng cho cc chin s, nhng ngi khng qun nhim v ca h i vi t nc" 0 0 0 0 0 Giy Ng Sc 3 2197 \spr\item\script\zhongqiu_jieri\200909\wusezhizhang.spr 41 1 1 "Mt t giy c nhiu mu sc, c th dng lm L Hp long trng." 0 0 0 0 0 Th Du 3 2198 \spr\item\questkey\taskobj097.spr 41 1 1 "Hi Th Du i ln u, s tr i t yu v mang li hnh phc." 0 0 0 0 0 Cc Hoa Tu 3 2199 \spr\item\script\xuenianglingzhijiu.spr 41 1 1 "'Tu Nng Kh Bch Bnh, Cc Nng Ch i Linh', thng ung Cc Hoa Tu, s trng th." 0 0 0 0 0 Trng Dng L Hp 3 2200 \spr\item\script\item_chrismasbox.spr 41 1 1 "L Hp Tinh M, em tng cho ngi gi by t lng cung knh." 0 0 0 0 0 Ti Hng Tr T 3 2201 \spr\item\script\qingming_jieri\200903\wanhuafudai.spr 41 1 1 "S dng Th Du lm Ti Hng Nh, c th dng tr t ma." 0 0 0 0 0 Trng Dng Cao 3 2202 \spr\item\script\qingming_jieri\200903\wanhuafudai.spr 41 1 1 "S dng Th Du lm Ti Hng Nh, c th dng tr t ma." 0 0 0 0 0 Vn Bo Rng 3 2203 \spr\item\script\wanbaoxiang.spr 41 1 1 n cha bn trong l v vn bu vt m nhn s v lm hng ao c 0 0 0 0 0 Vn Bo Rng 3 2204 \spr\item\script\wanbaoxiang.spr 41 1 1 n cha bn trong l v vn bu vt m nhn s v lm hng ao c 0 0 0 0 0 Bnh ht sen 3 2205 \spr\item\vietnam\midautumn06\mooncake_5.spr 41 1 1 Sau khi s dng s thu c 30.000.000 im kinh nghim 0 0 0 0 0 Bc u luyn kim thut (Quyn 2) 3 2206 \spr\item\script\item_huangjintupu.spr 41 1 1 L mt loi nguyn liu cn thit nng cp trang b bch kim 49996 0 0 0 0 Bc u luyn kim thut (Quyn 3) 3 2207 \spr\item\script\item_huangjintupu.spr 41 1 1 L mt loi nguyn liu cn thit nng cp trang b bch kim 49996 0 0 0 0 Bc u luyn kim thut (Quyn 4) 3 2208 \spr\item\script\item_huangjintupu.spr 41 1 1 L mt loi nguyn liu cn thit nng cp trang b bch kim 49996 0 0 0 0 Thit Huyt n 3 2209 \spr\item\script\tiexuedan.spr 41 1 1 Vt phm dng sa trang b bch kim +6 49996 0 0 0 0 Bng en 3 2210 \spr\item\vietnam\midautumn06\mooncake_5.spr 41 1 1 Cha nhng kin thc qu bu v cn thit trong cuc sng 0 0 0 0 0 Bng lau bng 3 2211 \spr\item\vietnam\midautumn06\mooncake_5.spr 41 1 1 Dng c hc tp v ging dy thng dng 0 0 0 0 0 Vin phn 3 2212 \spr\item\vietnam\midautumn06\mooncake_5.spr 41 1 1 "Khi thy vit bng, bi phn ri ri" 0 0 0 0 0 Vin phn khng bi 3 2213 \spr\item\vietnam\midautumn06\mooncake_5.spr 41 1 1 "Thy, c s c sc khe tt hn khi s dng vt phm ny" 0 0 0 0 0 Bi hc 3 2214 \spr\item\vietnam\midautumn06\mooncake_5.spr 41 1 1 "Bi hc ca thy, c truyn t cho hc tr" 0 0 0 0 0 Bi hc hay 3 2215 \spr\item\vietnam\midautumn06\mooncake_5.spr 41 1 1 "Tch t nhng kin thc ca thy, c" 0 0 0 0 0 Bi hc tuyt vi 3 2216 \spr\item\vietnam\midautumn06\mooncake_5.spr 41 1 1 "Tch t nhng kin thc, kinh nghim sng tuyt vi ca thy, c" 0 0 0 0 0 K sch 3 2217 \spr\item\script\shujia.spr 41 1 1 Kho tng kin thc v gi 0 0 0 0 0 Sch a l 3 2218 \spr\item\script\dilishu.spr 41 1 1 Bin hc mnh mng 0 0 0 0 0 Quyn tp 3 2219 \spr\item\script\keben.spr 41 1 1 Cng c ghi chp li kinh nghim sng 0 0 0 0 0 Cy bt 3 2220 \spr\item\script\maobi.spr 41 1 1 Cng c ghi chp li kinh nghim sng 0 0 0 0 0 L mc 3 2221 \spr\item\script\moshui.spr 41 1 1 Cng c ghi chp li kinh nghim sng 0 0 0 0 0 L mc xanh 3 2222 \spr\item\script\lansemoshui.spr 41 1 1 Cng c ghi chp li kinh nghim sng 0 0 0 0 0 Sch o c 3 2223 \spr\item\script\daodeshu.spr 41 1 1 Tin hc l hu hc vn 0 0 0 0 0 Sch lch s 3 2224 \spr\item\script\lishishu.spr 41 1 1 Cha nhng kin thc qu bu v cn thit trong cuc sng 0 0 0 0 0 Sch vn hc 3 2225 \spr\item\script\wenxueshu.spr 41 1 1 Cha nhng kin thc qu bu v cn thit trong cuc sng 0 0 0 0 0 Sch ton hc 3 2226 \spr\item\script\shuxueshu.spr 41 1 1 Cha nhng kin thc qu bu v cn thit trong cuc sng 0 0 0 0 0 sch sinh hc 3 2227 \spr\item\script\shengwushu.spr 41 1 1 Cha nhng kin thc qu bu v cn thit trong cuc sng 0 0 0 0 0 T in ting Vit 3 2228 \spr\item\script\yuenanchidian.spr 41 1 1 Rt b ch trong vic cng c vn t vng ting Vit 0 0 0 0 0 Thin tinh bch cu hon 3 2229 \spr\item\script\tianxingbaijuwan.spr 41 1 1 "S dng thu c 8 ting y thc, cp 130 thu c kinh nghim gp 5 ln bch cu hon thng, nhn vt chuyn sinh v cp 50 tr ln mi c th s dng" 0 0 0 0 0 Tn Vt Trng Ca Sn Trang 3 2230 \spr\item\script\zhuanzhiling.spr 352 1 1 Da theo tn vt ny c th khin cho Mn Nhn ca Trng Ca Mn em ngi i Trng Ca Sn Trang tu luyn 2 ting ng h. Cng c th tng gp i im kinh nghim Trng Ca Sn Trang ca ngi 0 0 0 0 0 Trng Ca Sn Trang Lnh Tin 3 2231 \spr\item\questkey\taskobj132.spr 385 1 1 S dng Lnh Tin ny c th xem c thi gian tu luyn Trng Ca Sn Trang ca mno v i ng tu luyn ca mno 0 0 0 0 0 Bao qu ging sinh 3 2232 \spr\item\vietnam\christmas2009\shengdanlibao.spr 377 1 1 o c ng Gi Noel s dng i tng qu cho tr em 0 0 0 0 0 Nn ging sinh 3 2233 \spr\item\vietnam\christmas2009\shengdanmao.spr 41 1 1 o c ng Gi Noel s dng i tng qu cho tr em 0 0 0 0 0 o ging sinh 3 2234 \spr\item\vietnam\christmas2009\shengdanyi.spr 338 1 1 o c ng Gi Noel s dng i tng qu cho tr em 0 0 0 0 0 Bnh ho hng 3 2235 \spr\item\vietnam\christmas2009\jipinbing.spr 458 1 1 "Loi bnh c hnh cy ci, tng trng cho tp tc nhm ci trong ng khi nh nhn ngy Noel" 0 0 0 0 0 Bnh thng hng 3 2236 \spr\item\vietnam\christmas2009\shangpinbing.spr 458 1 1 "Loi bnh c hnh cy ci, tng trng cho tp tc nhm ci trong ng khi nh nhn ngy Noel" 0 0 0 0 0 Bnh c bit 3 2237 \spr\item\vietnam\christmas2009\tebiebing.spr 458 1 1 "Loi bnh c hnh cy ci, tng trng cho tp tc nhm ci trong ng khi nh nhn ngy Noel" 0 0 0 0 0 Kim Bo Rng 3 2238 \spr\item\vietnam\christmas2009\wujinbaoxiang.spr 41 1 1 Cha ngu nhin cc vt phm trang tr Cy ging sinh 0 0 0 0 0 Tng Mc Bo Rng 3 2239 \spr\item\vietnam\christmas2009\songmubaoxiang.spr 41 1 1 Cha ngu nhin cc vt phm trang tr Cy ging sinh 0 0 0 0 0 Qu to 3 2240 \spr\item\vietnam\christmas2009\hongpingguo.spr 41 1 1 Vt phm thng c dng trang tr Cy ging sinh 0 0 0 0 0 Ko chic gy 3 2241 \spr\item\vietnam\christmas2009\shengdantangguo.spr 41 1 1 Vt phm thng c dng trang tr Cy ging sinh 0 0 0 0 0 Ngi sao c vng 3 2242 \spr\item\vietnam\christmas2009\xinyuanxingxing.spr 41 1 1 Vt phm thng c dng trang tr Cy ging sinh 0 0 0 0 0 Hp qu m p 3 2243 \spr\item\vietnam\christmas2009\wennuanlihe.spr 41 1 1 Qu ging sinh c bit ng Gi Noel dnh tng cho mi ngi 0 0 0 0 0 Hp qu an lnh 3 2244 \spr\item\vietnam\christmas2009\pinganlihe.spr 41 1 1 Qu ging sinh c bit ng Gi Noel dnh tng cho mi ngi 0 0 0 0 0 Hp qu hnh phc 3 2245 \spr\item\vietnam\christmas2009\xingfulihe.spr 41 1 1 Mn qu c bit c dng tng nhau nhn dp ging sinh 0 0 0 0 0 Hp qu ging sinh 3 2246 \spr\item\vietnam\christmas2009\shengdanlihe.spr 41 1 1 C th cha tht nhiu qu ging sinh 0 0 0 0 0 Hoa Tuyt 3 2247 \spr\item\vietnam\christmas2009\xuehua.spr 377 1 1 "Nhn tuyt ri lt pht, cao th c th lnh ng v cng" 0 0 0 0 0 Cc phm kim bi 3 2248 \spr\item\questkey\taskobj021.spr 41 1 1 Tn vt ca V Lm Minh Ch. Ai kin tr v nhn ni s c nhng phn thng v cng qu gi 0 0 0 0 0 Tng mo kim bi 3 2249 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Tn vt ca V Lm Minh Ch. Ai kin tr v nhn ni s c nhng phn thng v cng qu gi 50000 0 0 0 0 U lung kim bi 3 2250 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Tn vt ca V Lm Minh Ch. Ai kin tr v nhn ni s c nhng phn thng v cng qu gi 50000 0 0 0 0 Ma st kim bi 3 2251 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Tn vt ca V Lm Minh Ch. Ai kin tr v nhn ni s c nhng phn thng v cng qu gi 50000 0 0 0 0 ch khi kim bi 3 2252 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Tn vt ca V Lm Minh Ch. Ai kin tr v nhn ni s c nhng phn thng v cng qu gi 50000 0 0 0 0 Ht Ging sinh 3 2253 \spr\item\vietnam\christmas2009\shengdanzhongzi.spr 41 1 1 Hy c gng trang tr Cy ging sinh thm p s nhn c phn thng hp dnBm chut phi s c th trng cy ging sinh 0 0 0 0 0 Vn trt tuyt 3 2254 \spr\item\script\huaxueban.spr 41 1 1 Gip cho vic di chuyn trn a hnh y tuyt c d dng hn 0 0 0 0 0 <<δ>> 3 2255 \spr\item\script\spring2007\xinnian_lihua.spr 41 1 1 <<δ>> 0 0 0 0 0 <<δ>> 3 2256 \spr\item\script\jiaoshi_jieri\200810\fuyuanjinshi.spr 41 1 1 <<δ>> 0 0 0 0 0 Kim Hip Thnh Tu Lnh 3 2257 \spr\item\zhongqiu\wulinlingpai.spr 41 1 2 "Phn thng Kim Hip Thnh T Lnh, nhn chut phi s dng." 0 0 0 0 0 Huyt Chin Lnh K 3 2258 \spr\item\zhongqiu\wulinlingpai.spr 41 1 2 "Th hin tinh thn chin u mnh m, khng mi mt ca ngi luyn v" 49996 0 0 0 0 Khai Quang Chn Kinh 3 2259 \spr\item\leaguematch\kaiguangzhenjin.spr 41 1 1 Ngi luyn v lun mong mun tin vo nhng cnh gii cao hn v mu cu trng sinh bt lo 0 0 0 0 0 Tch Cc Chn Kinh 3 2260 \spr\item\leaguematch\piguzhenjin.spr 41 1 1 Ngi luyn v lun mong mun tin vo nhng cnh gii cao hn v mu cu trng sinh bt lo 0 0 0 0 0 Dung Hp Chn Kinh 3 2261 \spr\item\leaguematch\ronghezhenjin.spr 41 1 1 Ngi luyn v lun mong mun tin vo nhng cnh gii cao hn v mu cu trng sinh bt lo 0 0 0 0 0 Tm ng Chn Kinh 3 2262 \spr\item\leaguematch\xindongzhenjin.spr 41 1 1 Ngi luyn v lun mong mun tin vo nhng cnh gii cao hn v mu cu trng sinh bt lo 0 0 0 0 0 Kim n Chn Kinh 3 2263 \spr\item\leaguematch\jindanzhenjin.spr 41 1 1 Ngi luyn v lun mong mun tin vo nhng cnh gii cao hn v mu cu trng sinh bt lo 0 0 0 0 0 Hng nh Bo Rng 3 2264 \spr\item\leaguematch\hongyinbaoxiang.spr 41 1 1 Ngi luyn v lun mong mun tin vo nhng cnh gii cao hn v mu cu trng sinh bt lo 0 0 0 0 0 Cn Khn Song Tuyt Bi 3 2265 \spr\item\leaguematch\qiankunshuangjuepei.spr 41 1 1 c C V ch 0 0 0 0 0 Kim n Bo Rng 3 2266 \spr\item\questkey\taskobj132.spr 458 1 1 Bn trong cha 1 Kim n Chn Kinh v 1 b Hng nh Hon M 120% 0 0 0 0 0 Bao l x 3 2267 \spr\item\script\spring2010\hongbao.spr 41 1 1 Vn s nh 0 0 0 0 0 Thip chc xun 3 2268 \spr\item\script\spring2010\chunjieheka.spr 41 1 1 An Khang Thnh Vng 0 0 0 0 0 Ti Lc Hng Bao 3 2269 \spr\item\script\spring2010\cailuhongbao.spr 41 1 1 "Nm mi Pht Ti, Pht Lc" 0 0 0 0 0 Ba bt qui 3 2270 \spr\item\script\spring2010\baguafu.spr 41 1 1 Dng treo ln cy nu vi mc ch xua ui ma qu 0 0 0 0 0 Ti ct tng 3 2271 \spr\item\script\spring2010\jixiangbao.spr 41 1 1 Cung chc tn xun 0 0 0 0 0 Ti Ti Lc 3 2272 \spr\item\script\spring2010\cailubao.spr 41 1 1 Cung chc tn xun 0 0 0 0 0 Ti ng 3 2273 \spr\item\script\spring2010\tangbao.spr 41 1 1 Cung chc tn xun 0 0 0 0 0 Gng 3 2274 \spr\item\script\spring2010\jiang.spr 41 1 1 Cung chc tn xun 0 0 0 0 0 B 3 2275 \spr\item\script\spring2010\donggua.spr 41 1 1 Cung chc tn xun 0 0 0 0 0 Da 3 2276 \spr\item\script\spring2010\yezi.spr 41 1 1 Cung chc tn xun 0 0 0 0 0 Mt gng 3 2277 \spr\item\script\spring2010\jiangguojiang.spr 41 1 1 Chc mng nm mi 0 0 0 0 0 Mt b 3 2278 \spr\item\script\spring2010\dongguajiang.spr 41 1 1 Chc mng nm mi 0 0 0 0 0 Mt da 3 2279 \spr\item\script\spring2010\yezijiang.spr 41 1 1 Chc mng nm mi 0 0 0 0 0 Cy nu 3 2280 \spr\item\script\spring2010\fanqi.spr 41 1 1 Cp cng cao th hiu qu xua ui ma qu cng r rt 0 0 0 0 0 Nn Ct Tng 3 2281 \spr\item\script\zhongqiu_jieri\yunyoulazhu.spr 41 1 1 iu k diu s n vi bn trong sut 1 gi 0 0 0 0 0 Nn Nh 3 2282 \spr\item\script\zhongqiu_jieri\xianwulazhu.spr 41 1 1 iu k diu s n vi ton t i trong sut 1 gi 0 0 0 0 0 Hm Thin Kim Bi 3 2283 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Tn vt ca V Lm Minh Ch. Ai kin tr v nhn ni s c nhng phn thng v cng qu gi 50000 0 0 0 0 Thin Quang Kim Bi 3 2284 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Tn vt ca V Lm Minh Ch. Ai kin tr v nhn ni s c nhng phn thng v cng qu gi 50000 0 0 0 0 Tn Bch Hi Kim Bi 3 2285 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Tn vt ca V Lm Minh Ch. Ai kin tr v nhn ni s c nhng phn thng v cng qu gi 50000 0 0 0 0 V Ma Kim Bi 3 2286 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Tn vt ca V Lm Minh Ch. Ai kin tr v nhn ni s c nhng phn thng v cng qu gi 50000 0 0 0 0 Lng Nhc Kim Bi 3 2287 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Tn vt ca V Lm Minh Ch. Ai kin tr v nhn ni s c nhng phn thng v cng qu gi 50000 0 0 0 0 Sng Tinh Kim Bi 3 2288 \spr\item\questkey\obj_item_lection02.spr 374 1 1 Tn vt ca V Lm Minh Ch. Ai kin tr v nhn ni s c nhng phn thng v cng qu gi 50000 0 0 0 0 Linh Thch 3 2289 \spr\item\script\lingshi.spr 41 1 1 Un Hm Thin a Linh Kh. Nguyn liu nng cp bch kim 0 0 0 0 0 Than Ng Sc 3 2290 \spr\item\script\wusetang.spr 41 1 1 "Dn pht Tam Mui Chn Ha, c th t chy vn vt. Dng c to." 0 0 0 0 0 Ngc Nh Y 3 2291 \spr\item\script\yuruyi.spr 41 1 1 C th n Th Rn i ly trang b Hong Kim. 0 0 0 0 0 Hp l phm hong kim 3 2292 \spr\item\script\item_chrismasbox.spr 41 1 1 M ra c ngu nhin mt trang b hong kim 0 0 0 0 0 V Lm Hng Bao 3 2293 \spr\item\script\lingshi.spr 41 1 1 "Nhn chut phi s dng, c th ngu nhin non c cc loi nguyn liu vt phm." 0 0 0 0 0 Ng T Kim Bi 3 2294 \spr\item\script\lingshi.spr 41 1 1 "Kim Bi K Nim Thin H Nht Bang, sau khi s dng c th non c hiu qu non i kinh nghim no qui trong vng 30 pht, mi ngy ch c s dng mt ln,." 0 0 0 0 0 Ti Lc Hng Bao 3 2295 \spr\item\hongbao\cailuhongbao.spr 41 1 1 Bn trong cha 2 Canh Dn Hng Bao 0 0 0 0 0 Canh Dn Hng Bao 3 2296 \spr\item\hongbao\gengyinhongbao.spr 41 1 1 "Nm mi Pht Ti, Pht Lc" 0 0 0 0 0 Nhnh mai 3 2297 \spr\item\script\spring2010\meishuzhi.spr 41 1 1 Mai vng rc r khoe sc trong nng xun 0 0 0 0 0 Mn im tm 3 2298 \spr\item\christmas2006\xmascake.spr 459 1 1 "Mn im tm, c th dng lm l vt tng cho Thn Ti." 0 0 0 0 0 Ti Bt Bo 3 2299 \spr\item\script\qingming_jieri\200903\wanhuafudai.spr 41 1 1 Dng ng cc mn im tm ngon. C th ng c 6 mn im tm sau dng tng Thn Ti. 0 0 0 0 0 Thn Ti Bo Rng 3 2300 \spr\item\oldbox\oldbox.spr 41 1 1 Bo rng qu him m Thn Ti tng cho mi ngi 0 0 0 0 0 Bch Ct Lnh 3 2301 \spr\item\questkey\006.spr 41 1 1 "Gip gia tng cng lc, tng thm 60 pht luyn cng cc bn luyn cng c bit" 0 0 0 0 0 Thin Long Lnh 3 2302 \spr\item\questkey\taskobj126.spr 41 1 1 "Gip gia tng cng lc, tng thm 60 pht luyn cng cc bn luyn cng c bit" 0 0 0 0 0 L Vt Nm Dn 3 2303 \spr\item\twzhuanyun\zhuanyunbao_small.spr 19 1 1 "Chc Mng Nm Mi, non chut phi s dng s nhn c cc loi l vt" 0 0 0 0 0 Trc K 3 2304 \spr\item\vietnam\midautumn06\bamboo.spr 432 1 1 Nguyn liu ch to Tm Lin ng Lng 0 0 0 0 0 Giy Mu 3 2305 \spr\item\script\zhongqiu_jieri\200909\wusezhizhang.spr 41 1 1 Nguyn liu ch to Tm Lin ng Lng 0 0 0 0 0 ng Tm Ph 3 2306 \spr\item\obj_item_heart.spr 41 1 1 n Nguyn Qun tm T Ng Tm. c th dng ch to 'Tm Lin ng Lng'. S dng trc 6/3/2011. 0 0 0 0 0 Hp qu hnh phc 3 2307 \spr\item\script\item_chrismasbox.spr 377 1 1 Hu Tnh Nhn Chung Thnh Quyn Thuc. Giao cho Chng ng Cung N Lm An c th i ly l vt. 0 0 0 0 0 Tm Lin ng Lng 3 2308 \spr\item\script\zhongqiu_jieri\lianhuadenglong.spr 41 1 1 Tm Tm Tng nh. Ngi chi khng cng gii tnh cng nhau t i c th ra ngoi bn ngoi thnh nhn chut phi s dng. 0 0 0 0 0 T Kim Chn n 3 2309 \spr\item\script\zijinzhendan.spr 41 1 1 Hp th cng lc ca cc Tuyt Th Cao Th. S dng s gia tng 12 thnh cng lc 0 0 0 0 0 Hong Chn n 3 2310 \spr\item\script\huangzhendan.spr 41 1 1 Hp th cng lc ca cc Tuyt Th Cao Th. S dng s gia tng 12 thnh cng lc 0 0 0 0 0 Vn Nin Ng Thi Hoa 3 2311 \spr\item\script\wannianwutaihua.spr 41 1 1 Loi hoa qu him vn nm dng tinh luyn T Kim Chn n 0 0 0 0 0 Bch Nin Trn L 3 2312 \spr\item\script\zhenlu_avd1.spr 41 1 1 "Sau khi s dng i nht qu s c c duyn nht c ""Bch nin huy hong qu""" 0 0 0 0 0 Thin Nin Trn L 3 2313 \spr\item\script\zhenlu_avd2.spr 41 1 1 "Sau khi s dng i nht qu s c c duyn nht c ""Thin nin huy hong qu""" 0 0 0 0 0 Vn Nin Trn L 3 2314 \spr\item\script\zhenlu_avd3.spr 41 1 1 "Sau khi s dng i nht qu s c c duyn nht c ""Vn nin huy hong qu""" 0 0 0 0 0 Bch Nin Huy Hong qu 3 2315 \spr\item\script\huihuangzhiguo_avd1.spr 377 1 1 "Bch nin huy hong qu, s dng s gia tng cng lc" 0 0 0 0 0 Thin Nin Huy Hong qu 3 2316 \spr\item\script\huihuangzhiguo_avd2.spr 377 1 1 "Thin nin huy hong qu, s dng s gia tng nhiu ln cng lc" 0 0 0 0 0 Vn Nin Huy Hong qu 3 2317 \spr\item\script\huihuangzhiguo_avd3.spr 377 1 1 "Vn nin huy hong qu, s dng s gia tng nhiu ln cng lc" 0 0 0 0 0 Xu May Mn 3 2318 \spr\item\script\xingyunjinbi.spr 41 1 1 "C th mang li Xu May Mn cho mi ngi, c th n Chng ng Cung N tm hiu r hn" 0 0 0 0 0 Thng Thanh Th Chi 3 2319 \spr\item\script\spring2010\meishuzhi.spr 41 1 1 "Xun Non Hoa Khai, nhn chut phi s dng, c th n Chng ng Cung N tm hiu r hn" 0 0 0 0 0 Hong Kim Th Chi 3 2320 \spr\item\script\huangjinshuzhi.spr 41 1 1 "Trng loi Hong Kim Mai Th Chi, c th em li cho bn nhng thu hoch bt ng, c th n Chng ng Cung N tm hiu r hn" 0 0 0 0 0 Th Chi May Mn 3 2321 \spr\item\christmas2006\xmasbranch.spr 41 1 1 "Trng loi Th Chi Mai May Mn c th em li cho bn nhng thu hoch bt ng, c th n Chng ng Cung N tm hiu r hn" 0 0 0 0 0 Thng Thanh Hoa 3 2322 \spr\item\questkey\taskobj093.spr 41 1 1 "M L Thng Thanh Hoa, c th n Chng ng Cung N tm hiu r hn" 0 0 0 0 0 Hong Kim Hoa 3 2323 \spr\item\yulanpenjie\jinlianhua.spr 41 1 1 "Hoa l Hong Kim Hoa, c th n Chng ng Cung N tm hiu r hn" 0 0 0 0 0 Hoa May Mn 3 2324 \spr\item\script\shizhuhua.spr 41 1 1 "C th em li cho bn thn Hoa May Mn bt ng, c th n Chng ng Cung N i ly phn thng" 0 0 0 0 0 Tinh luyn thch nguyn thch 3 2325 \spr\item\script\item_kongqueshi.spr 41 1 1 Vt phm cn thit ch luyn tinh luyn thch 0 0 0 0 0 Tinh Luyn Thch 3 2326 \spr\item\script\item_furongshi.spr 41 1 1 "Bo thch thn b, dng cc loi thn binh" 0 0 0 0 0 Bch linh Hng L 3 2327 \spr\item\magicscript\qingming2010\bailingxianglu1.spr 41 1 1 "Thanh San Mai Trung Ct, Thin Nin Ho Kh Tn. Trong bn chin u sau khi nhn chut phi s dng s xut hin mt Hng L. Thi hn s dng 0:00/12/4/2010. cp 120 tr ln hoc trng sinh mi c s dng, mi ngy mi ngi s dng nhiu nht 10 ci." 0 0 0 0 0 Thanh Minh Liu 3 2328 \spr\item\magicscript\qingming2010\qmliu.spr 41 1 1 "Thanh Chi Liu ca Tit Thanh Minh, dng by t lng tn knh i vi ngi qu c." 0 0 0 0 0 Thanh Minh Hng 3 2329 \spr\item\magicscript\qingming2010\qmxiang.spr 41 1 1 "Nht Tr Hng Niu Niu, Vn Chng T Du Du, dng by t lng tn knh i vi ngi qu c." 0 0 0 0 0 Thanh on 3 2330 \spr\item\magicscript\qingming07\qingmingguo.spr 464 1 1 "Mt loi dng nc sinh t lm thnh Cao on sc mu, thc phm c bit ca Tit Thanh Minh." 0 0 0 0 0 n Hng Mc Hp 3 2331 \spr\item\magicscript\qingming2010\tanxiangmuxia.spr 41 1 1 Dng n Hng Mc lm thnh mt ci Hp. 0 0 0 0 0 Trm Hng Mc Hp 3 2332 \spr\item\magicscript\qingming2010\chenxiangmuxia.spr 41 1 1 Dng Trm Hng Mc lm thnh ci hp. 0 0 0 0 0 n Hng Mc Hp pht sng 3 2333 \spr\item\magicscript\qingming2010\tanxiangmuxia2.spr 41 1 1 "Trong Mc Hp ng mt Lnh Bi Binh S V Danh, pht ra nhng nh sng lung linh." 0 0 0 0 0 Trm Hng Mc Hp pht quang 3 2334 \spr\item\magicscript\qingming2010\chenxiangmuxia2.spr 41 1 1 "Trong Mc Hp ng mt Bi Kim ca Tng Lnh V Danh, pht ra nhng nh sng lung linh." 0 0 0 0 0 Lnh Bi Binh S 3 2335 \spr\item\questkey\taskobj132.spr 41 1 1 "Lnh Bi ca binh s v danh no , c th nhn thy vt mu m m nhng khng th nhn ra c tn c khc trn , nhn chut phi c th a vo n Hng Mc Hp." 0 0 0 0 0 Bi Kim Tng Qun 3 2336 \spr\item\questkey\taskobj049.spr 41 1 1 "Bi Kim ca mt v tng qun no , c th nhn thy vt mu m m nhng khng th nhn ra c tn c khc trn , nhn chut phi c th a vo Trm Hng Mc Hp." 0 0 0 0 0 L Bao Nm Dn 3 2337 \spr\item\obj_item_jixiang.spr 377 1 1 "Thn cng ci th, v ngh siu qun. M ra s nhn c cc loi phn thng. Thi hn s dng n 24:00/20/5/2010" 0 0 0 0 0 Hm Kim Hp 3 2338 \spr\item\jiefang2010\hanjinhe.spr 41 1 1 Bao gm 8 thp tinh luyn (cp 1) 0 0 0 0 0 Thp Tinh Luyn 3 2339 \spr\item\jiefang2010\jinniantie.spr 41 1 1 Cp thp cng cao th kh ti qun s ca dn tc ta thm li hi 0 0 0 0 0 Ht Thin Tu 3 2340 \spr\item\script\jiefang_jieri\201004\qiansuizhong.spr 41 1 1 "T do, hnh phc mi mi trng tn" 0 0 0 0 0 Ti Phn Bn 3 2341 \spr\item\script\jiefang_jieri\201004\feiliaodai.spr 41 1 1 Gip cy tng trng vi tc rt nhanh 0 0 0 0 0 Thng Nc 3 2342 \spr\item\script\jiefang_jieri\201004\shuitong.spr 41 1 1 Gip cy tng trng nhanh 0 0 0 0 0 Thuc Tr Su 3 2343 \spr\item\script\jiefang_jieri\201004\shachongji.spr 41 1 1 Hy cn thn khi s dng 0 0 0 0 0 Chic gy Trng Sn 3 2344 \spr\item\script\jiefang_jieri\201004\changshangun.spr 41 1 1 Cho mng ngy t nc c gii phng 0 0 0 0 0 Ti Dng C 3 2345 \spr\item\script\jiefang_jieri\201004\daojudai.spr 41 1 1 Cho mng ngy t nc c gii phng 0 0 0 0 0 Hp Kim Ch 3 2346 \spr\item\script\jiefang_jieri\201004\zhenxianhe.spr 41 1 1 Cho mng ngy t nc c gii phng 0 0 0 0 0 Cun Vi 3 2347 \spr\item\script\jiefang_jieri\201004\bujuan.spr 41 1 1 Cho mng ngy t nc c gii phng 0 0 0 0 0 Cun Vi Ho Hng 3 2348 \spr\item\script\jiefang_jieri\201004\shangpinbujuan.spr 41 1 1 Cho mng ngy t nc c gii phng 0 0 0 0 0 Cun Vi Thng Hng 3 2349 \spr\item\script\jiefang_jieri\201004\jipinbujuan.spr 41 1 1 Cho mng ngy t nc c gii phng 0 0 0 0 0 Chic M Chin S 3 2350 \spr\item\script\jiefang_jieri\201004\zhanshimao.spr 41 1 1 Cho mng ngy t nc c gii phng 0 0 0 0 0 i Giy B i 3 2351 \spr\item\script\jiefang_jieri\201004\buduixie.spr 41 1 1 Cho mng ngy t nc c gii phng 0 0 0 0 0 Tm o Chin S 3 2352 \spr\item\script\jiefang_jieri\201004\zhanshiyi.spr 41 1 1 Cho mng ngy t nc c gii phng 0 0 0 0 0 Chic vng Trng Sn 3 2353 \spr\item\script\jiefang_jieri\201004\changshandiaochuang.spr 41 1 1 Cho mng ngy t nc c gii phng 0 0 0 0 0 Ba l Con Cc 3 2354 \spr\item\script\jiefang_jieri\201004\waxingbeibao.spr 41 1 1 Cho mng ngy t nc c gii phng 0 0 0 0 0 Trng Khi Hon 3 2355 \spr\item\jiefang2010\kaixuangu.spr 41 1 1 Ting trng khi hon vang ln mng t nc c hon ton gii phng 0 0 0 0 0 Hoa Sen Cn 3 2356 \spr\item\jiefang2010\huangjinnian.spr 41 1 1 Th hin lng yu nc ca con ngi Vit Nam 0 0 0 0 0 Ngc Qun 3 2357 \spr\item\jingli\yuguan.spr 41 1 1 "Bn trong ngc qun cha y linh kh, c th ln o hoa o thu thp linh l." 0 0 0 0 0 Hn Nguyn Linh L 3 2358 \spr\item\jingli\hunyuanlinglu.spr 41 1 1 "Hi t linh l ca tinh hoa thin a, bm chut phi s dng s nhn c 100 im tinh lc" 0 0 0 0 0 Qu Ngn Nm 3 2359 \spr\item\script\qiannianzhiguo.spr 41 1 1 "Qu trn cy ngn nm, bn trong n du bo vt thn b, nhng qu ny v cng cng chc, ch c th s dng Huyn Bng Chy K Trn Cc mi m ra c" 0 0 0 0 0 Huyn Bng Chy 3 2360 \spr\item\script\qiannianxuanbingchui.spr 41 1 1 "Huyn Bng Ngn Nm lm thnh ci chy, v kin bt ta. Nhn chut phi s dng c th m ra Qu Ngn Nm, sau khi s dng s b tan chy" 0 0 0 0 0 Ph triu hon th luyn ng 3 2361 \spr\item\questkey\taskobj119.spr 38 1 1 "S dng trong th luyn ng, ba ch c th triu tp v iu phi bang th" 0 0 0 0 0 Linh Ngc ( phin bn min ph ) 3 2362 \spr\item\script\jiefang_jieri\201004\qiansuizhong.spr 41 1 1 Linh Thch 0 0 0 0 0 Th Luyn Thip 3 2363 \spr\item\questkey\obj_item_lection02.spr 38 1 1 "Th luyn thip, giy chng nhn tham gia th luyn ng." 0 0 0 0 0 Mc Ch Bo Hp 3 2364 \spr\item\script\baoxiang_mu.spr 367 1 1 "Mt loi bo rng xem ra rt c k, bm chut phi s dng" 0 0 0 0 0 ng Ch Bo Hp 3 2365 \spr\item\script\baoxiang_tong.spr 367 1 1 "Mt loi bo rng ng rt nng, bm chut phi s dng" 0 0 0 0 0 Ngn Ch Bo Hp 3 2366 \spr\item\script\baoxiang_yin.spr 367 1 1 "Mt loi bo rng c lm t bc, bm chut phi s dng" 0 0 0 0 0 Hong Kim Bo Hp 3 2367 \spr\item\script\baoxiang_jin.spr 367 1 1 "Mt loi bo rng c lm t vng rng, bm chut phi s dng" 0 0 0 0 0 Bo rng Bch Kim 3 2368 \spr\item\script\baoxiang_baijin.spr 367 1 1 "Mt loi bo rng lm t bch kim ng nh, minh chng cho vic vt hon ton i th luyn, bm chut phi s dng" 0 0 0 0 0 Tn S Kim Yu Bi L Bao 3 2369 \spr\item\obj_item_jixiang.spr 347 1 1 "Nhn chut phi s dng, c th nhn c 1 Tn S Kim Yu Bi" 0 0 0 0 0 [Tinh Ch] ng St Bch Kim iu Long Gii L Hp 3 2370 \spr\item\script\item_chrismasbox.spr 377 1 1 Bm chut phi s dng c th nhn c 1 [Tinh T] ng St Bch Kim iu Long Gii 0 0 0 0 0 [Tinh Ch] ng St Bch Kim T Phng Gii L Hp 3 2371 \spr\item\script\item_chrismasbox.spr 377 1 1 Bm chut phi s dng nhn c [Tinh Ch] ng St Bch Kim T Phng Gii 0 0 0 0 0 [Tinh Ch] ng St Bch Ngc Cn Khn Bi L Hp 3 2372 \spr\item\script\item_chrismasbox.spr 377 1 1 Bm chut phi s dng nhn c [Tinh Ch] ng St Bch Ngc Cn Khn Bi 0 0 0 0 0 [Tinh Ch] ng St Ph Thy Ngc Hng Khuyn L Hp 3 2373 \spr\item\script\item_chrismasbox.spr 377 1 1 Bm chut phi s dng nhn c [Tinh Ch] ng St Ph Thy Ngc Hng Khuyn 0 0 0 0 0 M bi - Xch th 3 2374 \spr\item\songjin\token.spr 385 1 1 Bm chut phi s dng nhn c 1 Xch Th 0 0 0 0 0 M bi - ch L 3 2375 \spr\item\songjin\token.spr 385 1 1 Bm chut phi s dng nhn c 1 ch L 0 0 0 0 0 M bi - Tuyt nh 3 2376 \spr\item\songjin\token.spr 385 1 1 Bm chut phi s dng nhn c 1 Tuyt nh 0 0 0 0 0 M bi - Vn p Tuyt 3 2377 \spr\item\songjin\token.spr 385 1 1 Bm chut phi s dng nhn c 1 Vn p Tuyt 0 0 0 0 0 M bi - Chiu D Ngc S T 3 2378 \spr\item\songjin\token.spr 385 1 1 Bm chut phi s dng nhn c 1 Chiu D Ngc S T 0 0 0 0 0 M bi - Bn Tiu 3 2379 \spr\item\songjin\token.spr 385 1 1 Bm chut phi nhn c 1 Bn Tiu 0 0 0 0 0 M bi - Phin V 3 2380 \spr\item\songjin\token.spr 385 1 1 Bm chut phi nhn c 1 Phin V 0 0 0 0 0 Thanh Tuyt Y l hp 3 2381 \spr\item\script\item_chrismasbox.spr 377 1 1 Bm chut phi s dng nhn c 1 Thanh Tuyt Y 0 0 0 0 0 Bng Tinh Qun l hp 3 2382 \spr\item\script\item_chrismasbox.spr 377 1 1 Bm chut phi s dng nhn c 1 Bng Tinh Qun 0 0 0 0 0 Kinh Thin Gip l hp 3 2383 \spr\item\script\item_chrismasbox.spr 377 1 1 Bm chut phi s dng nhn c 1 Kinh Thin Gip 0 0 0 0 0 Khp a Qun l hp 3 2384 \spr\item\script\item_chrismasbox.spr 377 1 1 Bm chut phi s dng nhn c 1 Khp a Qun 0 0 0 0 0 St Th Gin l hp 3 2385 \spr\item\script\item_chrismasbox.spr 377 1 1 Chut phi s dng nhn c 2 st th gin 0 0 0 0 0 Nhc Vng Kim l bao 3 2386 \spr\item\obj_item_jixiang.spr 347 1 1 Bm chut phi s dng nhn c 1 Nhc Vng Kim 0 0 0 0 0 Hp bnh chng 3 2387 \spr\item\oldbox\oldbox.spr 433 1 1 Bn trong ng rt nhiu Bnh 0 0 0 0 0 Hng Bao oan Ng 3 2388 \spr\item\magic\icon_item_baozhu.spr 41 1 1 Nhn chut phi s dng trn mt t s xut hin mt Phong Pho. 0 0 0 0 0 Tiu Hng Hoa oan Ng 3 2389 \spr\item\script\shizhuhua.spr 41 1 1 Mt a hoa nh rt p. Nhn chut phi s dng s c chuyn i cho ngi khc. 0 0 0 0 0 L Hp oan Ng 3 2390 \spr\item\script\item_chrismasbox.spr 377 1 1 "L hp nhn c khi tham gia Tit oan Ng, bn trong cha ng nong mn rt qu gi. Nhn chut phi m." 0 0 0 0 0 Cha Kha L Hp oan Ng 3 2391 \spr\item\questkey\taskobj092-6.spr 41 1 1 Cha kha dng m L Hp oan Ng. 0 0 0 0 0 Th Gi Yu Bi 3 2392 \spr\item\script\shizheyaopai.spr 385 1 1 Tn vt c nhn t nhim v st th cao cp Nhip Th Trn 0 0 0 0 0 St Th B Bo 3 2393 \spr\item\script\shashoumibao.spr 377 1 1 Phn thng khi hon thnh nhim v st th. Cn 6 Huyn Thin Chy mi c th m. 0 0 0 0 0 Huyn Thin Chy 3 2394 \spr\item\script\xuantianchui.spr 41 1 1 Dng m bo rng c bit. 0 0 0 0 0 Kim Lnh 3 2395 \spr\item\script\jinwuling.spr 385 1 1 "Lnh bi b Kim , c th n th rn thn b i ly 1 mn trong b Kim" 0 0 0 0 0 T Mng Lnh 3 2396 \spr\item\script\zimangling.spr 385 1 1 "Lnh bi b T Mng, C th n th rn thn b i ly 1 mn trong b T Mng" 0 0 0 0 0 Huyn Vin Lnh 3 2397 \spr\item\script\xuanyuanling.spr 385 1 1 "Lnh bi b Huyn Vin, c th n th rn thn b i ly 1 mn trong b Huyn Vin" 0 0 0 0 0 Thng Lang Lnh 3 2398 \spr\item\script\canglangling.spr 385 1 1 "Lnh bi b Thng Lang, c th n th rn thn b i ly 1 mn trong b Thng Lang" 0 0 0 0 0 Vn Lc Lnh 3 2399 \spr\item\script\yunluling.spr 385 1 1 "Lnh bi b Vn Lc, c th n th rn thn b i 1 mn trong b Vn Lc" 0 0 0 0 0 i Lc Thn T L Bao 3 2400 \spr\item\questkey\obj_item_hehuan.spr 348 1 1 "L bao thn b, m ra nhn c v vn vt phm qu. Thi hn s dng 24:00 07-07-2010" 0 0 0 0 0 Huyn Thin Cm Nang 3 2401 \spr\item\twzhuanyun\zhuanyunbao_big.spr 448 1 1 Dng chut phi s dng c th nhn c 5 Huyn Thin Chy 0 0 0 0 0 Hn Thch 3 2402 \spr\item\script\lingshi.spr 41 1 1 "Vin thn k c cha tinh lc, nhng khng th ly ra. t n s lng nht nh c th n th rn thn b i thnh lnh bi b trang b tng ng" 0 0 0 0 0 Bch H Lnh 3 2403 \spr\item\script\baihuling.spr 385 1 1 Nguyn liu hp thnh trang b Bch H 0 0 0 0 0 V bng hong kim 3 2404 \spr\item\worldcup\huangjinqiutai.spr 41 1 1 B mt ca mn bng l nm qu bng 0 0 0 0 0 V bng bch kim 3 2405 \spr\item\worldcup\baijinqiutai.spr 41 1 1 B mt ca mn bng l nm qu bng 0 0 0 0 0 Ti nguyn liu 3 2406 \spr\item\worldcup\yuanliaodai.spr 41 1 1 B mt ca mn bng l nm qu bng 0 0 0 0 0 Rut cao su 3 2407 \spr\item\worldcup\xiangjiao.spr 41 1 1 B mt ca mn bng l nm qu bng 0 0 0 0 0 Cht do 3 2408 \spr\item\worldcup\suliao.spr 41 1 1 B mt ca mn bng l nm qu bng 0 0 0 0 0 Bng da 3 2409 \spr\item\worldcup\zuqiu.spr 41 1 1 B mt ca mn bng l nm qu bng 0 0 0 0 0 Bng hong kim 3 2410 \spr\item\worldcup\huangjinzuqiu.spr 41 1 1 B mt ca mn bng l nm qu bng 0 0 0 0 0 Bng bch kim 3 2411 \spr\item\worldcup\baijinzuqiu.spr 41 1 1 B mt ca mn bng l nm qu bng 0 0 0 0 0 B huyt n 3 2412 \spr\item\worldcup\buxuedan.spr 41 1 1 "Bi b sc khe, tng cng th lc" 0 0 0 0 0 Tiu Cu chi y 3 2413 \spr\item\worldcup\xiaoqiuzhiyi.spr 41 1 1 B mt ca mn bng l nm qu bng 0 0 0 0 0 Tiu tc chi ngoa 3 2414 \spr\item\worldcup\xiaozuzhixue.spr 41 1 1 B mt ca mn bng l nm qu bng 0 0 0 0 0 Thanh Cu Lnh 3 2415 \spr\item\script\qingjuling.spr 385 1 1 "Lnh bi b Thanh Cu, c th n th rn thn b i ly 1 mn ca b Thanh Cu" 0 0 0 0 0 Xch Ln Lnh 3 2416 \spr\item\script\chilinling.spr 385 1 1 "Lnh bi b Xch Ln, c th n th rn thn b i 1 mn trong b Xch Ln" 0 0 0 0 0 Minh Phng Lnh 3 2417 \spr\item\script\mingfengling.spr 385 1 1 "Lnh bi b Minh Phng, c th n th rn thn b i 1 mn trong b Minh Phng." 0 0 0 0 0 ng Long Lnh 3 2418 \spr\item\script\tenglongling.spr 385 1 1 "Lnh bi b ng Long, c th n th rn thn b i 1 mn trong b ng Long" 0 0 0 0 0 Phong Ha Cm Nang 3 2419 \spr\item\script\qingming_jieri\200903\wanhuafudai.spr 41 1 1 "Cm nang nhn c chin trng, bm chut phi s dng" 0 0 0 0 0 Bo rng thn b ca D Tu 3 2420 \spr\item\script\xuantiebaoxian.spr 41 1 1 Bo rng nhn c ch D Tu. Cn 6 Huyn Thin Chy mi c th m 0 0 0 0 0 Ch Tn B Bo 3 2421 \spr\item\newyear0901\hongbaoxiang.spr 41 1 1 B bo trn ngi ca tuyt th cao th.Cn 12 Huyn Thin Chy m 0 0 0 0 0 Ti Bo Thy Tc 3 2422 \spr\item\script\item_baibaoxiang.spr 41 1 1 "Ti bo nh cp ca bn thy tc, bm chut phi s dng" 0 0 0 0 0 Cng Thnh Chin L Bao 3 2423 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 "Phn thng ca ngi lp cng trong cng thnh chin, bm chut phi s dng" 0 0 0 0 0 T Hi Tiu Diu n 3 2424 \spr\item\script\xiaoyaodan.spr 41 1 1 Giang H Nhm Tiu Diu 0 0 0 0 0 Cu Thin Vn Du n 3 2425 \spr\item\script\yunyoudan.spr 41 1 1 "Ni lc thm hu, chu du khp chn tng tri" 0 0 0 0 0 Thip tht sc l hoa 3 2426 \spr\item\questkey\card_bpk.spr 38 1 1 " chc mng phin bn mi, tng thip l hoa cho cung n cm n s c nhng bt ng." 0 0 0 0 0 Tht sc l hoa 3 2427 \spr\item\script\spring2007\xinnian_lihua.spr 41 1 1 Nhp chut phi s dng pho hoa 0 0 0 0 0 Tht sc l bao 3 2428 \spr\item\questkey\obj_item_hehuan.spr 348 1 1 "Chc mng phin bn mi, bm chut phi s c cc loi qu" 0 0 0 0 0 i Thch u 3 2429 \spr\item\script\item_zhushakuang.spr 41 1 1 Mt phin rt ln 0 0 0 0 0 Dc Bao 3 2430 \spr\item\script\caiyao\htzzjn.spr 41 1 1 n cha nhiu iu bt ng 0 0 0 0 0 Bi Kim Bao Thp Bt 3 2431 \spr\item\questkey\taskobj049.spr 41 1 1 Bi kim tht lc ca Bao Thp Bt 0 0 0 0 0 Tu Luyn Bo Rng 3 2432 \spr\item\script\item_baibaoxiang.spr 41 1 1 n cha nhiu iu bt ng 0 0 0 0 0 Trng Hiu Cu Mnh Hon 3 2433 \spr\item\medecine\obj-potion05.spr 41 1 1 Sau khi s dng nhiu nht ch hi phc tng cng 54000 sinh lc ni lc. 0 0 0 0 0 Trng Hiu Cu Cng Hon 3 2434 \spr\item\medecine\obj-potion10.spr 41 1 1 Sau khi s dng nhiu nht ch hi phc tng cng 108000 sinh lc ni lc. 0 0 0 0 0 Trng Hiu Ngc L Hon 3 2435 \spr\item\medecine\obj-potion14.spr 41 1 1 Sau khi s dng nhiu nht ch hi phc tng cng 216000 sinh lc ni lc. 0 0 0 0 0 Bch Ngc 3 2436 \spr\item\script\baiyu.spr 41 1 1 Np cho xa phu tht i thnh th c c hi tin vo o ty ty ty im k nng. 0 0 0 0 0 T Ngc 3 2437 \spr\item\script\ziyu.spr 41 1 1 Np cho xa phu tht i thnh th c c hi tin vo o ty ty ty im tim nng. 0 0 0 0 0 Tiu Bt Nh Tm Kinh 3 2438 \spr\item\questkey\obj_item_lection02.spr 374 1 1 "Pht gia bo in, c th xa mt na im kinh nghim m." 0 0 0 0 0 i Bt Nh Tm Kinh 3 2439 \spr\item\questkey\obj_item_lection01.spr 375 1 1 "Pht gia bo in, c th xa ht ton b im kinh nghim m." 0 0 0 0 0 Rng Thn B 3 2440 \spr\item\oldbox\oldbox.spr 433 1 1 n cha nhiu iu bt ng 0 0 0 0 0 Lnh bi tht thnh i chin 3 2441 \spr\item\songjin\token.spr 385 1 1 "Lnh bi ca tht thnh i chin, dng m tht thnh i chin." 100 0 0 0 0 M bi - Phi Vn 3 2442 \spr\item\songjin\token.spr 385 1 1 Bm chut phi s dng nhn c 1 Phi Vn 0 0 0 0 0 Ng Chu Lng Khng n 3 2443 \spr\item\script\lingkongdan.spr 41 1 1 "Hp th tinh hoa ca to ha, to nn sc mnh phi thng" 0 0 0 0 0 T Hi Tiu Diu n L Hp 3 2444 \spr\item\script\item_chrismasbox.spr 377 1 1 Bm chut phi s dng nhn c 10 T Hi Tiu Diu n 0 0 0 0 0 Ng Chu Lng Khng n L Hp 3 2445 \spr\item\script\item_chrismasbox.spr 377 1 1 Bm chut phi s dng nhn c 10 Ng Chu Lng Khng n 0 0 0 0 0 Cu Thin Vn Du n L Hp 3 2446 \spr\item\script\item_chrismasbox.spr 377 1 1 Bm chut phi s dng nhn c 10 Cu Thin Vn Du n 0 0 0 0 0 Huyt Chin Lnh K L Hp 3 2447 \spr\item\script\item_chrismasbox.spr 377 1 1 Bm chut phi s dng nhn c 1 huyt chin lnh k 0 0 0 0 0 Ph Qu Cm Hp 3 2448 \spr\item\script\fuguijinhe.spr 433 1 1 May mn s mm ci vi bn 0 0 0 0 0 i H Bo Hp 3 2449 \spr\item\script\seven_city_war\daxibaoxiang.spr 41 1 1 Cho mng phin bn mi Tht Thnh i Chin 0 0 0 0 0 i Ct Bo Hp 3 2450 \spr\item\script\seven_city_war\dajibaoxiang.spr 41 1 1 Cho mng phin bn mi Tht Thnh i Chin 0 0 0 0 0 Tht 3 2451 \spr\item\script\seven_city_war\qi.spr 41 1 1 Cho mng phin bn mi Tht Thnh i Chin 0 0 0 0 0 Thnh 3 2452 \spr\item\script\seven_city_war\cheng.spr 41 1 1 Cho mng phin bn mi Tht Thnh i Chin 0 0 0 0 0 i 3 2453 \spr\item\script\seven_city_war\da.spr 41 1 1 Cho mng phin bn mi Tht Thnh i Chin 0 0 0 0 0 Chin 3 2454 \spr\item\script\seven_city_war\zhan.spr 41 1 1 Cho mng phin bn mi Tht Thnh i Chin 0 0 0 0 0 Mnh thin th 3 2455 \spr\item\script\seven_city_war\tianshusuipian.spr 41 1 1 Cho mng phin bn mi Tht Thnh i Chin 0 0 0 0 0 Thn Hnh Toi Phin 3 2456 \spr\item\script\seven_city_war\shenxingsuipian.spr 41 1 1 Thm Cu tin bi ang cn thu thp chn ln chn tm mt mnh Thn Hnh Toi Phin trao i chin m mi 0 0 0 0 0 Thnh Huyt Chin Lnh 3 2457 \spr\item\script\seven_city_war\chengduxuezhanling.spr 41 1 1 "Huyt Chin Lnh t cc thnh ch, ku gi nhn s V Lm Trung Nguyn cng gp sc gi bnh yn cho b tnh!" 0 0 0 0 0 i L Huyt Chin Lnh 3 2458 \spr\item\script\seven_city_war\dalixuezhanling.spr 41 1 1 "Huyt Chin Lnh t cc thnh ch, ku gi nhn s V Lm Trung Nguyn cng gp sc gi bnh yn cho b tnh!" 0 0 0 0 0 Phng Tng Huyt Chin Lnh 3 2459 \spr\item\script\seven_city_war\fengxiangxuezhanling.spr 41 1 1 "Huyt Chin Lnh t cc thnh ch, ku gi nhn s V Lm Trung Nguyn cng gp sc gi bnh yn cho b tnh!" 0 0 0 0 0 Tng Dng Huyt Chin Lnh 3 2460 \spr\item\script\seven_city_war\xiangyangxuezhanling.spr 41 1 1 "Huyt Chin Lnh t cc thnh ch, ku gi nhn s V Lm Trung Nguyn cng gp sc gi bnh yn cho b tnh!" 0 0 0 0 0 Bin Kinh Huyt Chin Lnh 3 2461 \spr\item\script\seven_city_war\bianjingxuezhanling.spr 41 1 1 "Huyt Chin Lnh t cc thnh ch, ku gi nhn s V Lm Trung Nguyn cng gp sc gi bnh yn cho b tnh!" 0 0 0 0 0 Lm An Huyt Chin Lnh 3 2462 \spr\item\script\seven_city_war\linanxuezhanling.spr 41 1 1 "Huyt Chin Lnh t cc thnh ch, ku gi nhn s V Lm Trung Nguyn cng gp sc gi bnh yn cho b tnh!" 0 0 0 0 0 Dng Chu Huyt Chin Lnh 3 2463 \spr\item\script\seven_city_war\yangzhouxuezhanling.spr 41 1 1 "Huyt Chin Lnh t cc thnh ch, ku gi nhn s V Lm Trung Nguyn cng gp sc gi bnh yn cho b tnh!" 0 0 0 0 0 Tiu T Khung 3 2464 \spr\item\script\seven_city_war\xiaozikuang.spr 41 1 1 Cho mng phin bn mi Tht Thnh i Chin 0 0 0 0 0 Khung Tranh 3 2465 \spr\item\script\seven_city_war\zhongzikuang.spr 41 1 1 Khung tranh Tin V m Hng Nga ang tm. 0 0 0 0 0 Tht Tinh Bi 3 2466 \spr\item\script\seven_city_war\qixingpei.spr 41 1 1 Cho mng phin bn mi Tht Thnh i Chin 0 0 0 0 0 Thnh Vng Khi 3 2467 \spr\item\script\seven_city_war\chengyangkui.spr 41 1 1 Cho mng phin bn mi Tht Thnh i Chin 0 0 0 0 0 i Thnh Gip 3 2468 \spr\item\script\seven_city_war\dashengjia.spr 41 1 1 Cho mng phin bn mi Tht Thnh i Chin 0 0 0 0 0 Chin Thn Ngoa 3 2469 \spr\item\script\seven_city_war\zhanshenxue.spr 41 1 1 Cho mng phin bn mi Tht Thnh i Chin 0 0 0 0 0 i Thnh B Kp 90 3 2470 \spr\item\questkey\quyuanmifang.spr 368 1 1 S dng c th hc c mt k nng 90 c ng cp 20. 0 0 0 0 0 i Thnh B Kp 120 3 2471 \spr\item\questkey\quyuanmifang.spr 368 1 1 S dng c th hc c mt k nng 120 c ng cp 20. 0 0 0 0 0 Sch k nng cp 90 3 2472 \spr\item\questkey\quyuanmifang.spr 368 1 1 "nhn chut phi s dng, c th non c mt cun sch k nng cp 90 ca mn phi bn thn" 0 0 0 0 0 Cha Kha Thn B 3 2473 \spr\item\questkey\taskobj092-2.spr 41 1 1 "Cha kha khng r lai lch, c l c lin quan vi Bao Thp Bt" 0 0 0 0 0 L Bao Mt N Tn Th 3 2474 \spr\item\script\item_chrismasbox.spr 377 1 1 "Nhn chut phi s dng, c th non c mt mt n ngu nhin" 0 0 0 0 0 Thip l hoa ng khnh ph thin 3 2475 \spr\item\worldcup\dalishen_kace.spr 41 1 1 " chc mng phin bn mi, tng thip l hoa cho cung n cm n s c nhng bt ng." 0 0 0 0 0 L hoa ng khnh ph thin 3 2476 \spr\item\magic\icon_item_baozhu.spr 41 1 1 Nhp chut phi s dng pho hoa 0 0 0 0 0 L bao ng khnh ph thin 3 2477 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 "Chc mng phin bn mi, bm chut phi s c cc loi qu" 0 0 0 0 0 Lnh bi Vi Sn o 3 2478 \spr\item\questkey\006.spr 336 1 1 Giy thng hnh ca Vi Sn o 0 0 0 0 0 Hnh Hip K[1] 3 2479 \spr\item\songjin\warflag.spr 387 1 1 "Hnh hip trng ngha, danh trn v lm" 0 0 0 0 0 Hnh Hip K[2] 3 2480 \spr\item\songjin\warflag.spr 387 1 1 "Hnh hip trng ngha, danh trn v lm" 0 0 0 0 0 Hnh Hip K[3] 3 2481 \spr\item\songjin\warflag.spr 387 1 1 "Hnh hip trng ngha, danh trn v lm" 0 0 0 0 0 Hnh Hip K[4] 3 2482 \spr\item\songjin\warflag.spr 387 1 1 "Hnh hip trng ngha, danh trn v lm" 0 0 0 0 0 Hnh Hip K[5] 3 2483 \spr\item\songjin\warflag.spr 387 1 1 "Hnh hip trng ngha, danh trn v lm" 0 0 0 0 0 <<δ>> 3 2484 \Ui3\online_award\gift.spr 41 1 1 "Bo rng thn b, khng bit c th g bn trong" 0 0 0 0 0 Ch lnh bi 'Phong' 3 2485 \spr\item\script\fengzilingpai.spr 385 1 1 Trn lnh bi vit mt ch 'Phong' 0 0 0 0 0 Ch lnh bi 'Vn' 3 2486 \spr\item\script\yunzilingpai.spr 385 1 1 Trn lnh bi vit mt ch 'Vn' 0 0 0 0 0 Ch lnh bi 'Ti' 3 2487 \spr\item\script\zaizilingpai.spr 385 1 1 Trn lnh bi vit mt ch 'Ti' 0 0 0 0 0 Ch lnh bi 'Khi' 3 2488 \spr\item\script\qizilingpai.spr 385 1 1 Trn lnh bi vit mt ch 'Khi' 0 0 0 0 0 Hip Khch Lnh 3 2489 \spr\item\script\xiakeling.spr 385 1 1 "Chng nhn hip khch, tp hp 4 lnh bi ch 'Phong' 'Vn' 'Ti' 'Khi' cng thm Hip Khch Lnh c th n Chng ng Cung N i ly Thng Thng Thip" 0 0 0 0 0 Danh T Lnh 3 2490 \spr\item\script\mingsuling.spr 385 1 1 "Chng nhn V Lm Minh T, tp hp 4 lnh bi ch 'Phong' 'Vn' 'Ti' 'Khi' cng thm Danh T Lnh c th n Chng ng Cung N i ly Kim Cng Thip" 0 0 0 0 0 i Lc Thip 3 2491 \spr\item\questkey\taskobj021.spr 38 1 1 "Chut phi s dng triu hi i lc th v, sau khi bi s nhn c phn thng ca th v ny" 0 0 0 0 0 Thng Thng Thip 3 2492 \spr\item\worldcup\dalishen_kace.spr 38 1 1 "Chut phi s dng triu hi thng thng th v, sau khi bi s nhn c phn thng ca th v ny" 0 0 0 0 0 Kim Cng Thip 3 2493 \spr\item\questkey\obj_item_lection02.spr 38 1 1 "Chut phi s dng triu hi kim cng th v, sau khi bi s nhn c phn thng ca th v ny" 0 0 0 0 0 Cu Dng Chn Kh n 3 2494 \spr\item\medecine\jiuyangzhengqidan.spr 41 1 1 "n dc thn k, hi t nhng linh kh ca tri t, sau khi s dng s lm cho cng l tng ln gp bi, trc tip tng ln cp 120 cho nhn vt, ch c nhn vt t cp 100 n 120 mi c s dng." 0 0 0 0 0 Ph Qu i L Hp 3 2495 \spr\item\script\lipinhe_20.spr 41 1 1 "Ph Qu i L Hp, m ra s nhn c phn thng qu him" 0 0 0 0 0 L Hp Mc Bc Truyn Tng 3 2496 \spr\item\obj_item_jixiang.spr 41 1 1 Bn trong c 10 cun Mc Bc Truyn Tng Lnh 0 0 0 0 0 Tn Vt Bang Ch Vinh D 3 2497 \spr\item\questkey\obj_item_lection02.spr 38 1 1 S dng tn vt ny c th gip cho i hip sm c ngy khai tn lp phi tr thnh mt bang ch tn knh! 0 0 0 0 0 L bao mt n ngu nhin 3 2498 \spr\item\script\item_chrismasbox.spr 377 1 1 "Nhn chut phi s dng, c th ngu nhin non c 1 ci mt n kha c thuc tnh ng hnh Thiu Nin v Thanh Nin( mt n ny ch s dng mt ln)." 0 0 0 0 0 Ho Hip Lnh Bi L Bao 3 2499 \spr\item\obj_item_giftb.spr 344 1 1 "Bn trong c 10 ci lnh bi cc loi 'Phong', 'Vn', 'Ti', 'Khi', hn s dng lnh bi n 24:00/23/8/2010" 0 0 0 0 0 Vng Hoa Tht Tch 3 2500 \spr\item\qixi_2006\huahuan.spr 41 1 1 "Mt vng hoa tuyt p, tng cho Ngu Nhi Lm An" 0 0 0 0 0 L Bao Vng Hoa Tht Tch 3 2501 \spr\item\questkey\obj_item_hehuan.spr 348 1 1 Nhn chut phi s dng c th nhn c 10 'Vng Hoa Tht Tch' ( s dng trc 0:00/1/9) 0 0 0 0 0 Bao nguyn liu bnh trung thu 3 2502 \spr\item\questkey\obj_item_hehuan.spr 348 1 1 Mt l bao ng nguyn liu lm bnh trung thu 0 0 0 0 0 Bt m 3 2503 \spr\item\questkey\obj_item_hehuan.spr 348 1 1 "Nguyn liu c bn lm bnh trung thu, ngi c th i tm hiu cch lm nhn cng lm thp phng ca Minh Nguyt Trn" 0 0 0 0 0 ng Cng 3 2504 \spr\item\questkey\obj_item_hehuan.spr 348 1 1 "Nguyn liu cn thit lm bnh trung thu nhn ng, ngi c th i tm hiu cch lm nhn cng lm thp phng ca Minh Nguyt Trn" 0 0 0 0 0 Nhn To 3 2505 \spr\item\questkey\obj_item_hehuan.spr 348 1 1 "Nguyn liu cn thit lm bnh trung thu nhn to, ngi c th i tm hiu cch lm nhn cng lm thp phng ca Minh Nguyt Trn" 0 0 0 0 0 Bt da 3 2506 \spr\item\questkey\obj_item_hehuan.spr 348 1 1 "Nguyn liu cn thit lm bnh trung thu nhn da, ngi c th i tm hiu cch lm nhn cng lm thp phng ca Minh Nguyt Trn" 0 0 0 0 0 Bnh Trung Thu Nhn ng bnh thng 3 2507 \spr\item\questkey\obj_item_hehuan.spr 348 1 1 Bnh Trung Thu Nhn ng bnh thng 0 0 0 0 0 Bnh Trung Thu Nhn ng thm ngon 3 2508 \spr\item\questkey\obj_item_hehuan.spr 348 1 1 Bnh Trung Thu Nhn ng thm ngon 0 0 0 0 0 Bnh Trung Thu Nhn To bnh thng 3 2509 \spr\item\questkey\obj_item_hehuan.spr 348 1 1 Bnh Trung Thu Nhn To bnh thng 0 0 0 0 0 Bnh Trung Thu Nhn To mm do 3 2510 \spr\item\questkey\obj_item_hehuan.spr 348 1 1 Bnh Trung Thu Nhn To mm do 0 0 0 0 0 Bnh Trung Thu Nhn Da bnh thng 3 2511 \spr\item\questkey\obj_item_hehuan.spr 348 1 1 Bnh Trung Thu Nhn Da bnh thng 0 0 0 0 0 Cu Nguyt Chi Chng 3 2512 \spr\item\script\jiefang_jieri\201004\qiansuizhong.spr 41 1 1 "Nhn chut phi s dng c th trng mt ht ging. C th s dng li. Mi ngi mi ngy s dng nhiu nht 3 ln, sau khi s dng Qunh Tng Ngc Dch c bn trong K Trn Cc c th tng thm s ln s dng Cu Nguyt Chi Chng." 0 0 0 0 0 Bch Hng Phn 3 2513 \spr\item\script\qingming_jieri\200903\baihuafudai.spr 41 1 1 "Dng vi ln cy nh, sau khi cy nh ln ln s cho ra Bch Hng Qu, mi ln s dng mt bao Bch Hng Phn s cho ra mt Bch Hng Qu, mi cy nhiu nht c th dng 5 bao Bch Hng Phn. Xin hy s dng trc 24:00/20/9/2010." 0 0 0 0 0 Cu Thin Mt Phn 3 2514 \spr\item\script\qingming_jieri\200903\wanhuafudai.spr 41 1 1 "Dng vi ln cy nh, sau khi cy nh ln ln s cho ra Cu Thin Mt Qu, mi ln s dng mt bao Cu Thin Mt Phn s cho ra mt Cu Thin Mt Qu, mi cy nhiu nht c th dng 5 bao Cu Thin Mt Phn. Xin hy s dng trc 24:00/20/9/2010." 0 0 0 0 0 Qunh Tng Ngc Dip 3 2515 \spr\item\script\qingming_jieri\200903\yuqingganlu.spr 41 1 1 "Truyn thuyt ni rng trong yn tic bn o ca Vng Mu Nng Nng dng mi cc v thn tin trong yn tic, sau khi s dng th lc tng ln gp bi, tinh thn sng khoi, mi ln dng mt bnh c th trng c 4 cy. Xin hy s dng trc 24:00/20/9/2010." 0 0 0 0 0 Bch Hng Qu 3 2516 \spr\item\vietnam\christmas2009\hongpingguo.spr 41 1 1 "Mt loi qu thn k qu him, hng thm ngo ngt, nhn chut phi s dng s triu ra c Bch Hng Lc." 0 0 0 0 0 Cu Thin Mt Qu 3 2517 \spr\item\script\qiannianzhiguo.spr 41 1 1 "Mt loi qu thn k qu him, hng thm ngo ngt, nhn chut phi s dng s triu ra c Bo Hng." 0 0 0 0 0 Ph Qu L Bao 3 2518 \spr\item\script\spring2007\xinnian_lihua.spr 41 1 1 "Nhn chut phi s dng c th tham gia np tin rt thm trng thng v non c nhng phn thng thn b, c th n L Quan tm hiu k hn, chc bn may mn." 0 0 0 0 0 Vinh Hoa i L Hp 3 2519 \spr\item\script\item_chrismasbox.spr 41 1 1 "Vinh Hoa i L Hp, m ra s nhn c phn thng qu him" 0 0 0 0 0 Ph Qu Bo Rng 3 2520 \spr\item\oldbox\oldbox.spr 41 1 1 "Ph Qu Bo Rng, s dng Cha Kha Thn K trong K Trn Cc m ra c th nhn c phn thng qu him" 0 0 0 0 0 Thn b m c 3 2521 \spr\item\script\qiannianzhiguo.spr 41 1 1 o c dng nng cao xc sut nng bnh trung thu 0 0 0 0 0 L bao m c thn b 3 2522 \spr\item\script\item_chrismasbox.spr 377 1 1 Bm chut phi s nhn c 5 'ma c thn b' 0 0 0 0 0 Thin Chi Bo Hp 3 2523 \spr\item\script\item_chrismasbox.spr 377 1 1 Thin a Chi Vt 0 0 0 0 0 a Chi Bo Hp 3 2524 \spr\item\script\item_chrismasbox.spr 377 1 1 Thin a Chi Vt 0 0 0 0 0 ng ct 3 2525 \spr\item\script\item_chrismasbox.spr 377 1 1 Nguyn liu dng ch to bnh trung thu 0 0 0 0 0 Bt m 3 2526 \spr\item\script\item_chrismasbox.spr 377 1 1 Nguyn liu dng ch to bnh trung thu 0 0 0 0 0 u xanh 3 2527 \spr\item\script\item_chrismasbox.spr 377 1 1 Nguyn liu dng ch to bnh trung thu 0 0 0 0 0 Bt sen 3 2528 \spr\item\script\item_chrismasbox.spr 377 1 1 Nguyn liu dng ch to bnh trung thu 0 0 0 0 0 Gi tht heo 3 2529 \spr\item\script\item_chrismasbox.spr 377 1 1 Nguyn liu dng ch to bnh trung thu 0 0 0 0 0 Gi tht g 3 2530 \spr\item\script\item_chrismasbox.spr 377 1 1 Dng ch bin bnh trung thu 0 0 0 0 0 Bnh u xanh ho hng 3 2531 \spr\item\script\item_chrismasbox.spr 377 1 1 Mi v bnh thm lng khin khng th cm lng c 0 0 0 0 0 Bnh ht sen ho hng 3 2532 \spr\item\script\item_chrismasbox.spr 377 1 1 Mi v bnh thm lng khin khng th cm lng c 0 0 0 0 0 Bnh trung thu Minh Nguyt 3 2533 \spr\item\script\item_chrismasbox.spr 377 1 1 Mi v bnh thm lng khin khng th cm lng c 0 0 0 0 0 Bnh trung thu Vin Nguyt 3 2534 \spr\item\script\item_chrismasbox.spr 377 1 1 Mi v bnh thm lng khin khng th cm lng c 0 0 0 0 0 Bnh trung thu Hong Nguyt 3 2535 \spr\item\script\item_chrismasbox.spr 377 1 1 Mi v bnh thm lng khin khng th cm lng c 0 0 0 0 0 Huyn Vin D Bo 3 2536 \spr\item\script\item_chrismasbox.spr 377 1 1 Thin a Chi Vt 0 0 0 0 0 Nht Huyn Vin Bo Rng 3 2537 \spr\item\script\item_chrismasbox.spr 377 1 1 Thin a Chi Vt 0 0 0 0 0 Nh Huyn Vin Bo Rng 3 2538 \spr\item\script\item_chrismasbox.spr 377 1 1 Thin a Chi Vt 0 0 0 0 0 Tam Huyn Vin Bo Rng 3 2539 \spr\item\script\item_chrismasbox.spr 377 1 1 Thin a Chi Vt 0 0 0 0 0 T Huyn Vin Bo Rng 3 2540 \spr\item\script\item_chrismasbox.spr 377 1 1 Thin a Chi Vt 0 0 0 0 0 Ng Huyn Vin Bo Rng 3 2541 \spr\item\script\item_chrismasbox.spr 377 1 1 Thin a Chi Vt 0 0 0 0 0 Bnh Ht Sen 3 2542 \spr\item\mid_autumn07\baiyuhanxiang.spr 41 1 1 Bnh trung thu - Mi v bnh thm lng khin khng th cm lng c 0 0 0 0 0 Bnh u Xanh 3 2543 \spr\item\mid_autumn07\baihuashijin.spr 41 1 1 Bnh trung thu - Mi v bnh thm lng khin khng th cm lng c 0 0 0 0 0 Bnh Khoai Mn 3 2544 \spr\item\lottery\huangjinniangao.spr 41 1 1 Bnh trung thu - Mi v bnh thm lng khin khng th cm lng c 0 0 0 0 0 Bnh do 3 2545 \spr\item\script\zhongqiu_jieri\jianyueyuebing.spr 41 1 1 Bnh trung thu - Mi v bnh thm lng khin khng th cm lng c 0 0 0 0 0 Bnh nhn tht 3 2546 \spr\item\script\zhongqiu_jieri\sanyueyuebing.spr 41 1 1 Bnh trung thu - Mi v bnh thm lng khin khng th cm lng c 0 0 0 0 0 Bnh thp cm 3 2547 \spr\item\script\zhongqiu_jieri\200909\qisefurongyuebing.spr 41 1 1 Bnh trung thu - Mi v bnh thm lng khin khng th cm lng c 0 0 0 0 0 Lng n bm bm 3 2548 \spr\item\vietnam\midautumn06\lantern_yello.spr 41 1 1 n trung thu - Sau khi s dng c th triu hi cao th bo v 0 0 0 0 0 n ngi sao 3 2549 \spr\item\vietnam\midautumn06\lantern_blue.spr 41 1 1 n trung thu - Sau khi s dng c th triu hi cao th bo v 0 0 0 0 0 Lng n ng 3 2550 \spr\item\vietnam\midautumn06\lantern_green.spr 41 1 1 n trung thu - Sau khi s dng c th triu hi cao th bo v 0 0 0 0 0 Lng n trn 3 2551 \spr\item\vietnam\midautumn06\lantern_red.spr 41 1 1 n trung thu - Sau khi s dng c th triu hi cao th bo v 0 0 0 0 0 Lng n ko qun 3 2552 \spr\item\mid_autumn07\jinxiadeng.spr 41 1 1 "Lng n c bit, tng cho ch Hng tch ly phn thng" 0 0 0 0 0 Bnh Trung Thu Thnh 3 2553 \spr\item\mid_autumn\yuebing.spr 41 1 1 Sn sinh t Thnh 0 0 0 0 0 Bnh Trung Thu i L 3 2554 \spr\item\mid_autumn\yuebing.spr 41 1 1 Sn sinh t i L 0 0 0 0 0 Bnh Trung Thu Phng Tng 3 2555 \spr\item\mid_autumn\yuebing.spr 41 1 1 Sn sinh t Phng Tng 0 0 0 0 0 Bnh Trung Thu Tng Dng 3 2556 \spr\item\mid_autumn\yuebing.spr 41 1 1 Sn sinh t Tng Dng 0 0 0 0 0 Bnh Trung Thu Bin Kinh 3 2557 \spr\item\mid_autumn\yuebing.spr 41 1 1 Sn sinh t Bin Kinh 0 0 0 0 0 Bnh Trung Thu Lm An 3 2558 \spr\item\mid_autumn\yuebing.spr 41 1 1 Sn sinh t Lm An 0 0 0 0 0 Bnh Trung Thu Dng Chu 3 2559 \spr\item\mid_autumn\yuebing.spr 41 1 1 Sn sinh t Dng Chu 0 0 0 0 0 Mnh bn sn h x tc (1000 mnh) 3 2560 \spr\item\questkey\obj_item_shanhe.spr 351 1 1 Chut phi s dng nhn c 1000 mnh bn sn h x tc. 0 0 0 0 0 Trng mnh hon l bao 3 2561 \spr\item\script\item_chrismasbox.spr 377 1 1 Chut phi s dng nhn c 5 trng mnh hon. 0 0 0 0 0 Gia tc hon l bao 3 2562 \spr\item\script\item_chrismasbox.spr 377 1 1 Chut phi s dng nhn c 5 gia tc hon. 0 0 0 0 0 i lc hon l bao 3 2563 \spr\item\script\item_chrismasbox.spr 377 1 1 Chut phi s dng nhn c 5 i lc hon 0 0 0 0 0 Cao thim hon l bao 3 2564 \spr\item\script\item_chrismasbox.spr 377 1 1 Chut phi s dng nhn c 5 cao thim hon. 0 0 0 0 0 Cao trung hon l bao 3 2565 \spr\item\script\item_chrismasbox.spr 377 1 1 Chut phi s dng nhn c 5 cao trung hon. 0 0 0 0 0 Phi tc hon l bao 3 2566 \spr\item\script\item_chrismasbox.spr 377 1 1 Chut phi s dng nhn c 5 phi tc hon. 0 0 0 0 0 Bng phng hon l bao 3 2567 \spr\item\script\item_chrismasbox.spr 377 1 1 Chut phi s dng nhn 5 bng phng hon. 0 0 0 0 0 Li phng hon l bao 3 2568 \spr\item\script\item_chrismasbox.spr 377 1 1 Chut phi s dng nhn c 5 li phng hon. 0 0 0 0 0 Ha phng hon l bao 3 2569 \spr\item\script\item_chrismasbox.spr 377 1 1 Chut phi s dng nhn 5 ha phng hon. 0 0 0 0 0 c phng hon l bao 3 2570 \spr\item\script\item_chrismasbox.spr 377 1 1 Chut phi s dng nhn c 5 c phng hon. 0 0 0 0 0 Lnh bi vi sn o l bao 3 2571 \spr\item\script\item_chrismasbox.spr 377 1 1 Chut phi s dng nhn c 5 lnh bi vi sn o. 0 0 0 0 0 Lnh Bi GMBOSS 3 2572 \spr\item\songjin\token.spr 41 1 1 "o c chuyn dng trong hot ng gmBoss, xin hy s dng cn thn." 0 0 0 0 0 Hi thin ti to l bao 3 2573 \spr\item\script\caiyao\htzzjn.spr 41 1 1 "Cm nang c cha thay i tri t n dc, bm chut phi ly." 0 0 0 0 0 S Tay Phong Vn Kim Hip 3 2574 \spr\item\worldcup\dalishen_kace.spr 41 1 1 "Mt cun s rt dy nng v p, dng thu thp nhng Th Nhn Vt ca Phong Vn Kim Hip. Sau khi hot ng Quc Khnh kt thc c th n Chng ng Cung N Lm An nhn phn thng phong ph, n Chng ng Cung N Lm An tm hiu thm." 0 0 0 0 0 Th Phomg Vn Kim Hip ( cha m ) 3 2575 \spr\item\lottery\wulincaiquan_red.spr 41 1 1 "Mt tm th v cng hoa l, bn ngoi ca th b mt loi cht liu b n mu vng bao ph, khng th nhn thy c trn th ghi ci g. Nghe n l ch c s dng Huyn Thin Chy mi c th m ra c. Nhn chut phi m, cng c th trc tip a cho Chng ng CUng N Lm An i ly phn thng." 0 0 0 0 0 Th Phomg Vn Kim Hip ( d m ) 3 2576 \spr\item\lottery\wulincaiquan_argent.spr 41 1 1 "Nhn chut phi s a th vo s tay Phong Vn Kim Hip, cng c th trc tip a cho Chng ng Cung N Lm An i ly phn thng." 0 0 0 0 0 Th Nhn Vt Thn B 3 2577 \spr\item\lottery\wulincaiquan.spr 41 1 1 "Mt tm th c bit, khi trong hnh trang c Huyn Thin Chy, non chut phi s dng s nhn c mt tm th bt k trong S Tay Phong Vn Kim Hip." 0 0 0 0 0 Vim Lnh K 3 2578 \spr\item\songjin\token.spr 41 1 1 "Mt trong nhng phn thng Vim bo tng, c th i c nhng vt phm c th." 0 0 0 0 0 Huyn Vin Cm Nang 3 2579 \spr\item\script\item_chrismasbox.spr 41 1 1 "Cn c 500 Huyn Thin Chy m, sau khi m s nhn c mt Huyn Vin Lnh" 0 0 0 0 0 Phong Vn L Hp 3 2580 \spr\item\obj_item_gifts.spr 41 1 1 "Tham gia hot ng Quc Khnh nm 2010Phong Vn Kim Hip nhn c L Hp Thn B, bn trong c nhng loi phn thng" 0 0 0 0 0 Bch Cu Hon K Nng 3 2581 \spr\item\medecine\baijuwan_skill.spr 19 1 1 Nhn chut phi s dng s lm cho tu luyn k nng tng ln 0 0 0 0 0 Nhn Vt Truyn K V Lm (nh) 3 2582 \spr\item\questkey\taskobj022.spr 41 1 1 "Mt cun Th Tch ghi nh li mt phn nhn vt truyn k ca v lm, nhng khng bit ai lm ra n. Sau khi s dng s lm tng tng s lng l 10 tm th ca hot ng thu thp th Phong Vn Kim Hip nm 2010. o c ny s khng nh hng n s lng th trong s tay ca ngi, cng khng h nh hng n nhng phn thng khc tr phn thng xp hng. ( c hiu lc trc 24:00/21/10/2010)" 0 0 0 0 0 Nhn Vt Truyn K V Lm (ln) 3 2583 \spr\item\questkey\taskobj090.spr 41 1 1 "Mt cun Th Tch ghi nh li tt c nhn vt truyn k ca v lm, nhng khng bit ai lm ra n. Sau khi s dng s lm tng tng s lng l 73 tm th ca hot ng thu thp th Phong Vn Kim Hip. o c ny s khng nh hng n s lng th trong s tay ca ngi, cng khng h nh hng n nhng phn thng khc tr phn thng xp hng. ( c hiu lc trc 24:00/21/10/2010)" 0 0 0 0 0 Hoa Hng 3 2584 \spr\item\questkey\taskobj090.spr 41 1 1 Dng tng cho ch em ph n 0 0 0 0 0 Hoa hng 3 2585 \spr\item\questkey\taskobj090.spr 41 1 1 Dng tng cho ch em ph n 0 0 0 0 0 B hoa hng c bit 3 2586 \spr\item\questkey\taskobj090.spr 41 1 1 Dng tng cho ch em ph n 0 0 0 0 0 Nguyn liu gi hoa 3 2587 \spr\item\questkey\taskobj090.spr 41 1 1 Gm cc loi nguyn liu cn thit gi hoa 0 0 0 0 0 i g nng 3 2588 \spr\item\questkey\taskobj090.spr 41 1 1 "Mn n hp dn, nhn thi thy ngon ri" 0 0 0 0 0 Sn heo ram 3 2589 \spr\item\questkey\taskobj090.spr 41 1 1 "Mn n hp dn, nhn thi thy ngon ri" 0 0 0 0 0 B lc lc 3 2590 \spr\item\questkey\taskobj090.spr 41 1 1 "Mn n hp dn, nhn thi thy ngon ri" 0 0 0 0 0 Cm hp l sen 3 2591 \spr\item\questkey\taskobj090.spr 41 1 1 "Mn n hp dn, nhn thi thy ngon ri" 0 0 0 0 0 Xi khc 3 2592 \spr\item\questkey\taskobj090.spr 41 1 1 "Mn n hp dn, nhn thi thy ngon ri" 0 0 0 0 0 u h chin 3 2593 \spr\item\questkey\taskobj090.spr 41 1 1 "Mn n hp dn, nhn thi thy ngon ri" 0 0 0 0 0 Bnh bo tm 3 2594 \spr\item\questkey\taskobj090.spr 41 1 1 "Mn n hp dn, nhn thi thy ngon ri" 0 0 0 0 0 C lc kho t 3 2595 \spr\item\questkey\taskobj090.spr 41 1 1 "Mn n hp dn, nhn thi thy ngon ri" 0 0 0 0 0 L Bao Lin Thnh Chin 3 2596 \spr\item\script\item_chrismasbox.spr 377 1 1 "Nhn chut phi s dng, s nhn c phn thng ngu nhin. Phn thng bang hi chim thnh Lin Thnh Chin" 0 0 0 0 0 Bnh Go 3 2597 \spr\item\script\other\anniversary20\xinyunhuagao.spr 41 1 1 "Bnh Go thm ngon b dng, tng cho ngi gi t lng knh trng. Vt phm nhim v, mi ngy ch c th hon thnh mt ln nhim v ny, c th nhn li." 0 0 0 0 0 Di Lu Thi Vn 3 2598 \spr\item\questkey\taskobj075.spr 375 1 1 "Vt phm nhim v, giao cho Thn B Lo T Dng Chu c th nhn c phn thng.thi hn i n 24:00/31/10" 0 0 0 0 0 N Nhi Hng 3 2599 \spr\item\questkey\taskobj070.spr 41 1 1 "Thiu Hng Giai Nhng, vt phm nhim v, giao cho Thn B lo T Dng Chu v non c Cu Cu L Hpthowig hn i thng 24:00/31/10" 0 0 0 0 0 Long Vn Hng 3 2600 \spr\item\magicscript\qingming2010\qmxiang.spr 41 1 1 "Nhim v vt phm, i thoi vi L Hng bn cnh Thn B Lo Tu, b Long Vn Hng vo s hon thnh nhim v, v nhn c Cu Cu L Bao thi hn i 24:00/31/10" 0 0 0 0 0 Cu Cu L Bao 3 2601 \spr\item\twzhuanyun\zhuanyunbao_small.spr 449 1 1 "Cu Cu Trng Dng, ng cao m tu thng cc hoa. Nhn chut phI m c th non c vt phm thng ngu nhin." 0 0 0 0 0 Cu Cu L Hp 3 2602 \spr\item\script\item_chrismasbox.spr 377 1 1 "Cu Cu Trng Dng, ng cao m tu thng cc hoa. Nhn chut phI m c th non c vt phm thng ngu nhin." 0 0 0 0 0 Di Lu Thi Vn L Hp 3 2603 \spr\item\obj_item_gifts.spr 377 1 1 Sau khi m ra s nhn c 50 Di Lu Thi Vn 0 0 0 0 0 N Nhi Hng Tu n 3 2604 \spr\item\questkey\taskobj071.spr 376 1 1 "Khng Tu n, nhn chut phi s dng v s bi tr i 16 Tinh Luyn Thch, s nhn c 1 N Nhi Hng" 0 0 0 0 0 Huyn C Bo Rng 3 2605 \spr\item\script\event\xuanjibaoxiang.spr 377 1 1 "Hyn C Bo Rng c ct giu, c th ly im s huyn c trong Huyn C Bo tng hp li, n ch Phng Quang Cn i ly phn thng" 0 0 0 0 0 Huyn C Bo 3 2606 \spr\item\script\event\xuanjibaotu.spr 38 1 1 "Mt Bo bn trong c cha im Huyn C, c th t vo trong Huyn C Bo Rng, lm tng thm im s trong Huyn C Bo Rng" 0 0 0 0 0 Trn Nin Lo Gio 3 2607 \spr\item\script\event\chennianlaojiao.spr 376 1 1 "M tu qu him ngn nm, Phng Quang Cn rt l thch th, c th mi Phng Quang Cn nm ththi hn s dng 24:00/30/11/2010" 0 0 0 0 0 Huyn C Bo Cm Nang ( nh) 3 2608 \spr\item\questkey\obj_item_burseb.spr 38 1 1 Nhn chut phi s dng nhn c mt tm Huyn C Bo c cha 90 im Huyn Chn s dng 24:00/30/11/2010 0 0 0 0 0 Huyn C Bo Cm Nang ( ln) 3 2609 \spr\item\questkey\obj_item_burseb.spr 38 1 1 Click chut phi c th nhn c mt tm Huyn C bo ca 900 Huyn C imhn s dng n 24h ngy 30 thng 11 nm 2010. 0 0 0 0 0 Ng Hoa Ngc L cm nang 3 2610 \spr\item\script\wuhuayulujinnang.spr 448 1 1 "Cm nang c cha Ng Hoa Ngc L Hon, bm chut phi nhn" 0 0 0 0 0 Tu Phc Thn Du 3 2611 \spr\item\script\xiufushenyou.spr 41 1 1 "Sa trang b thnh bn ln nht, ch c th sa nhng trang b kha." 0 0 0 0 0 Hnh Hip Lnh 3 2612 \spr\item\script\xingxialing.spr 385 1 1 "Minh chng cho hnh hip giang h, c th i phn thng ti hng rong" 0 0 0 0 0 Kim Tm Hi ng 3 2613 \spr\item\script\zijinghua.spr 330 1 1 "Hoa k l trong truyn thuyt, hoa nh nh kim, ch c kim kh cng lc mnh m mi c th s dng. Ch c th thu thp c ngoi Dng Chu." 0 0 0 0 0 Hip Hng Tho 3 2614 \spr\item\questkey\taskobj101.spr 330 1 1 "Tho dc k l trong truyn thuyt, mi hng k l. Ch c th thu thp c ngoi i L" 0 0 0 0 0 Tnh Ngha Kim Lan 3 2615 \spr\item\yulanpenjie\jinlianhua.spr 330 1 1 "Hoa k l trong truyn thuyt, ngi c tnh c ngha mang ln trn thn mnh c th s dng khng bao gi tn phai, ngi v tnh v ngha th nhanh chng s b ho tn. Ch c th thu thp c ngoi Dng Chu." 0 0 0 0 0 Duyn Trng Thanh Lin 3 2616 \spr\item\mayday07\qingchengxueya.spr 330 1 1 "Hoa k l trong truyn thuyt, hu duyn chi nhn cng eo vo mi c th lm cho n n ti thm. Ch c th thu thp ngoi Phng Tng." 0 0 0 0 0 Th ca Long Nhi 3 2617 \spr\item\questkey\taskobj090.spr 38 1 1 o c nhim v. Th Long Nhi vit cho bng hu. 0 0 0 0 0 Khang Tu 3 2618 \spr\item\medecine\zq_icon_004.spr 376 1 1 "Mt loi ru qu, nghe ni v s rt thch loi ru ny" 0 0 0 0 0 Ty H Long Tnh Tr 3 2619 \spr\item\script\liangcha.spr 41 1 1 "Mt loi tr c bit, nghe ni chng ng cung n rt thch hng v ny." 0 0 0 0 0 T Tm 3 2620 \spr\item\script\event\baozhuangcailiao.spr 41 1 1 Mt loi t tm qu him 0 0 0 0 0 Si ch mu 3 2621 \spr\item\questkey\bingcanwujisi.spr 371 1 1 "Mt loi ch loi mu sc, c th cm n chng ng cung n xem xem" 0 0 0 0 0 Trung Dc 3 2622 \spr\item\questkey\taskobj097.spr 41 1 1 "Mt loi trung dc qu him, c th cm n chng ng cung n xem xem" 0 0 0 0 0 T Tm Hng Bao 3 2623 \spr\item\questkey\taskobj007.spr 41 1 1 "Dng ch luyn thnh hng bao, m ra s c phn thng qu him" 0 0 0 0 0 Ng Sc Hng Bao 3 2624 \spr\item\questkey\obj_item_qingyi.spr 350 1 1 "Hng bao c mu sc rt dim l, m ra s c phn thng qu him" 0 0 0 0 0 Trung Dc Hng Bao 3 2625 \spr\item\questkey\obj_item_hehuan.spr 348 1 1 "Mi hng lan ta nh nhng, m ra s c c phn thng qu him" 0 0 0 0 0 Khang Tu l bao 3 2626 \spr\item\twzhuanyun\zhuanyunbao_small.spr 449 1 1 Bm chut phi s dng s c 2 Khang Tu 0 0 0 0 0 Thn Quy B Huyt n (i) 7 3 2627 \spr\item\medecine\obj-potion02.spr 307 1 1 H tr tt nht khi PK 0 0 0 0 0 Thn Quy B Huyt n (trung) 3 2628 \spr\item\medecine\obj-potion01.spr 18 1 1 H tr tt nht khi PK 0 0 0 0 0 Thn Quy B Huyt n (tiu) 3 2629 \spr\item\medecine\obj-potion01.spr 18 1 1 H tr tt nht khi PK 0 0 0 0 0 Cung Thn Huyt Chin n 3 2630 \spr\item\questkey\003.spr 403 1 1 H tr tt nht khi PK 0 0 0 0 0 Bch Hoa M Tu ( tiu) 3 2631 \spr\item\script\spring2009\wannianqingjiubei.spr 41 1 1 Mt loi vt phm him thy 0 0 0 0 0 Bch Hoa M Tu ( trung ) 3 2632 \spr\item\medecine\zq_icon_004.spr 41 1 1 Mt loi vt phm him thy 0 0 0 0 0 Bch Hoa M Tu ( i ) 3 2633 \spr\item\questkey\taskobj070.spr 41 1 1 Mt loi vt phm him thy 0 0 0 0 0 Bao nguyn liu 3 2634 \spr\item\obj_item_jixiang.spr 347 1 1 C rt nhiu nguyn liu qu him 0 0 0 0 0 B quyt lm ru 3 2635 \spr\item\questkey\taskobj022.spr 385 1 1 B quyt lm ru ngon 0 0 0 0 0 Lnh bi thng hnh 3 2636 \spr\item\questkey\taskobj126.spr 41 1 1 Sau khi s dng c th khng cn tri qua chin u v kho nghim ca c quan m c th vt qua m cung ca Thin Tr Mt Cnh d dng. 50 0 0 0 0 Lnh Bi Thng Hnh t i. 3 2637 \spr\item\questkey\taskobj132.spr 41 1 1 Sau khi t i s dng s lm cho bn v nhng ngi trong t i ca bn khng cn tri qua chin u v kho nghim ca c quan m c th vt qua m cung ca Thin Tr Mt Cnh d dng. 50 0 0 0 0 Mt cy ao g 3 2638 \spr\item\tianchimijing\dao.spr 277 1 1 "Mt Cy ao G, hnh nh l vt m n S Cao Nhn lm tht lc" 0 0 0 0 0 Mt Cy Thng C 3 2639 \spr\item\tianchimijing\qiang.spr 277 1 1 "Mt Cy Thng C, hnh nh l vt m n S Cao Nhn lm tht lc" 0 0 0 0 0 Mt Cy Kim C. 3 2640 \spr\item\questkey\taskobj049.spr 277 1 1 "Mt Cy Kim C, hnh nh l vt m n S Cao Nhn lm tht lc" 0 0 0 0 0 Truyn Tng Ph Thin Tr Mt Cnh tng 4 3 2641 \spr\item\questkey\quyuanmifang.spr 368 1 1 Sau khi s dng c th truyn tng trc tip n Thin Tr Mt Cnh tng 4 0 0 0 0 0 Cm Nang T Mng 3 2642 \spr\item\script\item_chrismasbox.spr 41 1 1 "Cn c 300 Tinh Luyn Thch m ra, sau khi m ra s nhn c m?t T Mng Lnh" 0 0 0 0 0 Qu Tn Hong Kim 3 2643 \spr\item\questkey\huangjinzhiguo.spr 377 1 1 "Qu Hong Kim Thn K, khi n vo s lm tng cng lc" 0 0 0 0 0 Kt Tinh Kim 3 2644 \spr\item\shengdan2010\jinzhijiejing.spr 41 1 1 "Mt loi nguyn liu hp thnh Kt Tinh Mu, c th hp thnh Kt Tinh Mu ti Chng ng Cung N" 0 0 0 0 0 Kt Tinh Mc 3 2645 \spr\item\shengdan2010\muzhijiejing.spr 41 1 1 "Mt loi nguyn liu hp thnh Kt Tinh Mu, c th hp thnh Kt Tinh Mu ti Chng ng Cung N" 0 0 0 0 0 Kt Tinh Thy 3 2646 \spr\item\shengdan2010\shuizhijiejing.spr 41 1 1 "Mt loi nguyn liu hp thnh Kt Tinh Mu, c th hp thnh Kt Tinh Mu ti Chng ng Cung N" 0 0 0 0 0 Kt Tinh Ha 3 2647 \spr\item\shengdan2010\huozhijiejing.spr 41 1 1 "Mt loi nguyn liu hp thnh Kt Tinh Mu, c th hp thnh Kt Tinh Mu ti Chng ng Cung N" 0 0 0 0 0 Kt Tinh Th 3 2648 \spr\item\shengdan2010\tuzhijiejing.spr 41 1 1 "Mt loi nguyn liu hp thnh Kt Tinh Mu, c th hp thnh Kt Tinh Mu ti Chng ng Cung N" 0 0 0 0 0 Kt Tinh Tam Sc 3 2649 \spr\item\shengdan2010\sancaijiejing.spr 41 1 1 Kt tinh c mu sc lp lnh 0 0 0 0 0 Kt Tinh T Sc 3 2650 \spr\item\shengdan2010\sicaijiejing.spr 41 1 1 Kt tinh c mu sc lp lnh 0 0 0 0 0 Ng Thi Kt Tinh 3 2651 \spr\item\shengdan2010\wucaijiejing.spr 41 1 1 Kt tinh c mu sc lp lnh 0 0 0 0 0 Chy ng Nguyn n 3 2652 \spr\item\shengdan2010\yuandantongchui.spr 41 1 1 "Chy ng, c th dng p trng, nhn phn thng" 0 0 0 0 0 Chy Bc Nguyn n 3 2653 \spr\item\shengdan2010\yuandanyinchui.spr 41 1 1 "Chy Bc, c th dng p trng, nhn phn thng" 0 0 0 0 0 Chy Vng Nguyn n 3 2654 \spr\item\shengdan2010\yuandanjinchui.spr 41 1 1 "Chy Vng, c th dng p trng, nhn phn thng" 0 0 0 0 0 Ao Ging Sinh 3 2655 \spr\item\shengdan2010\yuandanjinchui.spr 41 1 1 Ging sinh vui v v an lnh 0 0 0 0 0 M Ging Sinh 3 2656 \spr\item\shengdan2010\yuandanjinchui.spr 41 1 1 Ging sinh vui v v an lnh 0 0 0 0 0 Gng Tay thu hoch 3 2657 \spr\item\shengdan2010\yuandanjinchui.spr 41 1 1 Dng thu thp nguyn liu 0 0 0 0 0 L bao Gng Tay thu hoch 3 2658 \spr\item\shengdan2010\yuandanjinchui.spr 41 1 1 Bn trong c cng c dng thu thp nguyn liu 0 0 0 0 0 Vi Bng 3 2659 \spr\item\shengdan2010\yuandanjinchui.spr 41 1 1 Dng ch to o Ging Sinh 0 0 0 0 0 Hp Ging Sinh Xanh 3 2660 \spr\item\shengdan2010\yuandanjinchui.spr 41 1 1 Ging sinh vui v v an lnh 0 0 0 0 0 Hp Ging Sinh Vng 3 2661 \spr\item\shengdan2010\yuandanjinchui.spr 41 1 1 Ging sinh vui v v an lnh 0 0 0 0 0 Hp Ging Sinh 3 2662 \spr\item\shengdan2010\yuandanjinchui.spr 41 1 1 Ging sinh vui v v an lnh 0 0 0 0 0 Kim Cang Bt Hoi Thn n 3 2663 \spr\item\questkey\003.spr 403 1 1 H tr tt nht khi PK 0 0 0 0 0 Huyt nh Thn Hnh n 3 2664 \spr\item\questkey\003.spr 403 1 1 H tr tt nht khi PK 0 0 0 0 0 Ng Tuyt Bng Tm n 3 2665 \spr\item\questkey\003.spr 403 1 1 H tr tt nht khi PK 0 0 0 0 0 X Li Kim n 3 2666 \spr\item\questkey\003.spr 403 1 1 H tr tt nht khi PK 0 0 0 0 0 Thip Chc Mng 3 2667 \spr\item\questkey\card_bpk.spr 38 1 1 "Xung quanh ngi chc phc tuyt hoa ri xung, Click chut phi s dng." 0 0 0 0 0 Ngc Long Anh Hng Thip 3 2668 \spr\item\questkey\taskobj021.spr 41 1 1 y l thip mi ca Ngc Long Sn Trang gi cho cc anh hng ho kit trong thin h. Click chut phi m ra c 0 0 0 0 0 Ngc Long Lnh Bi 3 2669 \spr\item\script\xiakeling.spr 41 1 1 Tn vt quan trng ca Ngc Long Sn Trang. Dng gia nhp Th Luyn Kim Gia. 0 0 0 0 0 Ngc Long Lnh Bi ( Tng Kim ) 3 2670 \spr\item\script\mingsuling.spr 41 1 1 "Click chut phi vo Lnh Bi ny c th nhn c mt ln nhim v Th Luyn Tng Kim, hon thnh nhim v c th n ch ng Ch ca Th Kim Cc nhn phn thng." 0 0 0 0 0 Ngc Long Lnh Bi ( Lin u) 3 2671 \spr\item\script\mingsuling.spr 41 1 1 "Click chut phi vo lnh bi ny s nhn c 1 ln nhim v Th Luyn Lin u , sau khi hon thnh nhim v c th n ch ng Ch ca Th Kim Cc nhn phn thng." 0 0 0 0 0 Ngc Long Lnh Bi ( Tn S? ) 3 2672 \spr\item\script\mingsuling.spr 41 1 1 "Click chut phi vo lnh bi ny s nhn oc 1 ln nhim v ca Th Luyn Tn S, sau khi hon thnh nhim v n ch ng Ch ca Th Kim Cc nhn thng." 0 0 0 0 0 Ngc Long Lnh Bi ( Phong Ha ) 3 2673 \spr\item\script\mingsuling.spr 41 1 1 "Click chut phi vo Lnh Bi ny c th nhn c mt ln nhim v Th Luyn Phong Ha Lin Thnh, hon thnh nhim v c th n ch ng Ch ca Th Kim Cc nhn phn thng." 0 0 0 0 0 Ngc Long Lnh Bi ( Vt A) 3 2674 \spr\item\script\mingsuling.spr 41 1 1 "Click chut phi vo lnh bi ny c th nhn oc 1 ln nhim v Th Luyn Vt A, sau khi hon thnh nhim v c th n ch ng Ch ca Th Kim Cc nhn phn thng." 0 0 0 0 0 Ngc Long Lnh Bi ( D Tu ) 3 2675 \spr\item\script\mingsuling.spr 41 1 1 "Click chut phi vo lnh bi ny s nhn c 1 ln nhim v Th Luyn D Tu, sau khi hon thnh nhim v c th n ch ng Ch ca Th Kim Cc nhn phn thng" 0 0 0 0 0 Ngc Long Lnh Bi ( Phong Lng ) 3 2676 \spr\item\script\mingsuling.spr 41 1 1 "Click chut phi vo lnh bi ny s nhn oc 1 ln nhim v Th Luyn Phong Lng , sau khi hon thnh nhim v c th n chng Ch ca Th Kim Cc nhn thng" 0 0 0 0 0 Ngc Long Lnh Bi ( st th ) 3 2677 \spr\item\script\mingsuling.spr 41 1 1 "Click chut phi vo lnh bi ny c th nhn oc 1 ln nhim v Th Luyn St Th, sau khi hon thnh c th n ch ng Ch ca Th Kim Cc nhn thng" 0 0 0 0 0 Ngc Long Danh Kim Lc 3 2678 \spr\item\worldcup\dalishen_kace.spr 41 1 1 "Ghi chp li tt c vic thu thp Danh Kim qua cc thi i Trang Ch ca Ngc Long Sn Trang, cn c vo mc lc ca danh Kim ny thu thp Danh Kim, ngy mng 1 mi thng c th n giao cho Chu Qun ca Th Kim Cc i phn thng." 0 0 0 0 0 Mt cy kim khng bit tn 3 2679 \spr\item\questkey\taskobj049.spr 41 1 1 "Mt cy kim v danh, dng 1 Tinh Luyn Thch/100 Tinh Lc th c th gim nh,Kim sau khi gim nh c th thm vo trong Ngc Long Minh Kim Lc" 0 0 0 0 0 Tuyt Linh Chu 3 2680 \spr\item\jianzhong\xuelingzhu.spr 41 1 1 "Tr Thn K, Hn Kh Tp Nhn, sau khi thu thp oc 10 cI, click chut phi 1 ci trong c th hp thnh triu hi Tuyt Linh Chu Hn ca Boss Lnh Bng." 0 0 0 0 0 Tuyt Linh Chu Hn 3 2681 \spr\item\jianzhong\xuelingzhuhun.spr 41 1 1 "Tinh hoa ca Tuyt Linh Chu, click chut phi c th triu hi ra BOSS Lnh Bng ca Kim Gia." 0 0 0 0 0 Cu ca Liu Dc S 3 2682 \spr\item\script\item_huangjintupu.spr 41 1 1 "Click chut phi c th nhn thy cu , xin hy on cu , ly dc liu ca p n v cu cng lc giao cho Liu Dc S." 0 0 0 0 0 Thc a 3 2683 \spr\item\obj_item_jixiang.spr 41 1 1 Thc a 0 0 0 0 0 Mn Thu 3 2684 \spr\item\jianzhong\mantou.spr 41 1 1 Thu thp 10 ci giao cho Qu Ngc c th qua i 0 0 0 0 0 Ninh Thn Ph 3 2685 \spr\item\script\yimingfu.spr 41 1 1 Click chut phi c th gii chong tp th ca Boss Chn Hun Kim Gia to ra 0 0 0 0 0 Cha kha Ngc Long 3 2686 \spr\item\questkey\taskobj092-1.spr 41 1 1 Click chut phi s dng c th qua i hoc m Bia qua i 0 0 0 0 0 Cha Kha ( Phong ) 3 2687 \spr\item\questkey\taskobj092-2.spr 41 1 1 "Click chut phi vo tr ch nh, giao cha kha, nu tn cha kha v tn tr phi hp th m thnh cng." 0 0 0 0 0 Cha Kha ( ng ) 3 2688 \spr\item\questkey\taskobj092-2.spr 41 1 1 "Click chut phi vo tr ch nh, giao cha kha, nu tn cha kha v tn tr phi hp th m thnh cng." 0 0 0 0 0 Cha Kha ( Vn ) 3 2689 \spr\item\questkey\taskobj092-2.spr 41 1 1 "Click chut phi vo tr ch nh, giao cha kha, nu tn cha kha v tn tr phi hp th m thnh cng." 0 0 0 0 0 Cha Kha ( ti) 3 2690 \spr\item\questkey\taskobj092-2.spr 41 1 1 "Click chut phi vo tr ch nh, giao cha kha, nu tn cha kha v tn tr phi hp th m thnh cng." 0 0 0 0 0 Cha Kha ( Khi ) 3 2691 \spr\item\questkey\taskobj092-2.spr 41 1 1 "Click chut phi vo tr ch nh, giao cha kha, nu tn cha kha v tn tr phi hp th m thnh cng." 0 0 0 0 0 Cha Kha ( Nam ) 3 2692 \spr\item\questkey\taskobj092-2.spr 41 1 1 Dng m v tr ch nh Bia . 0 0 0 0 0 Cha Kha ( Ty ) 3 2693 \spr\item\questkey\taskobj092-2.spr 41 1 1 Dng m v tr ch nh Bia . 0 0 0 0 0 Cha Kha ( bc ) 3 2694 \spr\item\questkey\taskobj092-2.spr 41 1 1 Dng m v tr ch nh Bia . 0 0 0 0 0 Kim Thch 3 2695 \spr\item\questkey\taskobj025.spr 41 1 1 Dng m v tr ch nh Bia . 0 0 0 0 0 Mc Thch 3 2696 \spr\item\questkey\taskobj026.spr 41 1 1 Mt trong nhng nguyn liu dng hp thnh tam Sinh Thch. 0 0 0 0 0 Thy Thch 3 2697 \spr\item\questkey\taskobj027.spr 41 1 1 Mt trong nhng nguyn liu dng hp thnh tam Sinh Thch. 0 0 0 0 0 Th Thch 3 2698 \spr\item\questkey\taskobj028.spr 41 1 1 Mt trong nhng nguyn liu dng hp thnh tam Sinh Thch. 0 0 0 0 0 Ha thch 3 2699 \spr\item\questkey\taskobj029.spr 41 1 1 Mt trong nhng nguyn liu dng hp thnh tam Sinh Thch. 0 0 0 0 0 n Nguyn Liu ca Tam Sinh Thch 3 2700 \spr\item\script\item_huangjintupu.spr 41 1 1 "Click chut phi vo n Nguyn Liu c th nhn thy tt c ni dung trn , thu thp n Nguyn Liu ny 3 loi vit ln , i thoi vi Bia c th hp thnh c th triu hi Tam Sinh Thch ca BOSS Thnh Thnh." 0 0 0 0 0 Tam Sinh Thch 3 2701 \spr\item\script\lingshi.spr 41 1 1 Click chut phi c th triu hi ra BOSS Thnh Thnh 0 0 0 0 0 Nguyn Liu ca Cha Kha 3 2702 \spr\item\questkey\taskobj028.spr 41 1 1 Thu thp 10 nguyn liu c th n ch Thnh Thnh hp thnh Cha Kha Ngc Long 0 0 0 0 0 Hi Sinh Ph 3 2703 \spr\item\script\zhongqiu_jieri\gongxuanlingpai.spr 41 1 1 "Click chut phi c th a ngi n chin u ti Kim Gia Mt Phng, ch c th s dng khi ang din ra s kin Kim Gia Mt Phng" 0 0 0 0 0 Mnh S V 3 2704 \spr\item\jianzhong\xuecixiaowan.spr 41 1 1 "o c nhim v, Mnh S V ca Bt B" 0 0 0 0 0 Kim Ngn Hoa 3 2705 \spr\item\jianzhong\jinyinhua.spr 41 1 1 "o c nhim v, hi Ngc Long Y Tin Liu Dc S cn Kim Ngn Hoa." 0 0 0 0 0 Bch Ngc Yn u 3 2706 \spr\item\jianzhong\baiyuyandou.spr 41 1 1 "o c nhim v, Bch Ngc Yn u ca Tng Sinh T" 0 0 0 0 0 Bt Tin H 3 2707 \spr\item\script\xuenianglingzhijiu.spr 41 1 1 "o c nhim v, Bt Tin H ca Tng Khc T" 0 0 0 0 0 Bt Cm St 3 2708 \spr\item\jianzhong\tiefanwan.spr 41 1 1 "o c nhim v, Bt Cm St ca Qu Ngc" 0 0 0 0 0 Hng Khuyn ca Ngc Long Thn Th 3 2709 \spr\item\equip\ring\obj-ring01.spr 41 1 1 "o c nhim v. Kim Quang Lp Lnh, vn d l bo vt eo trn c ca Ngc Long Thn Th." 0 0 0 0 0 Ng Thi Th T 3 2710 \spr\item\questkey\bingcanwujisi.spr 41 1 1 "Khng th xp chng, giao dch, vt ra, by bn, oc bn shop 0 lng." 0 0 0 0 0 Ngc Bi ca C Tuyt St 3 2711 \spr\item\questkey\taskobj140.spr 41 1 1 "Khng th xp chng, giao dch, vt ra, by bn, oc bn shop 0 lng." 0 0 0 0 0 Bng Hn Chi Bi 3 2712 \spr\item\questkey\taskobj024.spr 41 1 1 "Khng th xp chng, giao dch, vt ra, by bn, oc bn shop 0 lng." 0 0 0 0 0 Ru ca L Biu 3 2713 \spr\item\questkey\bingcanwujisi.spr 41 1 1 "Khng th xp chng, giao dch, vt ra, by bn, oc bn shop 0 lng." 0 0 0 0 0 Kim Sc La Hn 3 2714 \spr\item\task\buddha.spr 41 1 1 "Khng th xp chng, giao dch, vt ra, by bn, oc bn shop 0 lng." 0 0 0 0 0 Pht Trn ca Chn Hun 3 2715 \spr\item\jianzhong\zhenyundefuchen.spr 41 1 1 "Khng th xp chng, giao dch, vt ra, by bn, oc bn shop 0 lng." 0 0 0 0 0 Ha H Ly 3 2716 \spr\item\jianzhong\huohuli.spr 41 1 1 "Khng th xp chng, giao dch, vt ra, by bn, oc bn shop 0 lng." 0 0 0 0 0 Kim Phng Thoa ca Vn Di C Nng 3 2717 \spr\item\jianzhong\wenyiguniangdejinfengchai.spr 41 1 1 "Khng th xp chng, giao dch, vt ra, by bn, oc bn shop 0 lng." 0 0 0 0 0 Tng Trng Huyn Phm 3 2718 \spr\item\questkey\001.spr 41 1 1 "Khng th xp chng, giao dch, vt ra, by bn, oc bn shop 0 lng." 0 0 0 0 0 Tranh ca Lu Tun 3 2719 \spr\item\questkey\taskobj141.spr 41 1 1 "Khng th xp chng, giao dch, vt ra, by bn, oc bn shop 0 lng." 0 0 0 0 0 Th tnh L Kin Hng vit cho Vn Di 3 2720 \spr\item\questkey\taskobj091.spr 41 1 1 "Khng th xp chng, giao dch, vt ra, by bn, oc bn shop 0 lng." 0 0 0 0 0 Sinh a 3 2721 \spr\item\obj_item_jixiang.spr 41 1 1 Sinh a 0 0 0 0 0 Hau Phc 3 2722 \spr\item\obj_item_jixiang.spr 41 1 1 Hau Phc 0 0 0 0 0 Mi Dc 3 2723 \spr\item\obj_item_jixiang.spr 41 1 1 Mi Dc 0 0 0 0 0 Xuyn Tm Lin 3 2724 \spr\item\obj_item_jixiang.spr 41 1 1 Xuyn Tm Lin 0 0 0 0 0 Thi T Tham 3 2725 \spr\item\obj_item_jixiang.spr 41 1 1 Thi T Tham 0 0 0 0 0 Ng V T 3 2726 \spr\item\obj_item_jixiang.spr 41 1 1 Ng V T 0 0 0 0 0 Bi Mu 3 2727 \spr\item\obj_item_jixiang.spr 41 1 1 Bi Mu 0 0 0 0 0 Tho Khu 3 2728 \spr\item\obj_item_jixiang.spr 41 1 1 Tho Khu 0 0 0 0 0 Phng K 3 2729 \spr\item\obj_item_jixiang.spr 41 1 1 Phng K 0 0 0 0 0 Bch Hp 3 2730 \spr\item\obj_item_jixiang.spr 41 1 1 Bch Hp 0 0 0 0 0 nhn ng 3 2731 \spr\item\obj_item_jixiang.spr 41 1 1 nhn ng 0 0 0 0 0 tc on 3 2732 \spr\item\obj_item_jixiang.spr 41 1 1 tc on 0 0 0 0 0 Kh Tham 3 2733 \spr\item\obj_item_jixiang.spr 41 1 1 Kh Tham 0 0 0 0 0 n Tham 3 2734 \spr\item\obj_item_jixiang.spr 41 1 1 n Tham 0 0 0 0 0 Xuyn Bi 3 2735 \spr\item\obj_item_jixiang.spr 41 1 1 Xuyn Bi 0 0 0 0 0 ng Quy 3 2736 \spr\item\obj_item_jixiang.spr 41 1 1 ng Quy 0 0 0 0 0 Kim Ngn Hoa 3 2737 \spr\item\obj_item_jixiang.spr 41 1 1 Kim Ngn Hoa 0 0 0 0 0 Dc 3 2738 \spr\item\obj_item_jixiang.spr 41 1 1 Dc 0 0 0 0 0 Giang H Hnh Thn B Bo in 3 2739 \spr\item\change_destiny\gaimingjue.spr 41 1 1 ch c phin bn min ph 0 0 0 0 0 Hng Bao Thm Vin Ngoi 3 2740 \spr\item\questkey\obj_item_burseb.spr 41 1 1 Hng Bao ca Thm Vin Ngoi tng 0 0 0 0 0 Gii Tu Hon 3 2741 \spr\item\questkey\taskobj144.spr 19 1 1 "C th lm cho ngi t trng thi 'say xn' lm tnh tr li, lp tc tham gia trn u ru tip theo" 0 0 0 0 0 Dy Hng 3 2742 \spr\item\newyear2010\.spr 41 1 1 "T Hng Thin L Nhn Duyn, Dy Hng c th gip ngi tm c nhn duyn ca mnh" 0 0 0 0 0 Ht Hoa Hng Nhn 3 2743 \spr\item\questkey\seed_rose.spr 330 1 1 "Click chut phi s dng, bt u chm sc Cy Hoa Hng.cn phi s dng ngoi Tht i Thnh Th v Bt i Tn Th Thn, cn phi t i hai ngi chi khng cng gii tnh, hai ngi chi khng cng gii tnh ny l Phu Th hoc l S Nhn Duyn l s cp ( s cp chn) mi c th trng Ht Ging Cy Hoa Hng, c th trng c Mm Hoa Hng, sau khi Mm Cy Hoa Hng trng thnh c th thu hoch L Hp Hoa Hng." 20 0 0 0 0 u Tng T 3 2744 \spr\item\questkey\seed_rose.spr 380 1 1 "Click chut phi s dng, bt u chm sc 1 Cy Tng T. s dng bn ngoi Tht i Thnh Th v Bt i Tn Th Thn, c th trng c Mm Tng T, khi Mm Tng T trng thnh c th thu hoch L Hp Tng T" 0 0 0 0 0 Ht Cy Tnh Nhn 3 2745 \spr\item\qingren_jieri\200902\qingrenzhongzi.spr 41 1 1 "Click chut phi s dng, bt u chm sc Cy Tnh Nhn.s dng bn ngoi Tht i Thnh Th v Bt i Tn Th Thn, c th trng Mm Cy Tnh Nhn, Mm Cy sau khi ln ln, c th thu hoch L Hp tnh Nhn" 0 0 0 0 0 L Hp Hoa Hng 3 2746 \spr\item\script\item_chrismasbox.spr 377 1 1 C tnh nhn trng Ht Ging Hoa Hng nhn oc L Hp 0 0 0 0 0 L Hp Tng T 3 2747 \spr\item\obj_item_gifts.spr 345 1 1 Ngi Tng T trng cy Tng T nhn c L Hp. 0 0 0 0 0 L Hp Tnh Nhn 3 2748 \spr\item\script\item_chrismasbox.spr 377 1 1 "Thu thp c trn Cy Tnh Nhn, mi mt Cy Tnh Nhn thu thp c 1 ci, m ra s nhn c l vt phong ph." 100 0 0 0 0 Qunh Tng Ngc Dip 3 2749 \spr\item\newyear2010\Һ.spr 41 1 1 C th tng thm mt ln c hi nhn Ht Ging Hoa Hng hoc u Tng T 0 0 0 0 0 Giy Gi Mu 3 2750 \spr\item\vietnam\midautumn06\paper_red.spr 41 1 1 C th ly Giy Gi Mu n Chng ng cung N ng Hng Bao 0 0 0 0 0 Hng Bao Nm Mo(nh) 3 2751 \spr\item\script\spring2010\cailuhongbao.spr 41 1 1 "Tn Nin Tiu Hng Bao, m ra s nhn c tin vn" 0 0 0 0 0 Hng Bao Nm Mo(to) 3 2752 \spr\item\questkey\obj_item_burseb.spr 41 1 1 "Tn Nin i Hng Bao, m ra s nhn c Hn Nguyn Linh L" 0 0 0 0 0 L Bao Tn Nin Nm Mo 3 2753 \spr\item\obj_item_giftb.spr 41 1 1 "Nm Mo n, chc mi ngi mt nm Mo i Ct i Li, Vn S Nh Y" 0 0 0 0 0 Pho Nm Mi 3 2754 \spr\item\script\spring2007\xinnian_lihua.spr 41 1 1 "2/2~4/2 t, non c nhiu kinh nghim" 0 0 0 0 0 Pho Tit Nguyn Tiu 3 2755 \spr\item\magic\icon_item_baozhu.spr 41 1 1 C th t vo 17/2 s nhn c nhiu kinh nghim 0 0 0 0 0 Thanh Cu Thch 3 2756 \spr\item\zhuangbeilingshi\qingjushi.spr 41 1 1 Mt loi Bo Thch dng ch to trang b 0 0 0 0 0 Vn Lc Thch 3 2757 \spr\item\zhuangbeilingshi\yunlushi.spr 41 1 1 Mt loi Bo Thch dng ch to trang b 0 0 0 0 0 Thng Lang Thch 3 2758 \spr\item\zhuangbeilingshi\canglangshi.spr 41 1 1 Mt loi Bo Thch dng ch to trang b 0 0 0 0 0 Huyn Vin Thch 3 2759 \spr\item\zhuangbeilingshi\xuanyuanshi.spr 41 1 1 Mt loi Bo Thch dng ch to trang b 0 0 0 0 0 Ph T Mng Khi 3 2760 \spr\item\script\item_huangjintupu.spr 41 1 1 Nguyn liu cn thit ch to trang b T Mng 0 0 0 0 0 Ph T Mng Y 3 2761 \spr\item\script\item_huangjintupu.spr 41 1 1 Nguyn liu cn thit ch to trang b T Mng 0 0 0 0 0 Ph T Mng Hi 3 2762 \spr\item\script\item_huangjintupu.spr 41 1 1 Nguyn liu cn thit ch to trang b T Mng 0 0 0 0 0 Ph T Mng Yu i 3 2763 \spr\item\script\item_huangjintupu.spr 41 1 1 Nguyn liu cn thit ch to trang b T Mng 0 0 0 0 0 Ph T Mng H Uyn 3 2764 \spr\item\script\item_huangjintupu.spr 41 1 1 Nguyn liu cn thit ch to trang b T Mng 0 0 0 0 0 Ph T Mng Hng Lin 3 2765 \spr\item\script\item_huangjintupu.spr 41 1 1 Nguyn liu cn thit ch to trang b T Mng 0 0 0 0 0 Ph T Mng Bi 3 2766 \spr\item\script\item_huangjintupu.spr 41 1 1 Nguyn liu cn thit ch to trang b T Mng 0 0 0 0 0 Ph T Mng Thng Gii Ch 3 2767 \spr\item\script\item_huangjintupu.spr 41 1 1 Nguyn liu cn thit ch to trang b T Mng 0 0 0 0 0 Ph T Mng H Gii Ch 3 2768 \spr\item\script\item_huangjintupu.spr 41 1 1 Nguyn liu cn thit ch to trang b T Mng 0 0 0 0 0 Ph T Mng Kh Gii 3 2769 \spr\item\script\item_huangjintupu.spr 41 1 1 Nguyn liu cn thit ch to trang b T Mng 0 0 0 0 0 Bo Rng T Mng Khi 3 2770 \spr\item\script\item_zimangbaoxiang.spr 41 1 1 Bo Rng Trang B T Mng 0 0 0 0 0 Trang B T Mng Y 3 2771 \spr\item\script\item_zimangbaoxiang.spr 41 1 1 Bo Rng Trang B T Mng 0 0 0 0 0 Bo Rng T Mng Hi 3 2772 \spr\item\script\item_zimangbaoxiang.spr 41 1 1 Bo Rng Trang B T Mng 0 0 0 0 0 Bo Rng T Mng Yu i 3 2773 \spr\item\script\item_zimangbaoxiang.spr 41 1 1 Bo Rng Trang B T Mng 0 0 0 0 0 Bo Rng T Mng H Uyn 3 2774 \spr\item\script\item_zimangbaoxiang.spr 41 1 1 Bo Rng Trang B T Mng 0 0 0 0 0 Bo Rng T Mng Hng Lin 3 2775 \spr\item\script\item_zimangbaoxiang.spr 41 1 1 Bo Rng Trang B T Mng 0 0 0 0 0 Bo Rng T Mng Bi 3 2776 \spr\item\script\item_zimangbaoxiang.spr 41 1 1 Bo Rng Trang B T Mng 0 0 0 0 0 Bo Rng Trang B T Mng Thng Gii Ch 3 2777 \spr\item\script\item_zimangbaoxiang.spr 41 1 1 Bo Rng Trang B T Mng 0 0 0 0 0 Trang B T Mng H Gii Ch 3 2778 \spr\item\script\item_zimangbaoxiang.spr 41 1 1 Bo Rng Trang B T Mng 0 0 0 0 0 Bo Rng T Mng Kh Gii 3 2779 \spr\item\script\item_zimangbaoxiang.spr 41 1 1 Bo Rng Trang B T Mng 0 0 0 0 0 T Mng Gim nh Ph 3 2780 \spr\item\script\item_zimangjiandingfu.spr 41 1 1 Dng gim nh Trang B T Mng 0 0 0 0 0 T Mng Quy Nguyn Ph 3 2781 \spr\item\script\item_zimangguiyuanfu.spr 41 1 1 Dng i Bo Rng Trang B T Mng 0 0 0 0 0 Thng g 3 2782 \spr\item\zhishujie2011\ľͰ.spr 41 1 1 "C th dng Thng G n bn m Nc Chu Tin Trn, Long Tuyn Thn hoc l Thch C Trn ly nc, n cnh m Nc click chut phi vo Thng G l c th ly nc" 0 0 0 0 0 Thng Nc y 3 2783 \spr\item\zhishujie2011\װˮľͰ.spr 41 1 1 "C th giao cho Lo Nng Cn C, nhn phn thng" 0 0 0 0 0 Long m Thnh Thy 3 2784 \spr\item\script\other\anniversary20\qifushenshui.spr 41 1 1 Giao cho Lo Nng Cn C s nhn c phn thnghot ng din ra n 24h ngy 04 thng 04 nm 2011 0 0 0 0 0 Nhn Tm Ph 3 2785 \spr\item\special\Obj_TownPortal.spr 38 1 1 "Bn trong n cha nhiu huyn nng, mang theo bn ngi s mang li nhiu mai mn" 100 0 0 0 0 Lam Bo Hp 3 2786 \spr\item\script\lanse_lipinhe.spr 370 1 1 Cha ng nhiu iu k diu bn trong 0 0 0 0 0 Hong Bo Hp 3 2787 \spr\item\script\huangse_lipinhe.spr 370 1 1 Cha ng nhiu iu k diu bn trong 0 0 0 0 0 Vng Hoa Quc Khnh 3 2788 \spr\item\yulanpenjie\jinlianhuahuan.spr 41 2 1 Vng Hoa k nim ngy Quc Khnh. 20 0 0 0 0 Vng Hoa c Lp 3 2789 \spr\item\yulanpenjie\huolianhuahuan.spr 41 2 1 Vng Hoa k nim ngy Quc Khnh. 20 0 0 0 0 Vng Hoa T Do 3 2790 \spr\item\yulanpenjie\shuilianhuahuan.spr 41 2 1 Vng Hoa k nim ngy Quc Khnh. 20 0 0 0 0 Hng Bao Cu Lc B 3 2791 \spr\item\event\jiefang_jieri\200904\zhanshengbao.spr 41 1 1 c phm t Hong cung - Ch dnh cho cc Cu lc b V Lm Truyn K 0 0 0 0 0 Bo Rng Thn B 3 2792 \spr\item\oldbox\oldbox.spr 41 1 1 Bn trong cha nhiu bo vt qu him trong thin h. m ra phi tm 1 cha kha c cng m s 0 0 0 0 0 Cha Kha Vn Nng 3 2793 \spr\item\questkey\taskobj092-2.spr 41 1 1 Cha kha m Bo rng thn b.Ch m c bo rng c cng m s 0 0 0 0 0 Nh H Ba 3 2794 \spr\item\script\spring2010\baguafu.spr 41 1 1 "Bn trong n cha nhiu huyn nng, s dng s mang li nhiu mai mn" 0 0 0 0 0 Tam H Ba 3 2795 \spr\item\script\spring2010\baguafu.spr 41 1 1 "Bn trong n cha nhiu huyn nng, s dng s mang li nhiu mai mn" 0 0 0 0 0 a Linh Ph 3 2796 \spr\item\special\Obj_TownPortal.spr 38 1 1 "Bn trong n cha nhiu huyn nng, mang theo bn ngi s mang li nhiu mai mn" 100 0 0 0 0 Thin Linh Ph 3 2797 \spr\item\special\Obj_TownPortal.spr 38 1 1 "Bn trong n cha nhiu huyn nng, mang theo bn ngi s mang li nhiu mai mn" 100 0 0 0 0 Nh H Ba L Bao 3 2798 \spr\item\script\item_chrismasbox.spr 377 1 1 Chut phi s dng nhn c 4 Nh H Ba. 0 0 0 0 0 a Linh Ph L Bao 3 2799 \spr\item\script\item_chrismasbox.spr 377 1 1 Chut phi s dng nhn c 2 a Linh Ph. 0 0 0 0 0 Long u 3 2800 \spr\item\questkey\dragonhead.spr 428 1 1 Mt phn ca rng thing ngn nm 100 0 0 0 0 Long Thn 3 2801 \spr\item\questkey\dragonbody.spr 428 1 1 Mt phn ca rng thing ngn nm 100 0 0 0 0 Long V 3 2802 \spr\item\questkey\dragontail.spr 428 1 1 Mt phn ca rng thing ngn nm 100 0 0 0 0 Cng Trng Lnh 3 2803 \spr\item\questkey\006.spr 41 1 1 Phn thng xng ng cho nhng cao th gp cng cho mng i l ca dn tc 100 0 0 0 0 Thng Thin Lnh(Tiu) 3 2804 \spr\item\questkey\taskobj021.spr 41 1 1 Bo vt ngn nm tng trng cho Thng Long - H Ni qua 1000 nm lch s 100 0 0 0 0 Thng Thin Lnh(Trung) 3 2805 \spr\item\questkey\taskobj021.spr 41 1 1 Bo vt ngn nm tng trng cho Thng Long - H Ni qua 1000 nm lch s 100 0 0 0 0 Thng Thin Lnh(i) 3 2806 \spr\item\questkey\taskobj021.spr 41 1 1 Bo vt ngn nm tng trng cho Thng Long - H Ni qua 1000 nm lch s 100 0 0 0 0 Thin Nin Thng Long(tiu) 3 2807 \spr\item\questkey\long.spr 41 1 1 Mng i l 1000 nm Thng Long - H Ni 100 0 0 0 0 Thin Nin Thng Long(trung) 3 2808 \spr\item\questkey\long.spr 41 1 1 Mng i l 1000 nm Thng Long - H Ni 100 0 0 0 0 Thin Nin Thng Long(i) 3 2809 \spr\item\questkey\long.spr 41 1 1 Mng i l 1000 nm Thng Long - H Ni 100 0 0 0 0 Thng Long Lnh 3 2810 \spr\item\questkey\taskobj126.spr 41 1 1 S dng i ly 2 Thng Thin Lnh (i) 100 0 0 0 0 Lam Thch 3 2811 \spr\item\christmas\high_blue.spr 41 1 1 "Bo thch th, cn tinh luyn mi c th s dng." 100 0 0 0 0 Hong Thch 3 2812 \spr\item\christmas\high_yellow.spr 41 1 1 "Bo thch th, cn tinh luyn mi c th s dng." 100 0 0 0 0 T Thch 3 2813 \spr\item\christmas\high_purple.spr 41 1 1 "Bo thch th, cn tinh luyn mi c th s dng." 100 0 0 0 0 Lam Bng Tinh 3 2814 \spr\item\vnxmas2007\shui_bingjin.spr 41 1 1 "Bng thch tinh xo, c x l cng phu." 100 0 0 0 0 Hong Bng Tinh 3 2815 \spr\item\vnxmas2007\jin_bingjin.spr 41 1 1 "Bng thch tinh xo, c x l cng phu." 100 0 0 0 0 T Bng Tinh 3 2816 \spr\item\vnxmas2007\huo_bingjin.spr 41 1 1 "Bng thch tinh xo, c x l cng phu." 100 0 0 0 0 Linh Dc Thnh 3 2817 \spr\item\questkey\003.spr 41 1 1 "Linh Dc ngn nm, c cng dng thng kinh mch" 100 0 0 0 0 Linh Dc i L 3 2818 \spr\item\questkey\003.spr 41 1 1 "Linh Dc ngn nm, c cng dng thng kinh mch" 100 0 0 0 0 Linh Dc Phng Tng 3 2819 \spr\item\questkey\003.spr 41 1 1 "Linh Dc ngn nm, c cng dng thng kinh mch" 100 0 0 0 0 Linh Dc Tng Dng 3 2820 \spr\item\questkey\003.spr 41 1 1 "Linh Dc ngn nm, c cng dng thng kinh mch" 100 0 0 0 0 Linh Dc Bin Kinh 3 2821 \spr\item\questkey\003.spr 41 1 1 "Linh Dc ngn nm, c cng dng thng kinh mch" 100 0 0 0 0 Linh Dc Lm An 3 2822 \spr\item\questkey\003.spr 41 1 1 "Linh Dc ngn nm, c cng dng thng kinh mch" 100 0 0 0 0 Linh Dc Dng Chu 3 2823 \spr\item\questkey\003.spr 41 1 1 "Linh Dc ngn nm, c cng dng thng kinh mch" 100 0 0 0 0 Kt Tinh Kim 3 2824 \spr\item\vnxmas2007\jin_bingjin.spr 41 1 1 "Mt loi vt liu ca kt tinh ng sc hp thnh, c hiu lc ca kt tinh Kim" 0 0 0 0 0 Kt Tinh Mc 3 2825 \spr\item\vnxmas2007\mu_bingjin.spr 41 1 1 "Mt loi vt liu ca kt tinh ng sc hp thnh, c hiu lc ca kt tinh Mc" 0 0 0 0 0 Kt Tinh Thy 3 2826 \spr\item\vnxmas2007\shui_bingjin.spr 41 1 1 "Mt loi vt liu ca kt tinh ng sc hp thnh, c hiu lc ca kt tinh Thy" 0 0 0 0 0 Kt Tinh Ha 3 2827 \spr\item\vnxmas2007\huo_bingjin.spr 41 1 1 "Mt loi vt liu ca kt tinh ng sc hp thnh, c hiu lc ca kt tinh Ha" 0 0 0 0 0 Kt Tinh Th 3 2828 \spr\item\vnxmas2007\tu_bingjin.spr 41 1 1 "Mt loi vt liu ca kt tinh ng sc hp thnh, c hiu lc ca kt tinh Th" 0 0 0 0 0 Lnh Bi Triu Hi 3 2829 \spr\item\questkey\006.spr 41 1 1 Lnh bi triu gi Phin V 0 0 0 0 0 Kt Tinh Ng Sc 3 2830 \spr\item\vnxmas2007\wuse_bingjin.spr 41 1 1 Kt tinh y mu sc 0 0 0 0 0 Kt Tinh T Sc 3 2831 \spr\item\vietnam\midautumn06\lantern_blue.spr 41 1 1 Kt tinh y mu sc 0 0 0 0 0 Kt Tinh Tam Sc 3 2832 \spr\item\vietnam\midautumn06\lantern_blue.spr 41 1 1 Kt tinh y mu sc 0 0 0 0 0 Ngi Sao May Mn 3 2833 \spr\script\item\shengdan_jieri\200811\shengdanxing.spr 41 1 1 Mt ngi sao c th em li may mn cho bn 0 0 0 0 0 Ngi Sao An Lnh 3 2834 \spr\item\vietnam\christmas2009\xinyuanxingxing.spr 41 1 1 Mt ngi sao em li bnh an 0 0 0 0 0 Ngi Sao Hnh Phc 3 2835 \spr\item\vietnam\shengli_wujiaoxing.spr 41 1 1 Hnh phc mm ci vi nhng ai gp c ngi sao ny 0 0 0 0 0 Ngi Sao Trng 3 2836 \spr\item\vietnam\christmas2009\xuehua.spr 41 1 1 Mt ngi sao trng nh tuyt 0 0 0 0 0 Cy Thng 3 2837 \spr\item\christmas2006\xmastree.spr 41 1 1 "Mt cy thng rt p, c th tng Chng ng Cung N trang tr m ging sinh" 0 0 0 0 0 Phong Vn Chiu Binh Lnh 3 2838 \spr\item\questkey\taskobj126.spr 41 1 1 Lnh bi tham gia chin trng Phong Vn 0 0 0 0 0 Phong Vn Chiu Binh L Bao 3 2839 \spr\item\script\item_chrismasbox.spr 377 1 1 L bao Phong Vn Chiu Binh Lnh 0 0 0 0 0 Giy Gi Bnh 3 2840 \spr\item\script\bolizhi.spr 41 1 1 Mt loi nguyn liu dng trang tr mn n c truyn 0 0 0 0 0 Bnh Chng 3 2841 \spr\item\yn_chunjie\yn_chunbing_bei.spr 440 1 1 Bnh thm ngon mang li cm gic m p ngy xun 0 0 0 0 0 Bnh Tt 3 2842 \spr\item\yn_chunjie\yn_chunbing_nan.spr 439 1 1 Hng v ngt ngo ta lan 0 0 0 0 0 Thip Nm Mi 3 2843 \spr\item\questkey\card_xnk.spr 38 1 1 Thip cha ng nhng li chc tt lnh 0 0 0 0 0 Bnh Chng c Bit 3 2844 \spr\item\yn_chunjie\yn_chunbing_bei.spr 440 1 1 Tinh hoa ca t tri hi ha trong tng hng v 0 0 0 0 0 Thip Xun 3 2845 \spr\item\script\spring2010\chunjieheka.spr 41 1 1 Thip mang y mu sc ca xun 0 0 0 0 0 Bao L X Nm Mi 3 2846 \spr\item\newyear0901\facaihongbao.spr 41 1 1 An khang thnh vng 0 0 0 0 0 Nh L Bao(Tiu) 3 2847 \spr\item\script\pingzi\200805\daxilibao.spr 41 1 1 Vn S Nh 0 0 0 0 0 Nh L Bao(Trung) 3 2848 \spr\item\script\pingzi\200805\daxilibao.spr 41 1 1 Vn S Nh 0 0 0 0 0 Nh L Bao(i) 3 2849 \spr\item\script\pingzi\200805\daxilibao.spr 41 1 1 Vn S Nh 0 0 0 0 0 ԽԶ169 3 2850 \spr\item\script\shangshixiguo.spr 41 1 1 ԽԶ170 0 0 0 0 0 ԽԶ149 3 2851 \spr\item\script\item_baibaoxiang.spr 41 1 1 ԽԶ41 0 0 0 0 0 ԽԶ11 3 2852 \spr\item\oldbox\oldbox.spr 41 1 1 ԽԶ150 0 0 0 0 0 ԽԶ21 3 2853 \spr\item\songjin\token.spr 385 1 1 ԽԶ65 0 0 0 0 0 ԽԶ80 3 2854 \spr\item\questkey\taskobj092.spr 41 1 1 ԽԶ2 100 0 0 0 0 ԽԶ19 3 2855 \spr\item\script\seven_city_war\tianshusuipian.spr 41 1 1 ԽԶ17 0 0 0 0 0 ԽԶ43 3 2856 \spr\item\script\seven_city_war\dajibaoxiang.spr 41 1 1 ԽԶ35 0 0 0 0 0 ԽԶ151 3 2857 \spr\item\vietnam\midautumn06\lantern_yello.spr 451 1 1 ԽԶ148 1500 0 0 0 0 ԽԶ152 3 2858 \spr\item\vietnam\midautumn06\lantern_blue.spr 452 1 1 ԽԶ148 3000 0 0 0 0 ԽԶ153 3 2859 \spr\item\vietnam\midautumn06\lantern_green.spr 453 1 1 ԽԶ148 5000 0 0 0 0 ԽԶ154 3 2860 \spr\item\vietnam\midautumn06\lantern_red.spr 454 1 1 ԽԶ148 15000 0 0 0 0 ԽԶ155 3 2861 \spr\item\vietnam\midautumn06\lantern_orange.spr 455 1 1 ԽԶ148 30000 0 0 0 0 ԽԶ156 3 2862 \spr\item\vietnam\midautumn06\lantern_full.spr 456 2 2 ԽԶ148 60000 0 0 0 0 ԽԶ104 3 2863 \spr\item\script\item_baibaoxiang.spr 41 1 1 ԽԶ126 0 0 0 0 0 ԽԶ12 3 2864 \spr\item\script\yunyoulihe.spr 433 1 1 ԽԶ1 0 0 0 0 0 ԽԶ157 3 2865 \spr\item\questkey\dragonhead.spr 428 1 1 ԽԶ1 100 0 0 0 0 ԽԶ158 3 2866 \spr\item\questkey\dragonbody.spr 428 1 1 ԽԶ1 100 0 0 0 0 ԽԶ159 3 2867 \spr\item\questkey\dragontail.spr 428 1 1 ԽԶ1 100 0 0 0 0 ԽԶ171 3 2868 \spr\item\questkey\006.spr 336 1 1 ԽԶ6 100 0 0 0 0 ԽԶ172 3 2869 \spr\item\questkey\006.spr 336 1 1 ԽԶ6 100 0 0 0 0 ԽԶ173 3 2870 \spr\item\questkey\006.spr 336 1 1 ԽԶ6 100 0 0 0 0 ԽԶ174 3 2871 \spr\item\questkey\006.spr 336 1 1 ԽԶ6 100 0 0 0 0 ԽԶ175 3 2872 \spr\item\questkey\006.spr 336 1 1 ԽԶ6 100 0 0 0 0 ԽԶ176 3 2873 \spr\item\questkey\006.spr 336 1 1 ԽԶ6 100 0 0 0 0 ԽԶ177 3 2874 \spr\item\questkey\006.spr 336 1 1 ԽԶ6 100 0 0 0 0 ԽԶ178 3 2875 \spr\item\questkey\006.spr 336 1 1 ԽԶ6 100 0 0 0 0 ԽԶ160 3 2876 \spr\item\jiefang2010\jinniantie.spr 41 1 1 ԽԶ79 0 0 0 0 0 ԽԶ82 3 2877 \spr\item\script\jingcaigongke.spr 41 1 1 ԽԶ161 0 0 0 0 0 ԽԶ162 3 2878 \spr\item\script\haogongke.spr 41 1 1 ԽԶ118 0 0 0 0 0 ԽԶ33 3 2879 \spr\item\script\seven_city_war\tianshusuipian.spr 387 1 1 ԽԶ14 0 0 0 0 0 Hng Bao Cu Lc B 3 2880 \spr\item\event\jiefang_jieri\200904\zhanshengbao.spr 41 1 1 c phm t Hong cung - Ch dnh cho cc Cu lc b V Lm Truyn K 0 0 0 0 0 Vng Hoa Quc Khnh 3 2881 \spr\item\yulanpenjie\jinlianhuahuan.spr 41 2 1 Vng Hoa k nim ngy Quc Khnh. 20 0 0 0 0 Vng Hoa c Lp 3 2882 \spr\item\yulanpenjie\huolianhuahuan.spr 41 2 1 Vng Hoa k nim ngy Quc Khnh. 20 0 0 0 0 Vng Hoa T Do 3 2883 \spr\item\yulanpenjie\shuilianhuahuan.spr 41 2 1 Vng Hoa k nim ngy Quc Khnh. 20 0 0 0 0 Bo Rng Thn B 3 2884 \spr\item\oldbox\oldbox.spr 41 1 1 Bn trong cha nhiu bo vt qu him trong thin h. m ra phi tm 1 cha kha c cng m s 0 0 0 0 0 Cha Kha Vn Nng 3 2885 \spr\item\questkey\taskobj092-2.spr 41 1 1 Cha kha m Bo rng thn b.Ch m c bo rng c cng m s 0 0 0 0 0 Nh H Ba 3 2886 \spr\item\script\spring2010\baguafu.spr 41 1 1 "Bn trong n cha nhiu huyn nng, s dng s mang li nhiu mai mn" 0 0 0 0 0 Tam H Ba 3 2887 \spr\item\script\spring2010\baguafu.spr 41 1 1 "Bn trong n cha nhiu huyn nng, s dng s mang li nhiu mai mn" 0 0 0 0 0 a Linh Ph 3 2888 \spr\item\special\Obj_TownPortal.spr 38 1 1 "Bn trong n cha nhiu huyn nng, mang theo bn ngi s mang li nhiu mai mn" 100 0 0 0 0 Thin Linh Ph 3 2889 \spr\item\special\Obj_TownPortal.spr 38 1 1 "Bn trong n cha nhiu huyn nng, mang theo bn ngi s mang li nhiu mai mn" 100 0 0 0 0 Nh H Ba L Bao 3 2890 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Mi ngy c 2 t nhn thng: Trc 14h00 v sau 14h00. Ch c tc dng vi nhng nhn vt ang tham gia chng trnh Thp Nin Lnh Bi 0 0 0 0 0 Cu nin trng phng lnh bi - Kim Bo Rng 3 3080 \spr\item\script\xuantiebaoxian.spr 433 1 1 Phn thng trang b Kim t chng trnh Bch Nin Hi Ng Lnh Bi. S dng nhn c: 0 0 0 0 0 Cu nin trng phng lnh bi - Bch H Bo Rng 3 3081 \spr\item\script\xuantiebaoxian.spr 433 1 1 Phn thng trang b Bch H t chng trnh Bch Nin Hi Ng Lnh Bi. 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Phn kim loi l 4.9kg ""vng nguyn khi 18 carat"" v hai lp malachit." 0 0 0 0 0 Bn Tay Vng 3 3135 \spr\vng\item\201406_worldcup\bantayvang.spr 41 1 1 Phn thng khi s dng 68 chic cup v ch. Ch c s dng 1 ln. 0 0 0 0 0 Chic Giy Vng 3 3136 \spr\vng\item\201406_worldcup\chiecgiayvang.spr 41 1 1 Phn thng khi s dng 168 chic cup v ch. Ch c s dng 1 ln. 0 0 0 0 0 Qu Bng Vng 3 3137 \spr\vng\item\201406_worldcup\quabongvang.spr 41 1 1 Phn thng khi s dng 368 chic cup v ch. 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Xch Ln Bo Rng 3 3187 \spr\item\script\xuantiebaoxian.spr 433 1 1 Phn thng trang b Xch Ln t chng trnh Bch Nin Hi Ng Lnh Bi. S dng nhn c: 0 0 0 0 0 Cha Kha ng 3 3188 \spr\vng\item\130320_event_cuoi_thang_3\keyvang.spr 387 1 1 Dng m Rng ng 0 0 0 0 0 Cha Kha Bc 3 3189 \spr\vng\item\130320_event_cuoi_thang_3\keybac.spr 387 1 1 Dng m Rng Bc 0 0 0 0 0 Cha Kha Ng Sc 3 3190 \spr\vng\item\130320_event_cuoi_thang_3\keyngusac.spr 387 1 1 Dng m Rng Ng Sc 0 0 0 0 0 Rng Ng Sc 3 3191 \spr\vng\item\130320_event_cuoi_thang_3\ruongngusac.spr 387 1 1 Cn 1 Cha Kha Ng Sc v chut phi s dng nhn phn thng 0 0 0 0 0 Rng ng 3 3192 \spr\vng\item\130320_event_cuoi_thang_3\ruongvang.spr 387 1 1 Cn 1 Cha Kha ng v chut phi s dng nhn phn thng 0 0 0 0 0 Rng Bc 3 3193 \spr\vng\item\130320_event_cuoi_thang_3\ruongbac.spr 387 1 1 Cn 1 Cha Kha Bc v chut phi s dng nhn phn thng 0 0 0 0 0 New item 3 3194 \spr\vng\item\130327_event_thang_4\hanhquanlenh.spr 387 1 1 Dng np cho Npc i S Hot ng nhn phn thng 0 0 0 0 0 New item 3 3195 \spr\vng\item\130327_event_thang_4\huyhieu1sao.spr 387 1 1 Mang li Npc i S Hot ng ghp thnh phn thng 0 0 0 0 0 New item 3 3196 \spr\vng\item\130327_event_thang_4\huyhieu2sao.spr 387 1 1 Mang li Npc i S Hot ng ghp thnh phn thng 0 0 0 0 0 New item 3 3197 \spr\vng\item\130327_event_thang_4\huyhieu3sao.spr 387 1 1 Mang li Npc i S Hot ng ghp thnh phn thng 0 0 0 0 0 New item 3 3198 \spr\vng\item\130327_event_thang_4\hophuyhieu.spr 387 1 1 S dng nhn c 20 Huy Hiu 3 Sao 0 0 0 0 0 New item 3 3199 \spr\vng\item\130327_event_thang_4\huyhieu4sao.spr 387 1 1 S dng nhn c 1.000.000 im kinh nghim 0 0 0 0 0 New item 3 3200 \spr\vng\item\130327_event_thang_4\saovang.spr 387 1 1 S dng nhn c 2.000.000 im kinh nghim 0 0 0 0 0 New item 3 3201 \spr\vng\item\130327_event_thang_4\saodo.spr 387 1 1 S dng nhn c 3.000.000 im kinh nghim 0 0 0 0 0 New item 3 3202 \spr\vng\item\130327_event_thang_4\huyhieudaisoai.spr 387 1 1 S dng nhn c phn thng 0 0 0 0 0 New item 3 3203 \spr\vng\item\130327_event_thang_4\huyhieuchiencong.spr 387 1 1 Mang li Npc i S Hot ng ghp thnh phn thng 0 0 0 0 0 New item 3 3204 spr\vng\item\120530_lua_nuoc\tuihuong.spr 387 1 1 Dng np cho Npc i S Hot ng tham gia hot ng ua Top server 0 0 0 0 0 Khiu Chin Lnh i L Bao 3 3205 \spr\item\obj_item_jixiang.spr 387 1 1 S dng nhn c 10.000 Khiu Chin Lnh cho bang hi 0 0 0 0 0 Lnh Bi Tin C THDNB 15 3 3206 \spr\item\questkey\taskobj126.spr 387 1 1 Dng np cho Npc Chng ng Cung N tin c bang hi tham gia Thin H Nht Bang 15 0 0 0 0 0 i Gia Hn Ph 3 3207 \spr\item\questkey\taskobj119.spr 38 1 1 S dng thit lp trang sc c hn s dng thnh 30 ngy 0 0 0 0 0 Hp Cha Kha Vng 3 3208 \spr\item\script\item_chrismasbox.spr 377 1 1 S dng nhn c 3 Cha Kha Vng 0 0 0 0 0 New item 3 3209 \spr\vng\item\130503_event_thang_5\luoikiem.spr 387 1 1 Mang li Npc i S Hot ng ghp thnh vt phm 0 0 0 0 0 New item 3 3210 \spr\vng\item\130503_event_thang_5\chuoikiem.spr 387 1 1 Mang li Npc i S Hot ng ghp thnh vt phm 0 0 0 0 0 New item 3 3211 \spr\vng\item\130503_event_thang_5\aogiap.spr 387 1 1 Mang li Npc i S Hot ng ghp thnh vt phm 0 0 0 0 0 New item 3 3212 \spr\vng\item\130503_event_thang_5\giayvai.spr 387 1 1 Mang li Npc i S Hot ng ghp thnh vt phm 0 0 0 0 0 New item 3 3213 \spr\vng\item\130503_event_thang_5\leuvai.spr 387 1 1 Mang li Npc i S Hot ng ghp thnh vt phm 0 0 0 0 0 New item 3 3214 \spr\vng\item\130503_event_thang_5\thanhong.spr 387 1 1 Mang li Npc i S Hot ng ghp thnh vt phm 0 0 0 0 0 New item 3 3215 \spr\vng\item\130503_event_thang_5\longkiem.spr 387 1 1 S dng nhn c phn thng 0 0 0 0 0 New item 3 3216 \spr\vng\item\130503_event_thang_5\quantrang.spr 387 1 1 S dng nhn c phn thng 0 0 0 0 0 New item 3 3217 \spr\vng\item\130503_event_thang_5\quanluong.spr 387 1 1 S dng nhn c phn thng 0 0 0 0 0 New item 3 3218 \spr\item\oldbox\oldbox.spr 347 1 1 S dng ngu nhin nhn c 1 trong cc loi mnh ch V Lm Truyn K v Hng Binh Lu Danh. Hoc giao np ti NPC Thn Ti 0 0 0 0 0 New item 3 3219 \spr\item\script\chengshidahongbao.spr 347 1 1 Phn thng khi tp hp c 2 ch Truyn K. S dng nhn thng qu gi 0 0 0 0 0 New item 3 3220 \spr\item\yulanpenjie\dafengbao.spr 347 1 1 Phn thng khi tp hp c 2 ch Hng Binh. S dng nhn thng qu gi 0 0 0 0 0 V 3 3221 spr\vng\item\other\2013_truytimkhobau\vo.spr 387 1 1 Thu c khi ghp cc mnh ch tng ng. Thu thp 4 ch V Lm Truyn K v np cho NPC Thn Ti Bin Kinh nhn phn thng qu gi 0 0 0 0 0 Lm 3 3222 spr\vng\item\other\2013_truytimkhobau\lam.spr 387 1 1 Thu c khi ghp cc mnh ch tng ng. Thu thp 4 ch V Lm Truyn K v np cho NPC Thn Ti Bin Kinh nhn phn thng qu gi 0 0 0 0 0 Truyn 3 3223 spr\vng\item\other\2013_truytimkhobau\truyen.spr 387 1 1 Thu c khi ghp cc mnh ch tng ng. Thu thp 4 ch V Lm Truyn K v np cho NPC Thn Ti Bin Kinh nhn phn thng qu gi 0 0 0 0 0 K 3 3224 spr\vng\item\other\2013_truytimkhobau\ky.spr 387 1 1 Thu c khi ghp cc mnh ch tng ng. Thu thp 4 ch V Lm Truyn K v np cho NPC Thn Ti Bin Kinh nhn phn thng qu gi 0 0 0 0 0 Hng 3 3225 spr\vng\item\other\2013_truytimkhobau\hung.spr 387 1 1 Thu c khi ghp cc mnh ch tng ng. Thu thp 4 ch Hng Binh Lu Danh v np cho NPC Thn Ti Bin Kinh nhn phn thng qu gi 0 0 0 0 0 Binh 3 3226 spr\vng\item\other\2013_truytimkhobau\binh.spr 387 1 1 Thu c khi ghp cc mnh ch tng ng. Thu thp 4 ch Hng Binh Lu Danh v np cho NPC Thn Ti Bin Kinh nhn phn thng qu gi 0 0 0 0 0 Lu 3 3227 spr\vng\item\other\2013_truytimkhobau\luu.spr 387 1 1 Thu c khi ghp cc mnh ch tng ng. Thu thp 4 ch Hng Binh Lu Danh v np cho NPC Thn Ti Bin Kinh nhn phn thng qu gi 0 0 0 0 0 Danh 3 3228 spr\vng\item\other\2013_truytimkhobau\danh.spr 387 1 1 Thu c khi ghp cc mnh ch tng ng. Thu thp 4 ch Hng Binh Lu Danh v np cho NPC Thn Ti Bin Kinh nhn phn thng qu gi 0 0 0 0 0 Mnh ch V 3 3229 spr\vng\item\other\2013_truytimkhobau\vo.spr 387 1 1 Tng 99 mnh ch V cho NPC Thn Ti Bin Kinh nhn c 1 ch V 0 0 0 0 0 Mnh ch Lm 3 3230 spr\vng\item\other\2013_truytimkhobau\lam.spr 387 1 1 Tng 99 mnh ch Lm cho NPCThn Ti Bin Kinh nhn c 1 ch Lm 0 0 0 0 0 Mnh ch Truyn 3 3231 spr\vng\item\other\2013_truytimkhobau\truyen.spr 387 1 1 Tng 99 mnh ch Truyn cho NPCThn Ti Bin Kinh nhn c 1 ch Truyn 0 0 0 0 0 Mnh ch K 3 3232 spr\vng\item\other\2013_truytimkhobau\ky.spr 387 1 1 Tng 100 mnh ch K cho NPC Thn Ti Bin Kinh nhn c 1 ch K 0 0 0 0 0 Mnh ch Hng 3 3233 spr\vng\item\other\2013_truytimkhobau\hung.spr 387 1 1 Tng 100 mnh ch Hng cho NPC ThnTi Bin Kinh nhn c 1 ch Hng 0 0 0 0 0 Mnh ch Binh 3 3234 spr\vng\item\other\2013_truytimkhobau\binh.spr 387 1 1 Tng 99 mnh ch Binh cho NPC ThnTi Bin Kinh nhn c 1 ch Binh 0 0 0 0 0 Mnh ch Lu 3 3235 spr\vng\item\other\2013_truytimkhobau\luu.spr 387 1 1 Tng 99 mnh ch Lu cho NPC ThnTi Bin Kinh nhn c 1 ch Lu 0 0 0 0 0 Mnh ch Danh 3 3236 spr\vng\item\other\2013_truytimkhobau\danh.spr 387 1 1 Tng 99 mnh ch Danh cho NPC ThnTi Bin Kinh nhn c 1 ch Danh 0 0 0 0 0 Qu i Hong Kim 3 3237 \spr\item\questkey\huangjinzhiguo.spr 377 1 1 S dng s nhn c 200 triu kinh nghim 0 0 0 0 0 Cu Nin Trng Phng Lnh Bi 3 3238 \spr\item\script\yupai_haozhao.spr 41 1 1 "Cu Nin Trng Phng Lnh Bi, click phi s dng: nhn nhim v, nhn thng, " 0 0 0 0 0 Chn Phong Thy Tc Nghip 3 3239 \spr\item\script\yupai_haozhao.spr 387 1 1 "Qu tng t Cu Nin Trng Phng lnh bi, s dng s nhn c 3.000.000.000 im kinh nghim khng cng dn v 5.000 im Chn Nguyn" 0 0 0 0 0 Chn Gic Kinh Tc V 3 3240 \spr\item\script\yupai_haozhao.spr 387 1 1 "Qu tng t Cu Nin Trng Phng lnh bi, s dng s nhn c 5.000.000.000 im kinh nghim khng cng dn v 10.000 im Chn Nguyn" 0 0 0 0 0 Trng Sinh Chi n T (Tiu) 3 3241 \spr\item\script\yupai_haozhao.spr 387 1 1 Cha trng sinh v ng cp trn 190: thng ln cp 200. trng sinh: Nhn c cc im s tng ng vi trng sinh cp 200 0 0 0 0 0 Trng Sinh Chi n T (Trung) 3 3242 \spr\item\script\yupai_haozhao.spr 387 1 1 trng sinh 1 v ng cp trn 190: thng ln cp 200. Trng sinh 2 tr ln: Nhn c cc im s tng ng vi trng sinh cp 200 0 0 0 0 0 Trng Sinh Chi n T (i) 3 3243 \spr\item\script\yupai_haozhao.spr 387 1 1 trng sinh 2 v ng cp trn 190: thng ln cp 200. Trng sinh 3 tr ln: Nhn c cc im s tng ng vi trng sinh cp 200 0 0 0 0 0 Hp Mt N Chin Trng Vng Gi 3 3244 \spr\item\script\item_chrismasbox.spr 387 1 1 S dng ngu nhin nhn c 1 mt n: 1 k nng + x3 im Tng Kim 0 0 0 0 0 i Thnh B Kp 150 3 3245 \spr\item\questkey\quyuanmifang.spr 368 1 1 S dng s a k nng 150 ln cp 18 0 0 0 0 0 Ti Vt Phm 3 3246 \spr\item\script\event\christmas\hongseshengdanhe.spr 387 1 1 Bn trong c cha: 0 0 0 0 0 Tnh Danh Chi Lnh 3 3247 \spr\item\script\tianbaokuling.spr 387 1 1 S dng s nhn c 1 ln i tn nhn vt. 7 ngy sau mi c th tip tc s dng i sang tn khc 0 0 0 0 0 Thin Sn Thnh Thy (i) 3 3248 \spr\item\qingren_jieri\200902\tianxianshui.spr 41 1 1 "S dng s nhn c 6.000 im tu luyn cho k nng cp 150, cn chn k nng mun tu luyn" 0 0 0 0 0 New item 3 3249 \spr\item\script\item_xuanjingkuangshi.spr 387 1 1 Dng ghp thnh vt phm ti NPC Chng ng Cung N 0 0 0 0 0 New item 3 3250 \spr\item\christmas\high_blue.spr 387 1 1 Dng ghp thnh vt phm ti NPC Chng ng Cung N 0 0 0 0 0 New item 3 3251 \spr\item\christmas\high_yellow.spr 387 1 1 Dng ghp thnh vt phm ti NPC Chng ng Cung N 0 0 0 0 0 New item 3 3252 \spr\item\christmas\high_purple.spr 387 1 1 Dng ghp thnh vt phm ti NPC Chng ng Cung N 0 0 0 0 0 New item 3 3253 \spr\item\vnxmas2007\shui_bingjin.spr 387 1 1 S dng nhn c phn thng 0 0 0 0 0 New item 3 3254 \spr\item\vnxmas2007\shui_bingjin.spr 387 1 1 S dng nhn c phn thng 0 0 0 0 0 New item 3 3255 \spr\item\vnxmas2007\jin_bingjin.spr 387 1 1 S dng nhn c phn thng 0 0 0 0 0 New item 3 3256 \spr\item\vnxmas2007\jin_bingjin.spr 387 1 1 S dng nhn c phn thng 0 0 0 0 0 Thp Nin Lnh Bi 3 3257 \spr\item\script\yupai_haozhao.spr 387 1 1 Dng trng ti cc khu vc phi chin u v chin u ca cc thnh th v thn trn 0 0 0 0 0 Thp Nin - Ht Ging Thin Lc 3 3258 \spr\item\questkey\seed_gold.spr 387 1 1 Nhp chut phi hon thnh nhim v 80 ln trng cy Thin Lc 0 0 0 0 0 Nhn Sinh n 3 3259 \spr\item\questkey\taskobj144.spr 387 1 1 S dng nhn c 1 im tu luyn Bn ng Hnh 0 0 0 0 0 Tu luyn n 3 3260 \spr\item\questkey\taskobj017.spr 387 1 1 "i Nhn Sinh Thn Hon ti Thn B Thng Nhn, tiu hao 20.000.000 kinh nghim" 0 0 0 0 0 Nhn Sinh Thn Hon 3 3261 \spr\item\questkey\taskobj070.spr 387 1 1 S dng nhn c 1 im tu luyn Bn ng Hnh 0 0 0 0 0 Thp Nin - Vim Lnh 3 3262 \spr\item\script\seven_city_war\xiangyangxuezhanling.spr 387 1 1 Nhp chut phi hon thnh nhm v Thp Nin Vim 0 0 0 0 0 Thp Nin - Thy Tc Lnh 3 3263 \spr\item\script\seven_city_war\bianjingxuezhanling.spr 387 1 1 Nhp chut phi hon thnh nhm v Thp Nin Thy Tc Lnh 0 0 0 0 0 Thp Nin - Vt i Lnh 3 3264 \spr\item\script\seven_city_war\linanxuezhanling.spr 387 1 1 Nhp chut phi hon thnh nhm v Thp Nin Vt i Lnh 0 0 0 0 0 Thp Nin - Phong Vn Lnh 3 3265 \spr\item\script\seven_city_war\yangzhouxuezhanling.spr 387 1 1 Nhp chut phi hon thnh nhm v Thp Nin Phong Vn Lnh 0 0 0 0 0 Thin Th K Cng 3 3266 \spr\item\script\wuxuejinyao.spr 341 1 1 Sau khi s dng s c la chn k nng trng sinh 4 0 0 0 0 0 New item 3 3267 \spr\item\script\item_chrismasbox.spr 387 1 1 Nhn chut phi vo la chn Phi phong cp 7 hn s dng 30 ngy 0 0 0 0 0 New item 3 3268 \spr\item\script\item_chrismasbox.spr 387 1 1 Nhn chut phi vo la chn Phi phong cp 7 hn s dng 60 ngy 0 0 0 0 0 New item 3 3269 \spr\item\script\item_chrismasbox.spr 387 1 1 Nhn chut phi vo la chn Hong kim n cp 7 0 0 0 0 0 Pho Hoa 3 3270 \spr\item\magic\icon_item_baozhu.spr 334 1 1 S dng nhn c phn thng 0 0 0 0 0 Huy Hiu Danh D 3 3271 \spr\item\script\zhongqiu_jieri\zhangonghuizhang.spr 41 1 1 S dng nhn c phn thng 0 0 0 0 0 Hun Cng L Hp 3 3272 \spr\item\script\item_chrismasbox.spr 387 1 1 "Phn thng chin trng Ph Li, dng im Hun Cng i" 0 0 0 0 0 Minh Phng Chi Bo 3 3273 \spr\item\script\item_baibaoxiang.spr 387 1 1 "Rng bu, bn trong c cha:" 0 0 0 0 0 New item 3 3274 \spr\item\script\bolizhi.spr 387 1 1 Loi giy trng c mi hng c bit thng dng lm thip tng ngi thn 0 0 0 0 0 New item 3 3275 \spr\item\newyear2008\shangdengzongzimijue.spr 387 1 1 "Giy c mu vng th s, ch c Tng Qun S Kin mi bit cch dng" 0 0 0 0 0 New item 3 3276 \spr\item\questkey\003.spr 387 1 1 Mc c ch to t loi tro than truyn thuyt rt kh tm thy 0 0 0 0 0 New item 3 3277 \spr\item\questkey\taskobj072.spr 387 1 1 Loi k trn d bo dng v thnh nhng tm thip mng c bit. Ch c th tm thy trong Hong cung 0 0 0 0 0 New item 3 3278 \spr\item\script\xuezhendan.spr 387 1 1 "Loi bt c ch to t nhng vin pht sng, thng dng trang tr" 0 0 0 0 0 New item 3 3279 \spr\item\questkey\taskobj090.spr 387 1 1 Thip mng thng c dng chc nhau trong ngy l 0 0 0 0 0 New item 3 3280 \spr\item\questkey\card_mgk.spr 387 1 1 Thip hng thng dng chc cho ngi mnh yu qu 0 0 0 0 0 New item 3 3281 \spr\item\questkey\card_all.spr 387 1 1 Thip hoa vn dng chc cho ngi thn trong gia nh 0 0 0 0 0 New item 3 3282 \spr\vng\item\womenday2011\rose.spr 387 1 1 a hoa ti c th dng tng cho ngi mnh thch 0 0 0 0 0 Ph Minh Phng Khi 3 3283 \spr\item\script\item_huangjintupu.spr 387 1 1 "Nguyn liu cn thit hp thnh trang b Minh Phng, v tng thm 10% t l thnh cng tng ng" 0 0 0 0 0 Ph Minh Phng Y 3 3284 \spr\item\script\item_huangjintupu.spr 387 1 1 "Nguyn liu cn thit hp thnh trang b Minh Phng, v tng thm 10% t l thnh cng tng ng" 0 0 0 0 0 Ph Minh Phng Hi 3 3285 \spr\item\script\item_huangjintupu.spr 387 1 1 "Nguyn liu cn thit hp thnh trang b Minh Phng, v tng thm 10% t l thnh cng tng ng" 0 0 0 0 0 Ph Minh Phng Yu i 3 3286 \spr\item\script\item_huangjintupu.spr 387 1 1 "Nguyn liu cn thit hp thnh trang b Minh Phng, v tng thm 10% t l thnh cng tng ng" 0 0 0 0 0 Ph Minh Phng H Uyn 3 3287 \spr\item\script\item_huangjintupu.spr 387 1 1 "Nguyn liu cn thit hp thnh trang b Minh Phng, v tng thm 10% t l thnh cng tng ng" 0 0 0 0 0 Ph Minh Phng Hng Lin 3 3288 \spr\item\script\item_huangjintupu.spr 387 1 1 "Nguyn liu cn thit hp thnh trang b Minh Phng, v tng thm 10% t l thnh cng tng ng" 0 0 0 0 0 Ph Minh Phng Bi 3 3289 \spr\item\script\item_huangjintupu.spr 387 1 1 "Nguyn liu cn thit hp thnh trang b Minh Phng, v tng thm 10% t l thnh cng tng ng" 0 0 0 0 0 Ph Minh Phng Thng Gii Ch 3 3290 \spr\item\script\item_huangjintupu.spr 387 1 1 "Nguyn liu cn thit hp thnh trang b Minh Phng, v tng thm 10% t l thnh cng tng ng" 0 0 0 0 0 Ph Minh Phng H Gii Ch 3 3291 \spr\item\script\item_huangjintupu.spr 387 1 1 "Nguyn liu cn thit hp thnh trang b Minh Phng, v tng thm 10% t l thnh cng tng ng" 0 0 0 0 0 Ph Minh Phng Kh Gii 3 3292 \spr\item\script\item_huangjintupu.spr 387 1 1 "Nguyn liu cn thit hp thnh trang b Minh Phng, v tng thm 10% t l thnh cng tng ng" 0 0 0 0 0 Bch H Thch 3 3293 \spr\item\zhuangbeilingshi\jinwushi.spr 387 1 1 Nguyn liu dng ch to trang b Minh Phng 0 0 0 0 0 Minh Phng Kim Bi 3 3294 \spr\item\script\shizheyaopai.spr 387 1 1 Nguyn liu dng ch to trang b Minh Phng 0 0 0 0 0 Ha Th Bch 3 3295 \spr\item\script\jxol_longwenyupei.spr 387 1 1 Bo vt gip cho trang b Minh Phng t n ngng cc phm khin qun hng dy sng 0 0 0 0 0 Minh Phng Lnh 3 3296 \spr\item\script\mingfengling.spr 387 1 1 Nguyn liu dng ch to trang b Minh Phng 0 0 0 0 0 Minh Phng Bo Thch 3 3297 spr\vng\item\other\20130101_event_thang1\hongngoc.spr 387 1 1 "Mt loi bo thch qu him, khi hp thnh trang b Minh Phng s gia tng t l thnh cng" 0 0 0 0 0 Minh Phng Thin Thch 3 3298 spr\vng\item\other\20130101_event_thang1\ngoccanlam.spr 387 1 1 "Mt loi bo thch qu him, khi hp thnh trang b Minh Phng s gia tng t l thnh cng" 0 0 0 0 0 Minh Phng Thn Thch 3 3299 spr\vng\item\other\20130101_event_thang1\ngocxanhbien.spr 387 1 1 "Mt loi bo thch qu him, khi hp thnh trang b Minh Phng s gia tng t l thnh cng" 0 0 0 0 0 New item 3 3300 \spr\item\script\lanse_lipinhe.spr 387 1 1 S dng s nhn c nhng vt phm bt ng ngoi sc mong i 0 0 0 0 0 New item 3 3301 \spr\item\script\huangse_lipinhe.spr 387 1 1 S dng s nhn c nhng vt phm bt ng ngoi sc mong i 0 0 0 0 0 New item 3 3302 \spr\item\script\item_chrismasbox.spr 387 1 1 Bn trong c ch a Long m v Cung Lan 0 0 0 0 0 New item 3 3303 \spr\vng\item\other\20121030_kiemphatran\mockiem.spr 387 1 1 "Mc kim tng c tin bi c c cu bi s dng, dng ni cng lm cn bn h o kh lng" 0 0 0 0 0 New item 3 3304 \spr\vng\item\other\20121030_kiemphatran\trongkiem.spr 387 1 1 "c ch to t loi Huyn Thuyt trn qu c sc nng ngn cn, khi thi trin c th lm k ch phi kinh hn bc va" 0 0 0 0 0 New item 3 3305 \spr\vng\item\other\20121030_kiemphatran\thaihukiem.spr 387 1 1 "Bo vt ca ni V ang lu truyn t i ny sang i khc, nh nhng v sc bn v song" 0 0 0 0 0 New item 3 3306 \spr\vng\item\other\20121030_kiemphatran\buanguhanh.spr 387 1 1 "Loi ba ng hnh do cc o gia ch to, l nguyn liu cn thit kt trn ng hnh" 0 0 0 0 0 New item 3 3307 \spr\vng\item\other\20121030_kiemphatran\yeuquyetnguhanh.spr 387 1 1 "L 1 loi bo vt t bit tht truyn rt nhiu nm, khi c nu hiu c s nng cao ni lc ln tm cao mi" 0 0 0 0 0 New item 3 3308 \spr\vng\item\other\20121030_kiemphatran\luanhoitran.spr 387 1 1 "Trn php c kt hp t 3 loi kim khc nhau, to nn cm gic h o kh phn, thng dng by nhng k ch mnh" 0 0 0 0 0 New item 3 3309 \spr\vng\item\other\20121030_kiemphatran\nguhanhtran.spr 387 1 1 "Ng Hnh Trn Php l s kt hp tng sinh tng khc ca 5 h Kim, Mc, Th, Thy, Ha to nn 1 kt ni vng chc, thch hp phng th" 0 0 0 0 0 New item 3 3310 \spr\vng\item\other\20121030_kiemphatran\luchoptran.spr 387 1 1 "Vn dng s kt hp ca mc kim v ni cng thng tha c th to nn kim trn, thch hp tn cng k th" 0 0 0 0 0 New item 3 3311 \spr\vng\item\other\20121030_kiemphatran\tuyetdanthao.spr 387 1 1 "Loi c t bit c th cha c bnh nan y, c th tm thy ti Tng Dng" 0 0 0 0 0 New item 3 3312 \spr\vng\item\other\20121030_kiemphatran\huyetthanhlo.spr 387 1 1 "Loi c t bit c th cha c bnh nan y, c th tm thy ti Tng Dng" 0 0 0 0 0 New item 3 3313 \spr\item\obj_item_gifts.spr 387 1 1 S dng nhn c qu tng t n s 0 0 0 0 0 Thm 3 3314 \spr\item\script\pingzi\200805\daxilibao.spr 387 1 1 Nhp phi nhn s may mn 0 0 0 0 0 Ti Hng 3 3315 \spr\item\event\jiefang_jieri\200904\shipinbao.spr 387 1 1 S dng nhn c phn thng 0 0 0 0 0 New item 3 3316 \spr\item\script\item_zhushakuang.spr 387 1 1 "Vt phm do Vng vin ngoi nh Lm An Tiu Cc chuyn qua Phng Tng, nhng trn ng b sn tc cp mt." 0 0 0 0 0 New item 3 3317 \spr\item\script\item_xuanjingkuangshi.spr 387 1 1 "Loi Thy Tinh thng, c ch to t Chu Sa." 0 0 0 0 0 New item 3 3318 \spr\item\script\lingshi.spr 387 1 1 "Loi M no phm cht tt, c ch to t Chu Sa." 0 0 0 0 0 New item 3 3319 \spr\item\questkey\golden_stone.spr 387 1 1 c rn t Chu Sa v s t m ca ngi th to c m nt trn qu. 0 0 0 0 0 New item 3 3320 \spr\item\questkey\taskobj025.spr 387 1 1 "L cng phm ca triu nh, s hu c c th nhn c nhiu may mn." 0 0 0 0 0 New item 3 3321 \spr\item\questkey\taskobj055.spr 387 1 1 Loi Ngc ty ch c th tm thy t di y bin. 0 0 0 0 0 New item 3 3322 \spr\vng\item\130118_event_cuoi_thang_2\ngoctranchau.spr 387 1 1 c ch bin t Ng H Lo S dng tr bnh nan y hiu qu nht. 0 0 0 0 0 New item 3 3323 \spr\vng\item\other\20133011_event_thang12\matong.spr 387 1 1 "Mt ong c v ngt m , nu su tm cng nhiu th s nhn c phn thng t bit" 0 0 0 0 0 New item 3 3324 \spr\vng\item\other\20133011_event_thang12\hanhnhan.spr 387 1 1 Hnh Nhn rt thch hp s dng trong ma ng 0 0 0 0 0 New item 3 3325 \spr\item\vietnam\guoqing_lihe.spr 387 1 1 "Hp qu ngI sao may mn, mang iu c n cho mi ngi." 0 0 0 0 0 New item 3 3326 \spr\item\script\item_chrismasbox.spr 387 1 1 "Hp qu ngI sao may mn, cu chc ging sinh an lnh." 0 0 0 0 0 New item 3 3327 spr\vng\item\20131224_event_tet_2013\giotraicay.spr 387 1 1 "Bn trong cha cc loi tri cy: Cu, Da, u , Xoi." 0 0 0 0 0 New item 3 3328 spr\vng\item\20131224_event_tet_2013\cau.spr 387 1 1 "Qu Cu, t ln mm ng qu cho ngy tt." 0 0 0 0 0 New item 3 3329 spr\vng\item\20131224_event_tet_2013\dua.spr 387 1 1 "Qu Da, t ln mm ng qu cho ngy tt." 0 0 0 0 0 New item 3 3330 spr\vng\item\20131224_event_tet_2013\dudu.spr 387 1 1 "Qu u , t ln mm ng qu cho ngy tt." 0 0 0 0 0 New item 3 3331 spr\vng\item\20131224_event_tet_2013\xoai.spr 387 1 1 "Qu Xoi, t ln mm ng qu cho ngy tt." 0 0 0 0 0 New item 3 3332 spr\vng\item\20131224_event_tet_2013\sung.spr 387 1 1 "Qu Sung, t ln mm ng qu cho ngy tt." 0 0 0 0 0 New item 3 3333 spr\vng\item\20131224_event_tet_2013\nguquadaicat.spr 387 1 1 "Mm qu tng trng cho c mun c cuc sng sun s, hnh phc." 0 0 0 0 0 New item 3 3334 spr\vng\item\20131224_event_tet_2013\nguquaankhang.spr 387 1 1 "Mm qu tng trng cho c mun c cuc sng vui v, an khang." 0 0 0 0 0 New item 3 3335 spr\vng\item\20131224_event_tet_2013\nguquaphuquy.spr 387 1 1 "Mm qu tng trng cho c mun c tng lai tin ti, ph qu." 0 0 0 0 0 New item 3 3336 spr\vng\item\20131224_event_tet_2013\baolixinammoi.spr 387 1 1 Ngi ln thng dng mng tui con chu trong gia nh 0 0 0 0 0 New item 3 3337 spr\vng\item\20131224_event_tet_2013\baolixibinhan.spr 387 1 1 "Dng trao nhau trong nm mi, chc cho nhau c An Khang, Thnh Vng" 0 0 0 0 0 New item 3 3338 spr\vng\item\20131224_event_tet_2013\baolixitailoc.spr 387 1 1 "C th nh vo lc 8h00, 12h00, 19h00 Thn Ti Du Xun." 0 0 0 0 0 Cu Tuyt Lng Thin n 3 3339 \spr\item\medecine\hulu.spr 387 1 1 Nhp chut phi hon thnh ton b nhim v cu nin hin ti. 0 0 0 0 0 Chn n Lnh Bi 3 3340 \spr\item\leaguematch\icon_league_top.spr 387 1 1 Nhp chut phi vo cu nin lnh bi la chn phn thng. 0 0 0 0 0 New item 3 3341 \spr\item\script\item_chrismasbox.spr 387 1 1 Bn trong c ch a Long m v Cung Lan hn s dng 30 ngy 0 0 0 0 0 New item 3 3342 \spr\item\script\item_chrismasbox.spr 387 1 1 Bn trong c ch a Long m v Cung Lan hn s dng 60 ngy 0 0 0 0 0 New item 3 3343 \spr\item\script\item_chrismasbox.spr 387 1 1 Bn trong c ch a Long m v Cung Lan hn s dng 90 ngy 0 0 0 0 0 New item 3 3344 \spr\item\script\item_chrismasbox.spr 387 1 1 Nhn chut phi vo la chn Hong kim n cp 7 hn s dng 30 ngy 0 0 0 0 0 New item 3 3345 \spr\item\script\item_chrismasbox.spr 387 1 1 Nhn chut phi vo la chn Hong kim n cp 7 hn s dng 60 ngy 0 0 0 0 0 New item 3 3346 \spr\item\script\item_chrismasbox.spr 387 1 1 Nhn chut phi vo la chn Hong kim n cp 7 hn s dng 90 ngy 0 0 0 0 0 New item 3 3347 spr\vng\item\20131224_event_tet_2013\tuiquamayman.spr 387 1 1 Ti qu chc tt 0 0 0 0 0 New item 3 3348 spr\vng\item\20131224_event_tet_2013\tuiquahanhphuc.spr 387 1 1 Ti qu chc tt 0 0 0 0 0 New item 3 3349 spr\vng\item\20131224_event_tet_2013\tuiquaankhang.spr 387 1 1 Ti qu chc tt 0 0 0 0 0 New item 3 3350 spr\vng\item\20140213_event_Valentine\JX_valentine_hoahong.spr 387 1 1 "c hi t sng sm , nhng git sng cn ng li" 0 0 0 0 0 New item 3 3351 spr\vng\item\20140213_event_Valentine\JX_valentine_chocolate.spr 387 1 1 "Dng tng ngi mnh thng yu trong dp l,tt" 0 0 0 0 0 New item 3 3352 spr\vng\item\20140213_event_Valentine\JX_valentine_lua.spr 387 1 1 Dng trang tr cc loi qu tng 0 0 0 0 0 New item 3 3353 spr\vng\item\20140213_event_Valentine\JX_valentine_lebao.spr 387 1 1 "Qu tng ngy 14/02, chc cho tnh yu cng bn vng" 0 0 0 0 0 New item 3 3354 spr\vng\item\20140213_event_Valentine\JX_valentine_giohoa.spr 387 1 1 "Gi hoa hng ti thm, dng tng cho ngi yu" 0 0 0 0 0 New item 3 3355 \spr\vng\item\womenday2011\gift.spr 387 1 1 Qu mng ngy l mng 8 thng 3 0 0 0 0 0 New item 3 3356 \spr\vng\item\event_8_3_2014\hongngoc.spr 387 1 1 "Loi ngc qu c mu , c nung nng nhit cao km theo phng php mi sng c xa to nn gi tr cao qu" 0 0 0 0 0 New item 3 3357 \spr\vng\item\event_8_3_2014\hophach.spr 387 1 1 "Loi h phch c mu vng t trng, c tm thy gc cy thin lc" 0 0 0 0 0 New item 3 3358 \spr\vng\item\event_8_3_2014\thachanhtim.spr 387 1 1 Thch anh cao qu dng tn vinh v p ca ngi ph n 0 0 0 0 0 New item 3 3359 \spr\vng\item\event_8_3_2014\damai.spr 387 1 1 dng mi hng ngc 0 0 0 0 0 New item 3 3360 \spr\vng\item\event_8_3_2014\nhan.spr 387 1 1 "Trang sc eo tay, s dng nhn c nhiu im kinh nghim" 0 0 0 0 0 New item 3 3361 \spr\vng\item\event_8_3_2014\daychuyen.spr 387 1 1 "Trang sc eo vo c, s dng nhn c lng ln im kinh nghim" 0 0 0 0 0 New item 3 3362 \spr\vng\item\event_8_3_2014\tramcai.spr 387 1 1 "Trang sc ci tc, s dng nhn c phn thng phong ph" 0 0 0 0 0 Minh Phng Trng Luyn Ngc 3 3363 \spr\item\script\lingshi.spr 41 1 1 C th n ch Th Rn Thn B trng luyn trang b Minh Phng c sn thnh trang b Minh Phng hon ton mi. 0 0 0 0 0 Lnh Bi St Th 3 3364 \spr\item\questkey\006.spr 387 1 1 Lnh bi giam cm nhng tn st th do Nhip Th Trn thu phc c. C th n Dng Chu (200/188) tm L Thin Hng nhn . 0 0 0 0 0 Kim Tin Lnh K 3 3365 \spr\item\birthday_jieri\200905\huangqi.spr 387 1 1 Lnh k ca Kim Tin L Bch. Mang n np cho L Thin Hng s nhn c phn thng. 0 0 0 0 0 Mnh Lu Tinh 3 3366 \spr\item\christmas\low_red.spr 387 1 1 Tn vt ca v lm. Mang n gp L Thin Hng s bit cng dng ca n. 0 0 0 0 0 Huyt L Chi Th 3 3367 \spr\item\questkey\taskobj022.spr 387 1 1 "Bc th do Nhip Th Trn trong lc iu tra nhng tn st th tm thy.Trn th ghi r L Bch ung thuc cc c dn n u c m mui, 20h30 n 21h00 hng ngy u xut hin ti Long Mn Trn. Bn trong c cha vt phm qu. " 0 0 0 0 0 L Chui 3 3368 spr\vng\item\other\20140325_event_haokhilachong\la.spr 387 1 1 L c s dng gi bnh. nh quI c th nhn c. 0 0 0 0 0 Np 3 3369 spr\vng\item\other\20140325_event_haokhilachong\gaonep.spr 387 1 1 "Np c s dng lm bnh chng, bnh giy." 0 0 0 0 0 u 3 3370 spr\vng\item\other\20140325_event_haokhilachong\dauxanh.spr 387 1 1 u c s dng lm bnh giy ho hng. 0 0 0 0 0 Tht 3 3371 spr\vng\item\other\20140325_event_haokhilachong\thit.spr 387 1 1 "Tht c s dng lm bnh chng, bnh giy." 0 0 0 0 0 Bnh Giy 3 3372 spr\vng\item\other\20140325_event_haokhilachong\banhgiay.spr 387 1 1 "Bnh giy thng, s dng s nhn c kinh nghim." 0 0 0 0 0 Bnh Giy Ho Hng 3 3373 spr\vng\item\other\20140325_event_haokhilachong\banhgiayhaohang.spr 387 1 1 "Bnh giy ho hng, s dng s nhn c kinh nghim." 0 0 0 0 0 Bnh Chng 3 3374 spr\vng\item\other\20140325_event_haokhilachong\banhchung.spr 387 1 1 "Bnh Chng c gn lin vi s tch vua hng, s dng s nhn c kinh nghim v vt phm phong ph." 0 0 0 0 0 Minh Phng L Hp 1 3 3375 \spr\item\script\item_chrismasbox.spr 387 1 1 "S dng trong u Trng, m ra la chn trang b Minh Phng tr o v v kh." 0 0 0 0 0 Minh Phng L Hp 2 3 3376 \spr\item\script\item_chrismasbox.spr 387 1 1 "S dng trong u Trng, m ra la chn trang b Minh Phng o hoc v kh." 0 0 0 0 0 Kim Lin hoa 3 3377 spr\vng\item\other\20140424_event_30thang4\kimlienhoa.spr 387 1 1 "Kim Lin Hoa, dng tn vinh anh hng trong ngy i thng." 0 0 0 0 0 Huy Hiu Bc 3 3378 spr\vng\item\other\20140424_event_30thang4\huyhieubac.spr 387 1 1 "Huy Hiu cng trng bc, khen thng anh hng c cng." 0 0 0 0 0 Huy Hiu Vng 3 3379 spr\vng\item\other\20140424_event_30thang4\huyhieuvang.spr 387 1 1 Huy Hiu cng trng vng khen thng anh hng c cng. 0 0 0 0 0 Hun Chng L Hp 3 3380 \spr\item\script\item_chrismasbox.spr 387 1 1 L hp hun chng c cha 2 hun chng chin thng. 0 0 0 0 0 Hun Chng Chin Thng 3 3381 spr\vng\item\other\20140424_event_30thang4\hcchienthang.spr 387 1 1 Hun chng chin thng hng nht. 0 0 0 0 0 Hun Chng Tin Phong 3 3382 spr\vng\item\other\20140424_event_30thang4\hctienphong.spr 387 1 1 Hun chng Tin Phong hng nht. 0 0 0 0 0 Hun Chng Vinh D 3 3383 spr\vng\item\other\20140424_event_30thang4\hcvinhdu.spr 387 1 1 Hun chng Vinh D hng nht. 0 0 0 0 0 Qu 488 Loi 1 3 3384 \spr\item\script\weizhulibao.spr 387 1 1 Qu mng cha 5.000.000.000 im kinh nghim. Mi nhn vt c php s dng 1 ln. 0 0 0 0 0 Qu 488 Loi 2 3 3385 \spr\item\script\chengshidahongbao.spr 387 1 1 Qu mng cha 4.000.000.000 im kinh nghim. Mi nhn vt c php s dng 1 ln. 0 0 0 0 0 Qu 488 Loi 3 3 3386 \spr\item\yulanpenjie\dafengbao.spr 387 1 1 Qu mng cha 3.000.000.000 im kinh nghim. Mi nhn vt c php s dng 1 ln. 0 0 0 0 0 Xch Long Lnh 3 3387 \spr\item\questkey\taskobj119.spr 387 1 1 Mang 48 Xch Long Lnh n gp Thm Cu ti Nam NhcTrn (211/190) i chin m 0 0 0 0 0 K Phc Linh Dc 3 3388 \spr\item\script\zhongqiu_jieri\longzhu2.spr 387 1 1 Linh dc cha 1000.000.000 im kinh nghim. Mi thng c th s dng 01 ln 0 0 0 0 0 Trng Sinh Linh Dc 3 3389 \spr\item\script\zhongqiu_jieri\mingyuejiu.spr 387 1 1 Linh dc cha 2000.000.000 im kinh nghim. Mi thng c th s dng 01 ln 0 0 0 0 0 V Cc Linh Dc 3 3390 \spr\item\script\zhenpailingdan.spr 387 1 1 Linh dc cha 3000.000.000 im kinh nghim. Mi thng c th s dng 01 ln 0 0 0 0 0 Hp Mt Na Chin Trng Vng Gi 3 3391 \spr\item\script\item_chrismasbox.spr 387 1 1 "Khi s dng s yu cu la chn mn phi, v nhn Mt N Chin Trng Vng Gi theo h phi " 0 0 0 0 0 Trang Sc Chi Quang 3 3392 \spr\item\script\yuegeling.spr 387 1 1 Bn trong cha nhiu loi trang sc 0 0 0 0 0 ԽԶ687 3 3393 \spr\item\questkey\taskobj056.spr 387 1 1 ԽԶ1187 0 0 0 0 0 Cn Khn Phch Lch n 3 3394 \spr\item\script\zijinzhendan.spr 41 1 1 "C th dng nh bi c Lang T S, nhn c phn thng c Lang T S ang n trn trong c Lang Cc, ngi c th thng qua cc Xa Phu ca cc thnh th i n c Lang Cc" 0 0 0 0 0 c Thm Bo Rng 3 3395 \spr\item\script\tetanbaoxiang.spr 41 1 1 Thng qua vic nh bi c Thm s nhn c Bo Rng 0 0 0 0 0 Tng Kim B Bo 3 3396 \spr\item\script\songjinmibao.spr 41 1 1 "Thng qua tnh nng Tng Kim nhn c Bo Rng, bn trong cha ng nhng vt phm qu him." 0 0 0 0 0 Bo Rng Vt i 3 3397 \spr\item\script\chuangguanbaoxiang.spr 41 1 1 Phn thng hon thnh Vt i nh boss ri ra 0 0 0 0 0 Bo Rng Thy Tc 3 3398 \spr\item\script\shuizeibaoxiang.spr 41 1 1 Boss Thy Tc i u Lnh ri ra. 0 0 0 0 0 Cha Kha Nh 3 3399 \spr\item\script\ruyiyaoshi.spr 41 1 1 C th s dng m tt c cc loi Bo Rng ca tt c cc tnh nng( khng th s dng cho cc loi bo rng c trc y ) 0 0 0 0 0 Lnh Bi Thy Tc 3 3400 \spr\item\script\shuizeilingpai.spr 385 1 1 Lnh Bi bo danh tham gia Phong Lng c bit 0 0 0 0 0 o c dng th nghim i vi mc tiu 3 3401 \spr\item\script\zijinzhendan.spr 41 1 1 o c dng th nghim i vi mc tiu 0 0 0 0 0 Trng Sinh Chi Thch 3 3402 \spr\item\questkey\taskobj089.spr 41 1 1 "C th i ly trang sc 'Trng Sinh', eo 'Trng Sinh' ln ngi c th lm tng sinh mnh" 0 0 0 0 0 Bt Hi Chi Thch 3 3403 \spr\item\questkey\taskobj089.spr 41 1 1 "C th i ly trang sc 'Bt Hi ', eo 'Bt Hi' ln ngi c th lm tng ni lc" 0 0 0 0 0 V Uy Chi Thch 3 3404 \spr\item\questkey\taskobj089.spr 41 1 1 "C th i ly trang sc 'V Uy ', eo 'V Uy' ln ngi c th lm tng ngoi cng" 0 0 0 0 0 Nhc Thy Chi Thch 3 3405 \spr\item\questkey\taskobj089.spr 41 1 1 "C th i ly trang sc 'Nhc Thy', eo 'Nhc Thy' ln ngi c th lm tng ni cng" 0 0 0 0 0 Trn Nhc Chi Thch 3 3406 \spr\item\questkey\taskobj089.spr 41 1 1 "C th i ly trang sc 'Trn Nhc', eo 'Trn Nhc' ln ngi c th lm tng sc mnh" 0 0 0 0 0 Yn Ba Chi Thch 3 3407 \spr\item\questkey\taskobj089.spr 41 1 1 "C th i ly trang sc 'Yn Ba', eo 'Yn Ba' ln ngi c th lm tng thn php" 0 0 0 0 0 Thn Tu Chi Thch 3 3408 \spr\item\questkey\taskobj089.spr 41 1 1 "C th i ly trang sc 'TThn Tu', eo 'Thn Tu' ln ngi c th lm tng ch mng" 0 0 0 0 0 Truy Anh Chi Thch 3 3409 \spr\item\questkey\taskobj089.spr 41 1 1 "C th i ly trang sc 'Truy Anh', eo 'Truy Anh' ln ngi c th lm tng n trno" 0 0 0 0 0 Long m Chi Thch 3 3410 \spr\item\questkey\taskobj089.spr 41 1 1 "C th i ly trang sc 'Long m', eo 'Long m' ln ngi c th lm tng k nng cng kch" 0 0 0 0 0 Lu Hong Chi Thch 3 3411 \spr\item\questkey\taskobj089.spr 41 1 1 "C th i ly trang sc 'Lu Hong', eo 'Lu Hong' ln ngi c th lm tng gim lc st thng" 0 0 0 0 0 Cung Lan Chi Thch 3 3412 \spr\item\questkey\taskobj089.spr 41 1 1 "C th i ly trang sc 'Cung Lan', eo 'Cung Lan' ln ngi c th lm tng cng kch" 0 0 0 0 0 Thy Ngc Chi Thch 3 3413 \spr\item\questkey\taskobj089.spr 41 1 1 "C th i ly trang sc 'Thy Ngc Bng Huyn', eo 'Thy Ngc Bng Huyn' ln ngi c th nhn c k nng 'Thy Ngc Bng Huyn'" 0 0 0 0 0 Diu Gii Trn Duyn Chi Thch 3 3414 \spr\item\questkey\taskobj089.spr 41 1 1 "C th i ly trang sc 'Diu Gii Trn Duyn ', eo 'Diu Gii Trn Duyn ' ln ngi khi git ngi c c hi s khng tng im PK" 0 0 0 0 0 Lc Ph Qun Tinh Chi Thch 3 3415 \spr\item\questkey\taskobj089.spr 41 1 1 "C th i ly trang sc 'Lc Ph Qun Tinh', eo 'Lc Ph Qun Tinh' ln ngi c th lm tng st thng i vi boss" 0 0 0 0 0 Ngng Tuyt Hn Sng Chi Thch 3 3416 \spr\item\questkey\taskobj089.spr 41 1 1 "C th i ly trang sc 'Ngng Tuyt Hn Sng', eo 'Ngng Tuyt Hn Sng' ln ngi c th c th nhn c k nng 'Ngng Tuyt Hn Sng'" 0 0 0 0 0 Thanh Minh Hng 3 3417 \spr\item\magicscript\qingming2010\qmxiang.spr 41 1 1 "㵽ٰ(181,203)ɶ(402,319)(190,192)(204,191)ߴ(218,197)㢯㣬ý" 0 0 0 0 0 Thanh Minh Liu 3 3418 \spr\item\magicscript\qingming2010\qmliu.spr 41 1 1 "Ti bn bn ngoi cc thnh th v cc thn trn nhn chut phi s dng c th triu ra c i o ng thi nhn c Cn Khn Phch Lch n, hot ng n 24:00/20/4/2011" 0 0 0 0 0 Cn Khn Phch Lch n 3 3419 \spr\item\script\zijinzhendan.spr 41 1 1 "C th dng nh bi Ac Lang T S, nhn c phn thngAc Lang T S trong Ac Lang Cc, ngi c th n Xa Phu ca cc thnh th i vo Ac Lang Cc hot ng n 24:00/20/4/2011" 0 0 0 0 0 T Mng Kim Bi 3 3420 \spr\item\script\mingsuling.spr 385 1 1 Nguyn liu cn thit ch to trang b T Mng 0 0 0 0 0 Truyn Tng Quyn Trng 3 3421 \spr\item\unknownitem.spr 41 1 1 "Quyn trng b n, khng phi ngi bnh thng vt phm c th s dng" 0 0 0 0 0 Bch Cu Hon Siu Tc(nh) 3 3422 \spr\item\script\suxiaobaijuwan-small.spr 41 1 1 "Nhn chut phi s dng trong khonh khc c th nhn c 1000 vn kinh nghim, ng thi s tr i 8 ting ri mng" 0 0 0 0 0 Bch Cu Hon Siu Tc(trung) 3 3423 \spr\item\script\suxiaobaijuwan-middle.spr 41 1 1 "Nhn chut phi s dng trong khonh khc c th nhn c 1700 vn kinh nghim, ng thi s tr i 8 ting ri mng" 0 0 0 0 0 Bch Cu Hon Siu Tc(i) 3 3424 \spr\item\script\suxiaobaijuwan-big.spr 41 1 1 "Nhn chut phi s dng trong khonh khc c th nhn c 3500 vn kinh nghim, ng thi s tr i 8 ting ri mng" 0 0 0 0 0 Bch Cu Hon Siu Tc(c bit) 3 3425 \spr\item\script\suxiaobaijuwan-bigger.spr 41 1 1 "Nhn chut phi s dng trong khonh khc c th nhn c 5000 vn kinh nghim, ng thi s tr i 8 ting ri mng" 0 0 0 0 0 Hoa c mu rt 3 3426 \spr\item\questkey\flower.spr 41 1 1 L mt a hoa c mu sc nht 0 0 0 0 0 Thc a 3 3427 \spr\item\obj_item_jixiang.spr 41 1 1 Thc a 0 0 0 0 0 Chu Sa 3 3428 \spr\item\obj_item_jixiang.spr 41 1 1 Chu Sa 0 0 0 0 0 Cu ca Liu Dc S 3 3429 \spr\item\script\xuanjibaotu.spr 41 1 1 C Hng 0 0 0 0 0 Cu ca Liu Dc S 3 3430 \spr\item\script\xuanjibaotu.spr 41 1 1 D Quc 0 0 0 0 0 Cu ca Liu Dc S 3 3431 \spr\item\script\xuanjibaotu.spr 41 1 1 Lo Thc Trung Hu 0 0 0 0 0 Cu ca Liu Dc S 3 3432 \spr\item\script\xuanjibaotu.spr 41 1 1 bnh nhp cao hoang 0 0 0 0 0 Cu ca Liu Dc S 3 3433 \spr\item\script\xuanjibaotu.spr 41 1 1 V Tng St Tu 0 0 0 0 0 Cu ca Liu Dc S 3 3434 \spr\item\script\xuanjibaotu.spr 41 1 1 Hi nhi bi kin ph vng 0 0 0 0 0 Cu ca Liu Dc S 3 3435 \spr\item\script\xuanjibaotu.spr 41 1 1 ng cay chua ngt nht 0 0 0 0 0 Cu ca Liu Dc S 3 3436 \spr\item\script\xuanjibaotu.spr 41 1 1 Lo Bng Sinh Chu 0 0 0 0 0 Cu ca Liu Dc S 3 3437 \spr\item\script\xuanjibaotu.spr 41 1 1 Lc Lm Ho Hn 0 0 0 0 0 Cu ca Liu Dc S 3 3438 \spr\item\script\xuanjibaotu.spr 41 1 1 Tam Tnh Ng Thn 0 0 0 0 0 Cu ca Liu Dc S 3 3439 \spr\item\script\xuanjibaotu.spr 41 1 1 Cu Quy Nht 0 0 0 0 0 Cu ca Liu Dc S 3 3440 \spr\item\script\xuanjibaotu.spr 41 1 1 Kh Ngo Tam Cu 0 0 0 0 0 Cu ca Liu Dc S 3 3441 \spr\item\script\xuanjibaotu.spr 41 1 1 Ct Khoa Y Sanh 0 0 0 0 0 Cu ca Liu Dc S 3 3442 \spr\item\script\xuanjibaotu.spr 41 1 1 Mu S Nan ng 0 0 0 0 0 Cu ca Liu Dc S 3 3443 \spr\item\script\xuanjibaotu.spr 41 1 1 Hng Sc C Vn 0 0 0 0 0 Cu ca Liu Dc S 3 3444 \spr\item\script\xuanjibaotu.spr 41 1 1 Thin Ph Chi Bo 0 0 0 0 0 Cu ca Liu Dc S 3 3445 \spr\item\script\xuanjibaotu.spr 41 1 1 Gi K Chi Hon 0 0 0 0 0 Cu ca Liu Dc S 3 3446 \spr\item\script\xuanjibaotu.spr 41 1 1 Lng Ph Tin Ti 0 0 0 0 0 Cu ca Liu Dc S 3 3447 \spr\item\script\xuanjibaotu.spr 41 1 1 Hc Sc Hon T 0 0 0 0 0 Cu ca Liu Dc S 3 3448 \spr\item\script\xuanjibaotu.spr 41 1 1 Hng Trn 0 0 0 0 0 Gia Tc hon 3 3449 \spr\item\medecine\obj-potion30.spr 41 1 1 S dng khin bn thn tng tc trong 10 giy 0 0 0 0 0 Huyn Hun Hm Tnh 3 3450 \spr\item\songjin\token.spr 41 1 1 Click chut phi s dng s t by nu ngi khc gim phi s b chong 5 giy 0 0 0 0 0 By lm chm 3 3451 \spr\item\songjin\token.spr 41 1 1 Click chut phi s dng s t by nu ngi khc gim phi s b lm chm 10 giy 0 0 0 0 0 Thin Li Ngc 3 3452 \spr\item\questkey\taskobj017.spr 41 1 1 "Bo Ngc Thn K, click chut phi s dng c th lm cho mc tiu b ch nh chong 3 giy" 0 0 0 0 0 Hn Phong Ngc 3 3453 \spr\item\questkey\taskobj056.spr 41 1 1 "Bo Ngc Thn K, click chut phi s dng c th lm cho mc tiu b ch nh lm chm 7 giy" 0 0 0 0 0 n a ph 3 3454 \spr\item\special\Obj_TownPortal.spr 41 1 1 "Nhn chut phi s dng, c th n bt c v tr no trn bn ." 0 0 0 0 0 Tiu Bao Ngc Qun 3 3455 \spr\item\script\yuanshibaoxiao.spr 41 1 1 Nhn chut phi c th nhn c 10 ci Ngc Qun xp chng 0 0 0 0 0 i Bao Ngc Qun 3 3456 \spr\item\script\yuanshibaoda.spr 41 1 1 Nhn chut phi c th nhn c 50 ci Ngc Qun xp chng 0 0 0 0 0 Tiu Bao Tinh Luyn Thch Nguyn Thch 3 3457 \spr\item\script\yuanshibaoxiao.spr 41 1 1 Nhn chut phi c th nhn c 10 ci Tinh Luyn Thch Nguyn Thch xp chng 0 0 0 0 0 i Bao Tinh Luyn Thch Nguyn Thch 3 3458 \spr\item\script\yuanshibaoda.spr 41 1 1 Nhn chut phi c th nhn c 50 ci Tinh Luyn Thch Nguyn Thch xp chng 0 0 0 0 0 Ngc Bch Bo Rng 3 3459 \spr\item\script\yubibaoxiang.spr 41 1 1 "Thu thp Qu Hong Kim nhn c Bo Rng, s dng Cha Kha Nh m." 0 0 0 0 0 Vim B Bo 3 3460 \spr\item\script\yandibaoxiang.spr 41 1 1 Bo Rng Qu Him trong kho bu Vim 0 0 0 0 0 Ng Hnh Ph 3 3461 \spr\item\script\wuxingfu.spr 41 1 1 Sau khi s dng c th nhn c thuc h tr nhim v Tn S Thin Bo Kh. 0 0 0 0 0 Trit Kim Ph 3 3462 \spr\item\script\chejinfu.spr 41 1 1 "S dng trong bn Thin Bo Kh, s lm gim i 50% khng vt l ca Bo Kh Th H Gi trong phm vi nht nh." 0 0 0 0 0 Trit Mc Ph 3 3463 \spr\item\script\chemufu.spr 41 1 1 "S dng trong bn Thin Bo Kh, s lm gim i 50% khng c ca Bo Kh Th H Gi trong phm vi nht nh." 0 0 0 0 0 Trit Thy Ph 3 3464 \spr\item\script\cheshuifu.spr 41 1 1 "S dng trong bn Thin Bo Kh, s lm gim i 50% khng bng ca Bo Kh Th H Gi trong phm vi nht nh." 0 0 0 0 0 Trit Ha Ph 3 3465 \spr\item\script\chehuofu.spr 41 1 1 "S dng trong bn Thin Bo Kh, s lm gim i 50% khng ha ca Bo Kh Th H Gi trong phm vi nht nh." 0 0 0 0 0 Trit Th Ph 3 3466 \spr\item\script\chetufu.spr 41 1 1 "S dng trong bn Thin Bo Kh, s lm gim i 50% khng li ca Bo Kh Th H Gi trong phm vi nht nh." 0 0 0 0 0 Tn S Bo Rng 3 3467 \spr\item\script\xinshibaoxiang.spr 41 1 1 "Phn thng Bo Rng nhim v Tn S Thin Bo Kh, cn c 1 Cha Kha Nh Y m." 0 0 0 0 0 Thin Bo Kh Lnh 3 3468 \spr\item\script\tianbaokuling.spr 41 1 1 Sau khi s dng c th tng thm mt ln c hi tham gia nhim v Tn S Thin Bo Kh 0 0 0 0 0 V Tr L Bao 3 3469 \spr\item\script\weizhulibao.spr 41 1 1 Phn thng khi chin u ht mnh trong Tht Thnh i Chin 0 0 0 0 0 Cng Thnh L Bao 3 3470 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 Phn thng khi chin u ht mnh trong Tht Thnh i Chin 0 0 0 0 0 B Ch Ha Dc 3 3471 \spr\item\script\item_xuantiekuang.spr 41 1 1 "ǬҪԭϣȥٰƵƹŮ180,204һǬֹ20115Ԣ1824" 0 0 0 0 0 Ac Lang Mt Tn 3 3472 \spr\item\questkey\taskobj075.spr 41 1 1 "ǰĻżϽٰƵƹŮ180,204ý" 0 0 0 0 0 Cn Khn Phch Lch n 3 3473 \spr\item\script\zijinzhendan.spr 41 1 1 "ܶʹý,ʹڶǹУԴߴгǹֹ20115Ԣ1824" 0 0 0 0 0 Kim Cm Nang 3 3474 \spr\item\script\item_chrismasbox.spr 41 1 1 "Cn phi c 600 Tinh Luyn Thch m, sau khi m s nhn c 1 Kim Lnh" 0 0 0 0 0 Ph Bch Lnh 3 3475 \spr\item\script\shuizeilingpai.spr 41 1 1 C th tham gia hot ng b phiu 'Thp i Mn Phi' Chng ng Cung N ti Lm An. B phiu ng thi nhn c 1 ci 'Kt Tinh Kim' 0 0 0 0 0 Hnh Tu Lnh 3 3476 \spr\item\script\tianbaokuling.spr 41 1 1 C th tham gia hot ng b phiu 'Bu Chn M N' Chng ng Cung N ti Lm An. B phiu ng thi nhn c 1 ci 'Cn Khn Phch Lch n' 0 0 0 0 0 Qu Huy Hong (cao) 3 3477 \spr\item\questkey\huihuangzhiguo.spr 377 1 1 n vo s tng gp i cng lc 10000 0 0 0 0 Huy Chng Chin Cng 3 3478 \spr\item\script\zhongqiu_jieri\zhangonghuizhang.spr 41 1 1 Huy Chng ghi nh cng lao 0 0 0 0 0 Vng Hoa Chin Thng 3 3479 \spr\item\qixi_2006\huahuan.spr 41 1 1 Vng Hoa y mu sc 0 0 0 0 0 Cy Bt 3 3480 \spr\item\script\maobi.spr 41 1 1 Nguyn liu ghp vt phm 0 0 0 0 0 Ph Hiu 3 3481 \spr\item\nanfangjiefangri_2007\songjinxunzhang.spr 41 1 1 Nguyn liu ghp vt phm 0 0 0 0 0 Bc Th 3 3482 \spr\item\questkey\taskobj091.spr 41 1 1 Np cho NPC Ngi a Th v nhn c phn thng 0 0 0 0 0 Bao go 3 3483 \spr\item\event\jiefang_jieri\200904\damidai.spr 41 1 1 Np cho NPC Ngi Lnh v nhn c phn thng 0 0 0 0 0 Y phc 3 3484 \spr\item\script\jiefang_jieri\201004\zhanshiyi.spr 41 1 1 Np cho NPC Ngi Lnh v nhn c phn thng 0 0 0 0 0 Hon Hn n L Bao 3 3485 \spr\item\questkey\obj_item_hehuan.spr 41 1 1 Click chut phi s dng sau khi s dng nhn c 5 Hon Hn n 0 0 0 0 0 Tiu Diu Tn 3 3486 \spr\item\medecine\obj-potion04.spr 41 1 1 Khi s dng s h tr tt c nhng ngi chI cng mu nhn c 25% phn dam trong vng 3 pht 0 0 0 0 0 Sao Vng Chin Thng 3 3487 \spr\item\vietnam\shengli_wujiaoxing.spr 41 1 1 Chc mng l 30/04 v l 01/05. 0 0 0 0 0 T Ngc Bo Rng 3 3488 \spr\item\magicscript\qingming2010\chenxiangmuxia2.spr 41 1 1 ... 0 0 0 0 0 Bch Ngc Bo Rng 3 3489 \spr\item\jiefang2010\hanjinhe.spr 41 1 1 ... 0 0 0 0 0 T Mng Bo Chu 3 3490 \spr\item\medecine\obj-potion04.spr 41 1 1 ... 0 0 0 0 0 Ng Sc Hoa 3 3491 \spr\item\questkey\taskobj002.spr 41 1 1 Chc mng l 30/04 v l 01/05. 0 0 0 0 0 Hon Hn n 3 3492 \spr\item\questkey\huihuangzhiguo.spr 41 1 1 Sau khi s dng hi phc 20000 sinh lc 0 0 0 0 0 Mt Th D Tu 3 3493 \spr\item\script\item_huangjintupu.spr 38 1 1 khi s dng nhn c thm mt ln tip nhn nhim v D Tu 0 0 0 0 0 Vng Thit Tng Lnh Ph 3 3494 \spr\item\script\wangtiejianglingfu.spr 41 1 1 Dng nng cp ng hnh n 0 0 0 0 0 Thin Tinh Khong Thch 3 3495 \spr\item\script\tianjingkuangshi.spr 41 1 1 Dng nng cp ng hnh n 0 0 0 0 0 Thn Hnh Ph 3 3496 \spr\item\special\Obj_TownPortal_l.spr 38 1 1 "Thn Hnh Thut, lm cho i hip i bt c thnh th thn trn ch nh no" 100 0 0 0 0 L Vi Dip 3 3497 \spr\item\questkey\taskobj396.spr 41 1 1 "C th thu thp gn Ba Lng Huyn (192,209), c th dng gi Bnh , ngi c th n Chng ng Cung N Lm An (196,184) tm hiu th xem" 0 0 0 0 0 Go np 3 3498 \spr\item\questkey\taskobj397.spr 41 1 1 "L nguyn liu dng gi Bno , c bn ti Tim Tp Ha Ba Lng Huyn v Vnh Lc Trn,ngi c th n Chng ng Cung N Lm An (196,184) tm hiu th xem" 0 0 0 0 0 Bc H 3 3499 \spr\item\questkey\taskobj097.spr 41 1 1 "Mt loi qu him mc V Di Sn ( 118,116), c th dng gi Bnh Hng Bc H, ngi c th n Chng ng Cung N Lm An (196,184) tm hiu th xem" 0 0 0 0 0 Ming Tht Ti 3 3500 \spr\item\questkey\taskobj106.spr 41 1 1 "Nguyn liu gi Bnh , ngi c th n Chng ng Cung N Lm An (196,184) tm hiu th xem" 0 0 0 0 0 Can Bi 3 3501 \spr\item\christmas2006\pumpkinpie.spr 41 1 1 "Chng ng Cung N Lm An (196,184) ang rt cn Can BI gi Bno , nhanh nhanh i ly cho c ta, co ta s cho ngi phn thng rt phong ph, hot ng n 24:00/22/6/2011" 0 0 0 0 0 Bnh bc h 3 3502 \spr\item\questkey\taskobj405.spr 41 1 1 "Bnh bn trong c Bc H, c th s dng cho bn thn, cng c th tng cho Tng Ca bn thuyn Dng Chu ( 168,209)" 0 0 0 0 0 Bnh Hng Nhu Nhc 3 3503 \spr\item\questkey\taskobj404.spr 41 1 1 Bnh bn trong c nhn tht 0 0 0 0 0 Cn Khn Phch Lch n 3 3504 \spr\item\script\zijinzhendan.spr 41 1 1 "C th dng nh bi Ac Lang T S, nhn c phn thng Ac Lang T S trong Ac Lang Cc, ngi c th n Xa Phu ca cc thnh th i vo Ac Lang Cc" 0 0 0 0 0 Th ca Tng Ca 3 3505 \spr\item\questkey\taskobj075.spr 41 1 1 "C th dng nh bi Ac Lang T S, nhn c phn thng Ac Lang T S trong Ac Lang Cc, ngi c th n Xa Phu ca cc thnh th i vo Ac Lang Cc" 0 0 0 0 0 Sa Ti 3 3506 \spr\item\vitenambirthday\mailk.spr 41 1 1 "Nguyn liu lm Bnh Sinh Nht, ngi c th i Bin Kinh ( 213,194) xem th" 0 0 0 0 0 ng tinh 3 3507 \spr\item\script\other\anniversary20\xinyuntangqiu.spr 41 1 1 "Nguyn liu lm Bnh Sinh Nht, ngi c th i Bin Kinh ( 213,195) xem th" 0 0 0 0 0 Bt m 3 3508 \spr\item\script\mianfen.spr 41 1 1 "Nguyn liu lm Bnh Sinh Nht, ngi c th i Bin Kinh ( 213,196) xem th" 0 0 0 0 0 SoCoLa 3 3509 \spr\item\mid_autumn07\baiyuhanxiang.spr 41 1 1 "Nguyn liu lm Bnh Sinh Nht, ngi c th i Bin Kinh ( 213,197) xem th" 0 0 0 0 0 B 3 3510 \spr\item\questkey\taskobj148.spr 41 1 1 "Nguyn liu lm Bnh Sinh Nht, ngi c th i Bin Kinh ( 213,198) xem th" 0 0 0 0 0 Kem 3 3511 \spr\item\script\naiyou.spr 41 1 1 "Nguyn liu lm Bnh Sinh Nht, ngi c th i Bin Kinh ( 213,199) xem th" 0 0 0 0 0 Nn Sinh Nht 3 3512 \spr\item\script\zhongqiu_jieri\xianwulazhu.spr 41 1 1 "Nguyn liu lm Bnh Sinh Nht, ngi c th i Bin Kinh ( 213,200) xem th" 0 0 0 0 0 Gi Tri Cy 3 3513 \spr\item\script\shuiguolan.spr 41 1 1 "Nguyn liu lm Bnh Sinh Nht, ngi c th i Bin Kinh ( 213,201) xem th" 0 0 0 0 0 Bnh Kem 3 3514 \spr\item\vietnam\midautumn06\mooncake_5.spr 41 1 1 "Dng Kem lm, sau khi s dng nhn c 1.000.000 kinh nghim" 0 0 0 0 0 Bnh Sinh Nht nh 3 3515 \spr\item\vitenambirthday\birthdaycake001.spr 41 1 1 "Bnh Sinh Nht nh thm ngon, Chc Mng Sinh Nht V Lm Truyn K Vui V" 0 0 0 0 0 Bnh Sinh Nht Ln 3 3516 \spr\item\vitenambirthday\birthdaycake002.spr 41 1 1 "Bnh Sinh Nht ln thm ngon, Chc Mng Sinh Nht V Lm Truyn K Vui V" 0 0 0 0 0 Hp Qu Mu Xanh 3 3517 \spr\item\script\lanse_lipinhe.spr 41 1 1 "Hp Qu Mu Xanh, bn trong c nguyn liu lm Bnh Sinh Nht" 0 0 0 0 0 Hp Qu 3 3518 \spr\item\script\item_chrismasbox.spr 41 1 1 "Hp Qu Mu , bn trong c cha nguyn liu lm Bnh Sinh Nht" 0 0 0 0 0 Bnh Sinh Nht c Bit 3 3519 \spr\item\christmas2006\xmascake.spr 41 1 1 "Bnh Sinh Nht thm ngon, Chc Mng Sinh Nht V Lm Truyn K Vui V" 0 0 0 0 0 Lng Th 3 3520 \spr\item\script\tumao.spr 41 1 1 "200 si c th i c Phin V, ngi c th i Bin Kinh ( 212,195 ) xem th" 0 0 0 0 0 Thc n ca th 3 3521 \spr\item\christmas2006\carrot.spr 41 1 1 "Thc n nuiTh Trng, nui Th Trng c th nhn c Lng Th" 0 0 0 0 0 Qu tng ca c C Minh Ch 3 3522 \spr\item\script\xuanjibaoxiang.spr 41 1 1 c C Minh Ch tng hu l ca V Lm Kit Xut 0 0 0 0 0 ֽ 3 3523 \spr\item\script\201107\xuanzhi.spr 41 1 1 "ƵƹŮ(ٰ196,184)ȡֽֽȥƹ(Ī߿240,170)(ɽ112,165)(һԴ197,189)ںʿ(ɽ148,185)ǿ" 0 0 0 0 0 3 3524 \spr\item\script\201107\long.spr 41 1 1 "ƹ(Ī߿240,170)֣øƵƹŮ(ٰ196,184)" 0 0 0 0 0 ڡ 3 3525 \spr\item\script\201107\teng.spr 41 1 1 "(ɽ112,165)֣øƵƹŮ(ٰ196,184)" 0 0 0 0 0 3 3526 \spr\item\script\201107\hu.spr 41 1 1 "(һԴ197,189)֣øƵƹŮ(ٰ196,184)" 0 0 0 0 0 Ծ 3 3527 \spr\item\script\201107\yue.spr 41 1 1 "ںʿ(ɽ148,185)֣øƵƹŮ(ٰ196,184)" 0 0 0 0 0 Ǻ 3 3528 \spr\item\script\201107\langhaobi.spr 41 1 1 "ںʿ(ɽ148,185)дֵǺʣɽŵѲɽȥ" 0 0 0 0 0 3 3529 \spr\item\yulanpenjie\jinlianhua.spr 41 1 1 "һԴ191,185Ļ䣬ʮҪ" 0 0 0 0 0 Ϻ 3 3530 \spr\item\script\201107\zihaobi.spr 41 1 1 dzһëʣƵƹŮҪĽֹ20117Ԣ2024 0 0 0 0 0 Cn Khn Phch Lch n 3 3531 \spr\item\script\zijinzhendan.spr 41 1 1 ܶʹýʹڶǹУԴߴгǹ 0 0 0 0 0 ת 3 3532 \spr\item\script\zhuanshendan.spr 41 1 1 һĵҩת120Ϣʿú˲120 0 0 0 0 0 ն 3 3533 \spr\item\script\zhuanshendan.spr 41 1 1 ҰͼʹãҰ 0 0 0 0 0 Ұ޺ǣ󶨣 3 3534 \spr\item\script\zhuanshendan.spr 41 1 1 ƵƹŮùŮ 0 0 0 0 0 Ұ޺ 3 3535 \spr\item\script\zhuanshendan.spr 41 1 1 Ұ޵ƾ֤ƵƹŮý 0 0 0 0 0 Ů 3 3536 \spr\item\script\zhuanshendan.spr 41 1 1 ƾڳ͢ļʹȡ 0 0 0 0 0 ݣ󶨣 3 3537 \spr\item\script\zhuanshendan.spr 41 1 1 ƵƹŮùŮ 0 0 0 0 0 3 3538 \spr\item\script\zhuanshendan.spr 41 1 1 ƵƹŮý 0 0 0 0 0 󶨣 3 3539 \spr\item\script\zhuanshendan.spr 41 1 1 ƵƹŮùŮ 0 0 0 0 0 3 3540 \spr\item\script\zhuanshendan.spr 41 1 1 ƵƹŮý 0 0 0 0 0 Ʒ󶨣 3 3541 \spr\item\script\zhuanshendan.spr 41 1 1 ƵƹŮùŮ 0 0 0 0 0 Ʒ 3 3542 \spr\item\script\zhuanshendan.spr 41 1 1 ƵƹŮý 0 0 0 0 0 (A) 3 3543 \spr\item\script\zhuanshendan.spr 41 1 1 ߣȷӲſϽɹƷ 0 0 0 0 0 (B) 3 3544 \spr\item\script\zhuanshendan.spr 41 1 1 ߣȷӲſϽɹƷ 0 0 0 0 0 սƣ󶨣 3 3545 \spr\item\script\zhuanshendan.spr 41 1 1 ƵƹŮùŮ 0 0 0 0 0 ս 3 3546 \spr\item\script\zhuanshendan.spr 41 1 1 ƵƹŮý 0 0 0 0 0 ǿƣ󶨣 3 3547 \spr\item\script\zhuanshendan.spr 41 1 1 ƵƹŮùŮ 0 0 0 0 0 ǿ 3 3548 \spr\item\script\zhuanshendan.spr 41 1 1 ƵƹŮý 0 0 0 0 0 Cn Khn Phch Lch n 3 3549 \spr\item\script\zijinzhendan.spr 41 1 1 ܶʹýʹڶǹУԴߴгǹ 0 0 0 0 0 ֥ɢ 3 3550 \spr\item\script\zhuanshendan.spr 41 1 1 ĪƷɢŶصζ 0 0 0 0 0 ƷƬ 3 3551 \spr\item\questkey\taskobj089.spr 41 1 1 Ʒ𻵺ƬƺԽںϳΪТƷ 0 0 0 0 0 ǵƬ 3 3552 \spr\item\zhuangbeilingshi\qingjushi.spr 41 1 1 ǵװƬռ 0 0 0 0 0 ƢƬ 3 3553 \spr\item\zhuangbeilingshi\yunlushi.spr 41 1 1 ƢװƬռ 0 0 0 0 0 Ƭ 3 3554 \spr\item\zhuangbeilingshi\canglangshi.spr 41 1 1 װƬռ 0 0 0 0 0 ԳƬ 3 3555 \spr\item\zhuangbeilingshi\xuanyuanshi.spr 41 1 1 ԳװƬռ 0 0 0 0 0 Ƭ 3 3556 \spr\item\zhuangbeilingshi\zimangshi.spr 41 1 1 װƬռ 0 0 0 0 0 Ƭ 3 3557 \spr\item\zhuangbeilingshi\jinwushi.spr 41 1 1 װƬռ 0 0 0 0 0 ׻Ƭ 3 3558 \spr\item\zhuangbeilingshi\baihushi.spr 41 1 1 ׻װƬռ 0 0 0 0 0 Mnh Xch Ln 3 3559 \spr\item\zhuangbeilingshi\chilinshi.spr 41 1 1 װƬռ 0 0 0 0 0 Ƭ 3 3560 \spr\item\zhuangbeilingshi\mingfengshi.spr 41 1 1 װƬռ 0 0 0 0 0 Ƭ 3 3561 \spr\item\zhuangbeilingshi\tenglongshi.spr 41 1 1 װƬռ 0 0 0 0 0 ɽ 3 3562 \spr\item\shengdan2010\yuandantongchui.spr 41 1 1 ϹɽĴӣ˵ܿ׵۱еijЩ 0 0 0 0 0 Nguyt Ca Lnh 3 3563 \spr\item\script\yuegeling.spr 41 1 1 "Lnh bi thn b trong truyn thuyt, nghe ni c th dng ci ny n Nguyt Ca o" 0 0 0 0 0 Dng Chi Bch Ngc 3 3564 \spr\item\script\baiyu.spr 41 1 1 D Khng Khng thnh Dng Chu ang tm vt ny 0 0 0 0 0 ph 3 3565 \spr\item\script\item_huangjintupu.spr 41 1 1 ng Bt Nhim ang tm vt ny luyn ch m kh thin h th qut nht ch 0 0 0 0 0 Trim Tuyt Bng Lin 3 3566 \spr\item\script\wannianwutaihua.spr 41 1 1 "Dc liu qu him, hu khi t hi sinh chi thn hiu" 0 0 0 0 0 Th Cn 3 3567 \spr\item\script\shoujin.spr 41 1 1 "Th Cn ti, dng m cm Vn Bt T" 0 0 0 0 0 Th tn 3 3568 \spr\item\questkey\taskobj090.spr 41 1 1 "Th tn trn thi th ca Dip Hnh Kim, c th dng xem trong vit ci g" 0 0 0 0 0 Ty Xuyn Nh ng 3 3569 \spr\item\script\naiyou.spr 41 1 1 "L mt ming Nh ng, ch l cch lm ca Ty Xuyn." 0 0 0 0 0 Bng ng H L 3 3570 \spr\item\script\bingtanghulu.spr 41 1 1 Ci g? Bng ng H L cng phi gii thch na sao? 0 0 0 0 0 Ht D ng 3 3571 \spr\item\script\tangchaolizi.spr 41 1 1 Ngi thch ht d lng hay l ht d du? C cng lm khng? 0 0 0 0 0 Thn B a 3 3572 \spr\item\script\xuanjibaotu.spr 41 1 1 "Mn m oan Mc Du rt cn, khng bit n giu m mu g" 0 0 0 0 0 Tn Vt 3 3573 \spr\item\script\xuanjibaotu.spr 41 1 1 Sau khi git cht Hon Nhan Kh H ly tn vt trn ngi hn 0 0 0 0 0 Kim Gy 3 3574 \spr\item\script\duankaidejian.spr 41 1 1 binh kh b nh gy trong khi t v vi Chng Mn 0 0 0 0 0 Th b v ngn dung kh 3 3575 \spr\item\script\shupirongqi.spr 41 1 1 "V cy ly t thn cy ra, khng bit c b r nc hay khng" 0 0 0 0 0 V Hc Kinh Nhu 3 3576 \spr\item\script\wuxuejinyao.spr 41 1 1 Nguyt Ca o Ch Qu Tng Bo in 0 0 0 0 0 Cm Hp 3 3577 \spr\item\script\biyishuangfei.spr 41 1 1 "Thn B Bo Hp, khng ai bit s dng nh th no" 0 0 0 0 0 Bao Nang 3 3578 \spr\item\script\wuhuayulujinnang.spr 41 1 1 Vt phm Lu Hng Tng Dng ku ngi em giao cho V ang Chu Vn Tuyn 0 0 0 0 0 Ԫ 3 3579 \spr\item\questkey\obj_item_cards.spr 41 1 1 ٴһһ 0 0 0 0 0 - 90ƥ 3 3580 \spr\item\script\item_chrismasbox.spr 377 1 1 Ҽʹãѡ590ƥе1֣ƥ30 0 0 0 0 0 װ 3 3581 \spr\item\script\item_chrismasbox.spr 377 1 1 Ҽʹãѡ絶𹿰ꪡ촸ڡԢȸᡢѪϻͨ췢ڡտϬ֡ǵΡ׽ѥɷѥеһ֣Ըһ 0 0 0 0 0 ƽͼУ 3 3582 \spr\item\script\item_chrismasbox.spr 377 1 1 Ҽʹãѡƽͼ-֮ǵɴƽͼ-֮ɰڡƽͼ-֮ѥƽͼ-֮ٻ󡢻ƽͼ-֮еһ֣ͼױ30 0 0 0 0 0 ƽͼУ 3 3583 \spr\item\script\item_chrismasbox.spr 377 1 1 Ҽʹãѡƽͼ-֮ʯƽͼ-֮ջʯָƽͼ-֮ʯ塢ƽͼ-֮Ѫʯָеһ֣ͼױ30 0 0 0 0 0 ƽͼУ 3 3584 \spr\item\script\item_chrismasbox.spr 377 1 1 Ҽʹãѡƽͼ-֮սѥƽͼ-֮𻷴񴸡ƽͼ-֮ƽͼ-ҵ֮׻˫ۡƽͼ-ҵ֮ǹƽͼ-ҵ֮ƽƽͼ-֮ƽͼ-֮ƽͼ-֮ս׹еһ֣ͼױ30 0 0 0 0 0 ƽͼУ 3 3585 \spr\item\script\item_chrismasbox.spr 377 1 1 Ҽʹãѡƽͼ-ħ֮նɮЬƽͼ-ħ֮ڽСƽͼ-ħ֮Ͻƽͼ-֮˿ġƽͼ-֮˿ƽͼ-֮ɮñƽͼ-Ŀ֮ƽͼ-Ŀ֮ħ䵶ƽͼ-Ŀ֮Ƥеһ֣ͼױ30 0 0 0 0 0 ƽͼУ 3 3586 \spr\item\script\item_chrismasbox.spr 377 1 1 Ҽʹãѡƽͼ-֮ƽͼ-֮ƽͼ-֮ڡƽͼ-ɭ֮Ƕꡢƽͼ-ɭ֮ҧƽͼ-ɭ֮ɷɢġƽͼ-֮ƽͼ-֮졢ƽͼ-֮ɭƽͼ-ָ֮ɵƽͼ-֮ļۡƽͼ-֮Ңеһ֣ͼױ30 0 0 0 0 0 ƽͼУ嶾 3 3587 \spr\item\script\item_chrismasbox.spr 377 1 1 Ҽʹãѡƽͼ-֮߷ƽͼ-֮īġƽͼ-֮ǵڲƽͼ-丿֮Ķ󡢻ƽͼ-丿֮׾ƽͼ-丿֮Ƽͷƽͼ-ڤ֮ǻ󡢻ƽͼ-ڤ֮аɲСƽͼ-ڤ֮ĹưҢеһ֣ͼױ30 0 0 0 0 0 ƽͼУü 3 3588 \spr\item\script\item_chrismasbox.spr 377 1 1 Ҽʹãѡƽͼ-޳ָ֮ƽͼ-޳֮ŮĹڡƽͼ-޳֮顢ƽͼ-޼֮˿ƽͼ-޼֮ϻ󡢻ƽͼ-޼֮콣ƽͼ-֮NЬƽͼ-֮Ħڡƽͼ-֮ϴеһ֣ͼױ30 0 0 0 0 0 ƽͼУ 3 3589 \spr\item\script\item_chrismasbox.spr 377 1 1 Ҽʹãѡƽͼ-ܻ֮ٽ󡢻ƽͼ-ܻ֮ѩƽͼ-ܻ֮ǵƽͼ-̺֮岨ƽͼ-̺֮˿ƽͼ-̺֮ԧеһ֣ͼױ30 0 0 0 0 0 ƽͼУ 3 3590 \spr\item\script\item_chrismasbox.spr 377 1 1 Ҽʹãѡƽͼ-ħ֮Ȧƽͼ-ħ֮׿ƽͼ-ħ֮Ϫƽͼ-ħɷ֮ӳѪסƽͼ-ħɷ֮ۡƽͼ-ħɷ֮ڤǹƽͼ-ħ֮ᡢƽͼ-ħ֮ɽɺġƽͼ-ħ֮Ѫɱеһ֣ͼױ30 0 0 0 0 0 ƽͼУؤ 3 3591 \spr\item\script\item_chrismasbox.spr 377 1 1 Ҽʹãѡƽͼ-֮çƽͼ-֮Ƥ󡢻ƽͼ-֮ȡƽͼ-֮ͬؤҢƽͼ-֮ͬ֡ƽͼ-֮ͬDZеһ֣ͼױ30 0 0 0 0 0 ƽͼУ䵱 3 3592 \spr\item\script\item_chrismasbox.spr 377 1 1 Ҽʹãѡƽͼ-֮ŭ׷䡢ƽͼ-̫֮ƽͼ-֮޼塢ƽͼ-֮ƽͼ-֮˿νƽͼ-֮佣еһ֣ͼױ30 0 0 0 0 0 ƽͼУ 3 3593 \spr\item\script\item_chrismasbox.spr 377 1 1 Ҽʹãѡƽͼ-֮ǵƽͼ-֮ɱعڡƽͼ-֮ػƽͼ-˪֮ǧ꺮ƽͼ-˪֮ƴƽͼ-˪֮֡ƽͼ-֮ڤڡƽͼ-֮Ӱ塢ƽͼ-֮ɷѩӰѥеһ֣ͼױ30 0 0 0 0 0 ƽͼУ 3 3594 \spr\item\script\item_chrismasbox.spr 377 1 1 Ҽʹãѡƽͼ-֮Ѫƽͼ-֮黷ƽͼ-֮Ľ䡢ƽͼ-֮еһ֣ͼױ30 0 0 0 0 0 ƽͼУ 3 3595 \spr\item\script\item_chrismasbox.spr 377 1 1 Ҽʹãѡƽͼ-֮ѡƽͼ-֮Ůƽͼ-֮ǽָƽͼ-֮еһ֣ͼױ30 0 0 0 0 0 90 3 3596 \spr\item\script\item_chrismasbox.spr 377 1 1 Ҽʹãѡ10ȫ2890еһ֣鱣30 0 0 0 0 0 ƽBOSS 3 3597 \spr\item\script\item_chrismasbox.spr 377 1 1 Ҽʹãѡ-Űء-ľ-ʦ-ƲȾ-ӨӨ-ʦ̫-ٻ-ҡ-˼ϡ-ӡ-еһ֣ʹʱ120Сʱ30 0 0 0 0 0 ˿ 3 3598 \spr\item\mayday07\qingchengxueya.spr 377 1 1 ɫ˿ٰƵƹŮ(196184)ʮϲøһǬĽֹ20118Ԣ2024 0 0 0 0 0 Cn Khn Phch Lch n 3 3599 \spr\item\script\zijinzhendan.spr 377 1 1 "C th dng nh bi Ac Lang T S, nhn c phn thng Ac Lang T S trong Ac Lang Cc, ngi c th n Xa Phu ca cc thnh th i vo Ac Lang Cc" 0 0 0 0 0 ɹ 3 3600 \spr\item\lottery\baxianjiaozi.spr 377 1 1 ϦԵ㣬ʳÿһβμϦĻ 0 0 0 0 0 ս 3 3601 \spr\item\questkey\003.spr 388 1 1 50%ʰȡʹã 1 0 0 0 0 ڵ 3 3602 \spr\item\questkey\003.spr 395 1 1 ȫ״̬ʰȡʹã 1 0 0 0 0 ƾ 3 3603 \spr\item\questkey\003.spr 400 1 1 ػʰȡʹã 1 0 0 0 0 Ѫս 3 3604 \spr\item\questkey\003.spr 391 1 1 ѪսЧʰȡʹã 1 0 0 0 0 3 3605 \spr\item\questkey\003.spr 392 1 1 Ѫ20000㣨ʰȡʹã 1 0 0 0 0 D Dung B Thut 3 3606 \spr\item\script\item_chrismasbox.spr 377 1 1 "Thay i din mo nhn vt, thut thay i nhn dng tng truyn b tht lc." 0 0 0 0 0 Kch Cng Tr Lc Hon 3 3607 \spr\item\medecine\obj-potion15.spr 19 1 1 "Mt loi bo dc c th lm tng lc cng kch, tc cng kch ngoi cng tng 50%, tc cng kch ni cng 10%, lc cng kch h ngoi cng tng 100 im, lc cng kch h ni cng tng 1000 im, chnh xc 500 im" 0 0 0 0 0 m Dng Hot Huyt n 3 3608 \spr\item\questkey\taskobj144.spr 19 1 1 "Mt loi thn n c th lm tng huyt kh, khng tt c 25%,sinh lc 500 im, n trnh 500 im, tc di chuyn 20%" 0 0 0 0 0 Long Huyt L Hp 3 3609 \spr\item\obj_item_gifts.spr 377 1 1 Sau khi m c th nhn c 3 vin Long Huyt Hon 0 0 0 0 0 L Bao i Bch Cu hon 3 3610 \spr\item\obj_item_jixiang.spr 41 1 1 Sau khi m c th nhn c 3 vin i Bch Cu Hon 0 0 0 0 0 L Bao i Bch Cu Hon c Bit 3 3611 \spr\item\obj_item_jixiang.spr 41 1 1 M ra s nhn c 3 vin Bch Cu Hon c Bit 0 0 0 0 0 Hn Nguyn Linh L ( Trung ) 3 3612 \spr\item\jingli\hunyuanlinglu.spr 41 1 1 "Hi t linh l ca tinh hoa thin a, nhn chut phi s dng nhn c 500 Tinh Lc" 0 0 0 0 0 Hn Nguyn Linh L ( i ) 3 3613 \spr\item\jingli\hunyuanlinglu.spr 41 1 1 "Hi t linh l ca tinh hoa thin a, nhn chut phi s dng nhn c 1000 Tinh Lc" 0 0 0 0 0 Thiu Lm B Kp 3 3614 \spr\item\questkey\obj_item_lection.spr 341 1 1 Thiu Lm - B Kp V Cng cp 90 0 0 0 0 0 Thin Vng B Kp 3 3615 \spr\item\questkey\obj_item_lection.spr 341 1 1 Thin Vng - B Kp V Cng cp 90 0 0 0 0 0 ng Mn B Kp 3 3616 \spr\item\questkey\obj_item_lection.spr 341 1 1 ng Mn - B Kp V Cng cp 90 0 0 0 0 0 Ng c B Kp 3 3617 \spr\item\questkey\obj_item_lection.spr 341 1 1 Ng c - B Kp V Cng cp 90 0 0 0 0 0 Nga Mi B Kp 3 3618 \spr\item\questkey\obj_item_lection.spr 341 1 1 Nga Mi - B Kp V Cng cp 90 0 0 0 0 0 Thy Yn B Kp 3 3619 \spr\item\questkey\obj_item_lection.spr 341 1 1 Thy Yn - B Kp V Cng cp 90 0 0 0 0 0 Ci Bang B Kp 3 3620 \spr\item\questkey\obj_item_lection.spr 341 1 1 Ci Bang - B Kp V Cng cp 90 0 0 0 0 0 Thin Nhn B Kp 3 3621 \spr\item\questkey\obj_item_lection.spr 341 1 1 Thin Nhn - B Kp V Cng cp 90 0 0 0 0 0 V ang B Kp 3 3622 \spr\item\questkey\obj_item_lection.spr 341 1 1 V ang - B Kp V Cng cp 90 0 0 0 0 0 Cn Ln B Kp 3 3623 \spr\item\questkey\obj_item_lection.spr 341 1 1 Cn Ln - B Kp V Cng cp 90 0 0 0 0 0 Lnh Bi Mc Nhn 3 3624 \spr\item\questkey\taskobj006.spr 413 1 2 "Gi 1 Mc nhn luyn cng, s c nhiu im kinh nghim thc chin" 0 0 0 0 0 Kim b tp cht 3 3625 \spr\item\questkey\taskobj049.spr 41 1 1 "Bi Kim ca V nhn s, b chn vi sau nhiu nm nn b ph bi trn" 0 0 0 0 0 Kim tinh sch 3 3626 \spr\item\questkey\taskobj049.spr 41 1 1 Bi Kim sau khi ra sch 0 0 0 0 0 Ʒ 3 3627 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 򿪺Ի100ƷƬ 0 0 0 0 0 Tch Lch n 3 3628 \spr\item\questkey\003.spr 41 1 1 "Nghe ni giao np cho Bc u Lo Nhn, mi c th chuyn sinh thn li." 0 0 0 0 0 3 3629 \spr\item\questkey\obj_item_lection.spr 341 1 1 "Tuyt th thn cng trong truyn thuyt, c th lm cho sinh t lun hi." 0 0 0 0 0 Tc Hiu Bch Cu Hon cp 150 3 3630 \spr\item\medecine\baijuwan_skill.spr 19 1 1 Nhn chut tri s dng c th lm cho tu luyn ca k nng cp 150 c nng cao 0 0 0 0 0 Dy Thng 3 3631 \spr\item\vietnam\midautumn06\tiesi.spr 432 1 1 Dng c dng treo l c Vit Nam 0 0 0 0 0 Di La Mu 3 3632 \spr\item\christmas2006\redscarf.spr 41 1 1 Biu tng ca t do c lp 0 0 0 0 0 Lng n nh Trng 3 3633 \spr\item\mid_autumn07\jinxiadeng.spr 41 1 1 Thp sng cho nhng c m 0 0 0 0 0 Pho Hoa Quc Khnh 3 3634 \spr\item\magic\icon_item_baozhu.spr 334 1 1 Cho mng ngy Quc Khnh Vit Nam 0 0 0 0 0 Bnh Trung Thu Hn Nguyt 3 3635 \spr\item\mid_autumn\yuebing.spr 377 1 1 Bnh thm ngon 0 0 0 0 0 Nn Trng 3 3636 \spr\item\script\zhongqiu_jieri\bazhenfuyuelazhu.spr 41 1 1 nh sng lung linh 0 0 0 0 0 Ph Kim Khi 3 3637 \spr\item\script\item_huangjintupu.spr 41 1 1 "Nguyn liu cn thit hp thnh trang b Kim , v tng thm 10% t l thnh cng tng ng" 0 0 0 0 0 Ph Kim Y 3 3638 \spr\item\script\item_huangjintupu.spr 41 1 1 "Nguyn liu cn thit hp thnh trang b Kim , v tng thm 10% t l thnh cng tng ng" 0 0 0 0 0 Ph Kim Hi 3 3639 \spr\item\script\item_huangjintupu.spr 41 1 1 "Nguyn liu cn thit hp thnh trang b Kim , v tng thm 10% t l thnh cng tng ng" 0 0 0 0 0 Ph Kim Yu i 3 3640 \spr\item\script\item_huangjintupu.spr 41 1 1 "Nguyn liu cn thit hp thnh trang b Kim , v tng thm 10% t l thnh cng tng ng" 0 0 0 0 0 Ph Kim H Uyn 3 3641 \spr\item\script\item_huangjintupu.spr 41 1 1 "Nguyn liu cn thit hp thnh trang b Kim , v tng thm 10% t l thnh cng tng ng" 0 0 0 0 0 Ph Kim Hng Lin 3 3642 \spr\item\script\item_huangjintupu.spr 41 1 1 "Nguyn liu cn thit hp thnh trang b Kim , v tng thm 10% t l thnh cng tng ng" 0 0 0 0 0 Ph Kim Bi 3 3643 \spr\item\script\item_huangjintupu.spr 41 1 1 "Nguyn liu cn thit hp thnh trang b Kim , v tng thm 10% t l thnh cng tng ng" 0 0 0 0 0 Ph Kim Thng Gii 3 3644 \spr\item\script\item_huangjintupu.spr 41 1 1 "Nguyn liu cn thit hp thnh trang b Kim , v tng thm 10% t l thnh cng tng ng" 0 0 0 0 0 Ph Kim H Gii 3 3645 \spr\item\script\item_huangjintupu.spr 41 1 1 "Nguyn liu cn thit hp thnh trang b Kim , v tng thm 10% t l thnh cng tng ng" 0 0 0 0 0 Ph Kim Kh Gii 3 3646 \spr\item\script\item_huangjintupu.spr 41 1 1 "Nguyn liu cn thit hp thnh trang b Kim , v tng thm 10% t l thnh cng tng ng" 0 0 0 0 0 սƬ 3 3647 \spr\item\script\item_huangjintupu.spr 41 1 1 "콣Ϲ彣ƬȥٰƵƹŮ(196,184)ǿ" 0 0 0 0 0 ԢƬ 3 3648 \spr\item\script\item_huangjintupu.spr 41 1 1 "ɽͶ彣ƬȥٰƵƹŮ(196,184)ǿ" 0 0 0 0 0 ƽƬ 3 3649 \spr\item\script\item_huangjintupu.spr 41 1 1 "ɽŷ彣ƬȥٰƵƹŮ(196,184)ǿĽֹ20119Ԣ2824" 0 0 0 0 0 꽣Ƭ 3 3650 \spr\item\script\item_huangjintupu.spr 41 1 1 "Ľͷ彣ƬȥٰƵƹŮ(196,184)ǿĽֹ20119Ԣ2824" 0 0 0 0 0 Cn Khn Phch Lch n 3 3651 \spr\item\script\item_huangjintupu.spr 41 1 1 "C th dng nh bi Ac Lang T S, nhn c phn thng Ac Lang T S trong Ac Lang Cc, ngi c th n Xa Phu ca cc thnh th i vo Ac Lang Cc" 0 0 0 0 0 Cun Ch 3 3652 \spr\item\questkey\bingcanwujisi.spr 371 1 1 Nhng s ch mng manh nhng rt bn 0 0 0 0 0 T Tm 3 3653 \spr\item\script\jiefang_jieri\201004\jipinbujuan.spr 41 1 1 S mm mi ca la l gm vc 0 0 0 0 0 Khn Tay Thu Hoa 3 3654 \spr\item\questkey\taskobj007.spr 41 1 1 Khn tay thu nhng bng hoa tht t m 0 0 0 0 0 T Mng Thch 3 3655 \spr\item\zhuangbeilingshi\zimangshi.spr 41 1 1 Mt loi Bo Thch dng ch to trang b 0 0 0 0 0 Kim Kim Bi 3 3656 \spr\item\questkey\taskobj024.spr 41 1 1 Nguyn liu cn thit hp thnh trang b Kim 0 0 0 0 0 Kim Hoa Chi Bo 3 3657 \spr\item\yulanpenjie\jinlianhua.spr 41 1 1 Tng thm 1% t l thnh cng hp thnh trang b Kim 0 0 0 0 0 Ph Thy Chi Bo 3 3658 \spr\item\questkey\taskobj017.spr 41 1 1 Tng thm 2% t l thnh cng hp thnh trang b Kim 0 0 0 0 0 Phong Vn Chi Bo 3 3659 \spr\item\questkey\obj_item_herokey3.spr 41 1 1 Tng thm 5% t l thnh cng hp thnh trang b Kim 0 0 0 0 0 Kim Trng Luyn Ngc 3 3660 \spr\item\questkey\taskobj098.spr 41 1 1 Dng trng luyn trang b Kim c thnh mt trang b Kim tng ng c thuc tnh mi hon ton. 0 0 0 0 0 Kim Chi Huyt 3 3661 \spr\item\questkey\taskobj070.spr 41 1 1 Khi ch to trang b Kim dng tng thm t l thnh cng 0 0 0 0 0 Ng Linh Kim nh Ph 3 3662 \spr\item\questkey\taskobj023.spr 41 1 1 Kim nh trang b trong Bo Rng Kim 0 0 0 0 0 Ng Linh Quy Nguyn Ph 3 3663 \spr\item\questkey\taskobj027.spr 41 1 1 i Bo Rng Trang B Kim 0 0 0 0 0 Bo Rng Kim Khi 3 3664 \spr\item\script\item_qianbaoxiang.spr 41 1 1 Bo Rng Trang B Kim 0 0 0 0 0 Bo Rng Kim Y 3 3665 \spr\item\script\item_qianbaoxiang.spr 41 1 1 Bo Rng Trang B Kim 0 0 0 0 0 Bo Rng Kim Hi 3 3666 \spr\item\script\item_qianbaoxiang.spr 41 1 1 Bo Rng Trang B Kim 0 0 0 0 0 Bo Rng Kim Yu i 3 3667 \spr\item\script\item_qianbaoxiang.spr 41 1 1 Bo Rng Trang B Kim 0 0 0 0 0 Bo Rng Kim H Uyn 3 3668 \spr\item\script\item_qianbaoxiang.spr 41 1 1 Bo Rng Trang B Kim 0 0 0 0 0 Bo Rng Kim Hng Lin 3 3669 \spr\item\script\item_qianbaoxiang.spr 41 1 1 Bo Rng Trang B Kim 0 0 0 0 0 Bo Rng Kim Bi 3 3670 \spr\item\script\item_qianbaoxiang.spr 41 1 1 Bo Rng Trang B Kim 0 0 0 0 0 Bo Rng Kim Thng Gii 3 3671 \spr\item\script\item_qianbaoxiang.spr 41 1 1 Bo Rng Trang B Kim 0 0 0 0 0 Bo Rng Kim H Gii 3 3672 \spr\item\script\item_qianbaoxiang.spr 41 1 1 Bo Rng Trang B Kim 0 0 0 0 0 Bo Rng Kim V Kh 3 3673 \spr\item\script\item_qianbaoxiang.spr 41 1 1 Bo Rng Trang B Kim 0 0 0 0 0 ڣز 3 3674 \spr\item\script\jianzhong_micang.spr 41 1 1 ղڽڣ֮еرҼʹҪ10촸ܴ򿪡 0 0 0 0 0 ر 3 3675 \spr\item\script\jiutian_mibao.spr 41 1 1 ղصرҼʹҪ12촸ܴ򿪡 0 0 0 0 0 Bo Rng Boss 3 3676 \spr\item\script\jiutian_mibao.spr 41 1 1 "Phn thng thu thp Thin Chi Bo Rng, s dng Cha Kha Nh m." 0 0 0 0 0 Thin Linh n 3 3677 \spr\item\script\zhuanshendan.spr 41 1 1 "Thin Chi Linh Vt, sau khi s dng s nhn c 20000000 kinh nghim. mi ngy mi nhn vt ch c th s dng nhiu nht 5 ci." 0 0 0 0 0 ر 3 3678 \spr\item\baijinjuanzhou.spr 41 1 1 дǰƵƹŮԵõ͢ؽ 0 0 0 0 0 ػؽ 3 3679 \spr\item\obj_item_gifts.spr 41 1 1 һĽٴչ 0 0 0 0 0 Цò 3 3680 \spr\item\obj_item_gifts.spr 41 1 1 ΪʲôһΪϵһ 0 0 0 0 0 ʢ 3 3681 \spr\item\obj_item_gifts.spr 41 1 1 ĽжʹϵţڵĽһж 0 0 0 0 0 ײ 3 3682 \spr\item\obj_item_gifts.spr 41 1 1 Ϸ죬 0 0 0 0 0 IJ˵ 3 3683 \spr\item\tianchimijing\dao.spr 41 1 1 ˵аõ 0 0 0 0 0 ͼƪ(δ) 3 3684 \spr\item\lottery\wulincaiquan.spr 41 1 1 ؽͼƪҼɴ 0 0 0 0 0 ͼƪ(Ѵ) 3 3685 \spr\item\lottery\wulincaiquan_argent.spr 41 1 1 ʮƪͼƪ֮һ 0 0 0 0 0 ־ 3 3686 \spr\item\worldcup\dalishen_kace.spr 41 1 1 Ӣ۾ڴˣһ죬ҲĴ˵ȥٰƵƹŮ 0 0 0 0 0 ˰ 3 3687 \spr\item\lottery\wulincaiquan_red.spr 41 1 1 ʱ̸ʱֳֵ˰壬Ϊҳ֮ʿ棬ҼԻضĽͼƪֹ201110Ԣ2024 0 0 0 0 0 Ѫӡ 3 3688 \spr\item\tianziyuxi.spr 41 1 1 ֮־ϢģҾɽʿȥٰƵƹŮֹ201110Ԣ2024 0 0 0 0 0 Cn Khn Phch Lch n 3 3689 \spr\item\script\zijinzhendan.spr 41 1 1 "C th dng nh bi Ac Lang T S, nhn c phn thng Ac Lang T S trong Ac Lang Cc, ngi c th n Xa Phu ca cc thnh th i vo Ac Lang Cc" 0 0 0 0 0 Huyn Kim Ngc Bi 3 3690 \spr\item\leaguematch\icon_league_silver.spr 41 1 1 "Ngi c vt c bit ny, i n dch trm s ton lc gip ngi i n a im tp kt, s khng h b cn tr" 0 0 0 0 0 Bc nn 3 3691 \spr\item\questkey\obj_item_cards.spr 41 1 1 Sau khi s dng c th nhn c 100 vn lng ca server lin kt 0 0 0 0 0 Vng nn 3 3692 \spr\item\questkey\jinzhuan.spr 41 1 1 Sau khi s dng c th nhn c 1000 vn lng ca server lin kt 0 0 0 0 0 Cm nang thay i tri t 3 3693 \spr\item\script\caiyao\htzzjn.spr 41 1 1 "Cm nang c cha thay i tri t n dc, bm chut phi ly." 0 0 0 0 0 Giy Trng 3 3694 \spr\item\script\201107\xuanzhi.spr 41 1 1 "T Giy Trng, ngi c th em cho Th ng <177,205> ti Lm An xem th" 0 0 0 0 0 Cy Bt 3 3695 \spr\item\script\201107\langhaobi.spr 41 1 1 "Bt ca Th ng, ngi c th em cho Th ng <177,205> ti Lm An xem th" 0 0 0 0 0 L Mc 3 3696 \spr\item\script\moshui.spr 41 1 1 "L Mc en, ngi c th em cho Th ng <177,205> ti Lm An xem th" 0 0 0 0 0 Cun Sch 3 3697 \spr\item\script\wenxueshu.spr 41 1 1 "Cun Sch bn trong cha ng nhiu kin thc, ngi c th em tng cho i Lo S <178,205> ti Lm An" 0 0 0 0 0 Hoa Tri n 3 3698 \spr\item\qingming\mum_p.spr 41 1 1 "Loi Hoa Tri n, c th lm tng thm 50 ln giao np Giy Trng cho Th ng" 0 0 0 0 0 Thin V Hn 3 3699 \spr\item\jianzhong\jinyinhua.spr 41 1 1 "S dng c th lm tng thm kin thc, v c th lm tng thm 25 ln giao np Cun Sch." 0 0 0 0 0 3 3700 \spr\item\jianzhong\jinyinhua.spr 41 1 1 ضζIJ 0 0 0 0 0 Tr Ha Phin 3 3701 \spr\item\script\zhuhuoshan.spr 41 1 1 Qut nh tng thm 2 im la 0 0 0 0 0 Th Thn Kim 3 3702 \spr\item\script\qutanqian.spr 41 1 1 Ly than ra gim 2 im la 0 0 0 0 0 Phong Rng 3 3703 \spr\item\script\xiaofengxiang.spr 41 1 1 Di Phong Rng lm la ln gp i. 0 0 0 0 0 ζ 3 3704 \spr\item\jianzhong\jinyinhua.spr 41 1 1 ζIJȣҼʹ 0 0 0 0 0 ɽ亣ζ 3 3705 \spr\item\jianzhong\jinyinhua.spr 41 1 1 ζIJȣҼʹ 0 0 0 0 0 ζ 3 3706 \spr\item\jianzhong\jinyinhua.spr 41 1 1 ţڵĽӣϢζȥƵƹŮǿֹ201111Ԣ2024 0 0 0 0 0 Cn Khn Phch Lch n 3 3707 \spr\item\jianzhong\jinyinhua.spr 41 1 1 "C th dng nh bi Ac Lang T S, nhn c phn thng Ac Lang T S trong Ac Lang Cc, ngi c th n Xa Phu ca cc thnh th i vo Ac Lang Cc" 0 0 0 0 0 Qu Trng Bo Rng 3 3708 \spr\vng\item\chenxiangmuxia2.spr 41 1 1 Bo rng c mt b bo vt Qu Trong 0 0 0 0 0 Tinh M Bo Rng 3 3709 \spr\item\jiefang2010\hanjinhe.spr 41 1 1 "Bn ngoi khc hoa vn tinh xo, bn trong c bo vt thn b" 0 0 0 0 0 Ti Tinh Luyn Thch 3 3710 \spr\item\script\item_chrismasbox.spr 41 1 1 Bn trong c mt s lng ln tinh luyn thch 0 0 0 0 0 Long Lnh K 3 3711 \spr\item\christmas\low_blue.spr 41 1 1 "Lnh Bi nhn c trong tnh nng Phong Vn Bo in, pha trn c khc hnh Long" 0 0 0 0 0 Ln Lnh K 3 3712 \spr\item\christmas\low_green.spr 41 1 1 "Lnh Bi nhn c trong tnh nng Phong Vn Bo in, pha trn c khc hnh Ln" 0 0 0 0 0 Phng Lnh K 3 3713 \spr\item\christmas\low_red.spr 41 1 1 "Lnh Bi nhn c trong tnh nng Phong Vn Bo in, pha trn c khc hnh Phng" 0 0 0 0 0 Quy Lnh K 3 3714 \spr\item\christmas\low_yellow.spr 41 1 1 "Lnh Bi nhn c trong tnh nng Phong Vn Bo in, pha trn c khc hnh Quy" 0 0 0 0 0 Bao Hn Nguyn Linh L 3 3715 \spr\item\script\item_chrismasbox.spr 41 1 1 Bn trong cha rt nhiu Hn Nguyn Linh L 0 0 0 0 0 Bao Hong Kim Nguyn Bn 3 3716 \spr\item\obj_item_gifts.spr 41 1 1 Bn trong cha rt nhiu Hong Kim Nguyn Bn 0 0 0 0 0 T Tinh Khong Thch Bao 3 3717 \spr\item\obj_item_gifts.spr 41 1 1 Bn trong cha rt nhiu T Tinh Khong Thch 0 0 0 0 0 Hc Ngc Bao 3 3718 \spr\item\obj_item_gifts.spr 41 1 1 Bn trong cha rt nhiu Hc Ngc 0 0 0 0 0 Ng sc bo ngc bao (tiu) 3 3719 \spr\item\obj_item_gifts.spr 41 1 1 Bn trong cha rt nhiu Ng Sc Bo Ngc (tiu) 0 0 0 0 0 Cy thng 3 3720 \spr\item\christmas2006\xmastree.spr 41 1 1 "S dng trong cc thnh th v cc tn th thn, c th nhn c 1 Cy Thng Ging Sinh, c th dng Qu Ging Sinh, n Lng Ging Sinh, Ko Ging Sinh, Chung Ging Sinh, Sao Ging Sinh trang tr cho Cy Ging Sinh." 0 0 0 0 0 V Ging Sinh 3 3721 \spr\script\item\shengdan_jieri\200811\shengdanwa.spr 41 1 1 "Mi ngy vo lc 19:00 n 23:00, nh Trng Bch ( Tng Dng -Thn B Thng Nhn Liu t -nh Trng Bch) c nhiu L Vt Ging Sinh, mang theo Tt Ging Sinh n nh Trng Bch Sn thu thp L Vt Ging Sinh, s c phn thng phong ph!" 0 0 0 0 0 Qu Ging Sinh 3 3722 \spr\item\vietnam\christmas2009\hongpingguo.spr 41 1 1 "Qu Ging Sinh dng trang tr Cy Thng Ging Sinh, c th tm thy Trng Bch Sn Nam hoc Trng Bch Sn Bc, ngi c th n i Tng Ging Sinh (Thnh 392,316) tm hiu xem sao" 0 0 0 0 0 n Lng Ging Sinh 3 3723 \spr\item\vietnam\midautumn06\lantern_red.spr 41 1 1 "n Lng Ging Sinh dng trang tr Cy Thng Ging Sinh, c th tm thy Kha Lang ng hoc Trng Bch Sn Bc, ngi c th n i Tng Ging Sinh (Thnh 392,316) tm hiu xem sao" 0 0 0 0 0 Ko chic gy 3 3724 \spr\item\script\shengdantang_caomei.spr 41 1 1 "Ko Ging Sinh dng trang tr Cy Thng Ging Sinh, c th tm thy Sa Mc Tng 3 hoc Trng Bch Sn Bc, ngi c th n i Tng Ging Sinh (Thnh 392,316) tm hiu xem sao" 0 0 0 0 0 Chung Ging Sinh 3 3725 \spr\item\christmas\lingdang.spr 41 1 1 "Chung Ging Sinh dng trang tr Cy Thng Ging Sinh, c th tm thy Mc Cao Qut hoc Trng Bch Sn Bc, ngi c th n i Tng Ging Sinh (Thnh 392,316) tm hiu xem sao" 0 0 0 0 0 Sao Ging Sinh 3 3726 \spr\script\item\shengdan_jieri\200811\shengdanxing.spr 41 1 1 "Sao Ging Sinh dng trang tr Cy Thng Ging Sinh, c th tm thy Tin Cc ng, ngi c th n i Tng Ging Sinh (Thnh 392,316) tm hiu xem sao" 0 0 0 0 0 Nn ging sinh 3 3727 \spr\item\christmas2006\xmascap.spr 41 1 1 "M Ging Sinh, c trong K Trn Cc, ngi c th mang n i Tng Ging Sinh ( Thnh 392,316) i ly Cn Khn Tch Lch n c uy lc v song" 0 0 0 0 0 о 3 3728 \spr\item\script\wuhuayulujinnang.spr 448 1 1 һװпоĽңҼʹÿȡ 0 0 0 0 0 o ging sinh 3 3729 \spr\item\script\event\christmas\shengdanyi.spr 41 1 1 "Ti NPC i Tng Ging Sinh (Tng Dng 198,201) dng hp thnh vt phm" 0 0 0 0 0 Qun Ging Sinh 3 3730 \spr\item\christmas\shengdankuzi.spr 41 1 1 "Ti NPC i Tng Ging Sinh (Tng Dng 198,201) dng hp thnh vt phm" 0 0 0 0 0 Ti Ging Sinh 3 3731 \spr\item\script\item_daizi.spr 41 1 1 "Ti NPC i Tng Ging Sinh (Tng Dng 198,201) dng hp thnh vt phm" 0 0 0 0 0 ng Gi Noel (nh) 3 3732 \spr\item\christmas\shengdanlaoren2.spr 41 1 1 Nhn chut phi s dng s nhn c phn thng 0 0 0 0 0 ng Gi Noel (trung) 3 3733 \spr\item\christmas\shengdanlaoren3.spr 41 1 1 Nhn chut phi s dng s nhn c phn thng 0 0 0 0 0 ng Gi Noel (i) 3 3734 \spr\item\christmas\shengdanlaoren1.spr 41 1 1 Nhn chut phi s dng s nhn c phn thng 0 0 0 0 0 Hp qu ging sinh 3 3735 \spr\item\obj_item_gifts.spr 41 1 1 Nhn chut phi s dng s nhn c phn thng 0 0 0 0 0 Ngi Sao 3 3736 \spr\item\script\jiaoshi_jieri\200810\fuyuanjinshi.spr 41 1 1 "Ti NPC ng Gi Noel (Lm An 195,184) dng i Lnh Bi Boss" 0 0 0 0 0 Bnh Ging Sinh 3 3737 \spr\item\vietnam\midautumn06\mooncake_4.spr 41 1 1 Nhn chut phi s dng s nhn c phn thng 0 0 0 0 0 Lnh bi Boss - Trng Tuyn 3 3738 \spr\item\questkey\taskobj132.spr 41 1 1 Dng triu hi Boss Trng Tuyn xut hin 0 0 0 0 0 Lnh bi Boss - Kim Th Lng 3 3739 \spr\item\questkey\taskobj132.spr 41 1 1 Dng triu hi Boss Kim Th Lng xut hin 0 0 0 0 0 Lnh bi Boss - M Dung Ton 3 3740 \spr\item\questkey\taskobj132.spr 41 1 1 Dng triu hi Boss M Dung Ton xut hin 0 0 0 0 0 L Vt Nm Mi 3 3741 \spr\item\obj_item_gifts.spr 41 1 1 "L Vt Nm Mi, ti nh Trng Bch Sn ( Tng Dng-Thn B Thng Nhn Liu t) s c, ngi c th n i Thn Ti (Tng Dng 198,201) tm hiu xem" 0 0 0 0 0 Pho Hoa Mng Xun 3 3742 \spr\item\script\spring2007\xinnian_lihua.spr 41 1 1 "Pho Hoa tuyt p, c th t vo ngy 29-1-2012 n 06-02, s nhn c phn thng phong ph" 0 0 0 0 0 Trm Hng 3 3743 \spr\item\magicscript\qingming2010\qmxiang.spr 41 1 1 "C th giao cho i Thn Ti nhn phn thng, ngi c th i Thnh ( 392,316 ), i L (202,198) v cc i Thn Ti ca thnh th khc tm hiu xem sao." 0 0 0 0 0 Bn o 3 3744 \spr\item\script\doushashoutao.spr 41 1 1 "C th giao cho i Thn Ti nhn Cn Khn Tch Lch n, ngi c th i Thnh ( 392,316 ), i L (202,198) v cc i Thn Ti ca thnh th khc tm hiu xem sao." 0 0 0 0 0 Cn Khn Phch Lch n 3 3745 \spr\item\script\zijinzhendan.spr 41 1 1 "C th dng nh bi c Lang T S, nhn c phn thng, c Lang T S trong c Lang Cc, ngi c th n cc Xa Phu ca cc thnh th n c Lang Cc." 0 0 0 0 0 Ƭ 3 3746 \spr\item\script\zijinzhendan.spr 41 1 1 ҼԲ鿴õĽƷ 0 0 0 0 0 ׻ 3 3747 \spr\item\script\item_chrismasbox.spr 41 1 1 Ҫ1600ʯ򿪣򿪺һ׻ 0 0 0 0 0 Xoi 3 3748 \spr\item\yn_chunjie\yn_mangguo.spr 41 1 1 Dng hp thnh vt phm ti NPC [ i Thn Ti] 0 0 0 0 0 Tri Mng Cu 3 3749 \spr\item\script\manggou.spr 41 1 1 Dng hp thnh vt phm ti NPC [ i Thn Ti] 0 0 0 0 0 Tri Cam 3 3750 \spr\item\script\juzi.spr 41 1 1 Dng hp thnh vt phm ti NPC [ i Thn Ti] 0 0 0 0 0 Tri L 3 3751 \spr\item\script\lizi.spr 41 1 1 Dng hp thnh vt phm ti NPC [ i Thn Ti] 0 0 0 0 0 Tri Bi 3 3752 \spr\item\script\youzi.spr 41 1 1 Dng hp thnh vt phm ti NPC [ i Thn Ti] 0 0 0 0 0 Ni Chui 3 3753 \spr\item\script\xiangjiao.spr 41 1 1 Dng hp thnh vt phm ti NPC [ i Thn Ti] 0 0 0 0 0 Tri Hng 3 3754 \spr\item\script\shizi.spr 41 1 1 Dng hp thnh vt phm ti NPC [ i Thn Ti] 0 0 0 0 0 Da 3 3755 \spr\item\script\spring2010\yezi.spr 41 1 1 Dng hp thnh vt phm ti NPC [ i Thn Ti] 0 0 0 0 0 u 3 3756 \spr\item\yn_chunjie\yn_mugua.spr 41 1 1 Dng hp thnh vt phm ti NPC [ i Thn Ti] 0 0 0 0 0 Tri Sung 3 3757 \spr\item\script\fuyouguo.spr 41 1 1 Dng hp thnh vt phm ti NPC [ i Thn Ti] 0 0 0 0 0 Mm Bc 3 3758 \spr\item\script\baiyinpan.spr 41 1 1 Dng hp thnh vt phm ti NPC [ i Thn Ti] 0 0 0 0 0 Mm Vng 3 3759 \spr\item\script\huangjinpan.spr 41 1 1 Dng hp thnh vt phm ti NPC [ i Thn Ti] 0 0 0 0 0 Mm Bc Ng Qu 3 3760 \spr\item\script\wuguobaiyinpan.spr 41 1 1 Sau khi s dng s nhn c phn thng 0 0 0 0 0 Mm Vng Ng Qu 3 3761 \spr\item\script\wuguohuangjinpan.spr 41 1 1 Sau khi s dng s nhn c phn thng 0 0 0 0 0 Ht 3 3762 \spr\item\questkey\seed_gold.spr 380 1 1 Nhn chut phi s dng c th nhn c ht ging Cy Bch Qu 0 0 0 0 0 Bao L X Nm Mi (nh) 3 3763 \spr\item\questkey\obj_item_burses.spr 343 1 1 Dng giao cho NPC [i Thn Ti] nhn c phn thng may mn 0 0 0 0 0 Ht Ging Hoa Hng 3 3764 \spr\item\newyear2010\.spr 330 1 1 "cn phi t i hai ngi khng cng gii tnh vi nhau, hai hip khch ny l phu th hoc l im s nhn duyn l s cp mi c th trng Hoa Hng, hai hip khch cn phi cng nhau chm sc Hoa Hng cho nhau" 20 0 0 0 0 u Hng 3 3765 \spr\item\questkey\seed_rose.spr 380 1 1 "S dng khu vc bn ngoi tht i thnh th v bt i tn th thn, c th trng ht ging u Hng, khi u Hng ln th c th nhn phn thng, ngi c th n Chng ng Cung N tm hiu thm" 0 0 0 0 0 Dy Hng 3 3766 \spr\item\newyear2010\.spr 41 1 1 "T Hng c th gip ngi tm c nhn duyn ca mnh, ngi c th n Nguyt H Lo Nhn Giang Tn Thn tm hiu thm " 0 0 0 0 0 Di Hoa Ha Mng 3 3767 \spr\item\script\wusetang.spr 41 1 1 "Di hoa yu nguyt im tinh thn, Ha mng nht trng v khng ngn, ngi c th n Chng ng Cung N ti Lm An tm hiu thm, hot ng n 24:00-29-02-2012 s kt thc." 0 0 0 0 0 D Hng Hoa Hng 3 3768 \spr\item\questkey\taskobj093.spr 41 1 1 "Trng Ht Ging Hoa Hng nhn c phn thng, ngi c th n Chng ng Cung N tm hiu thm " 0 0 0 0 0 Qu u Hng 3 3769 \spr\item\script\tangchaolizi.spr 41 1 1 "Trng u Hng nhn c phn thng, ngi c th n Chng ng Cung N ti Lm An tm hiu thm. " 0 0 0 0 0 T Nguyt Ngng L 3 3770 \spr\item\script\qingming_jieri\200903\yuqingganlu.spr 41 1 1 C th tng thm 1 ln nhn 1 Ht Ging Hoa Hng hoc u Hng hot ng n 24:00-29-02-2012. 0 0 0 0 0 Cn Khn Phch Lch n 3 3771 \spr\item\script\zijinzhendan.spr 41 1 1 "Dng nh bi c Lang T S, nhn c phn thng, c Lang T S trong c lang Cc, c th i t Xa Phu ti cc thnh th i vo , ngi c th n Chng ng Cung N Lm An tm hiu xem sao" 0 0 0 0 0 Hoa Hng Trng 3 3772 \spr\item\script\whiterose.spr 41 1 1 Mang n cho Th Ghp Hoa hp thnh B Hoa Hng 0 0 0 0 0 Hoa Hng Xanh 3 3773 \spr\item\script\greenrose.spr 41 1 1 Mang n cho Th Ghp Hoa hp thnh B Hoa Hng 0 0 0 0 0 Hoa Hng Vng 3 3774 \spr\item\script\yellowrose.spr 41 1 1 Mang n cho Th Ghp Hoa hp thnh B Hoa Hng 0 0 0 0 0 Hoa hng 3 3775 \spr\item\questkey\flower.spr 41 1 1 Mang n cho Th Ghp Hoa hp thnh B Hoa Hng 0 0 0 0 0 B Hng Tam Sc 3 3776 \spr\item\script\sansemeiguihua.spr 41 1 1 Hoa Hng mng ngy 8/3 0 0 0 0 0 B Hng T Sc 3 3777 \spr\item\script\sisemeiguihua.spr 41 1 1 Hoa Hng mng ngy 8/3 0 0 0 0 0 Gi ng Hoa 3 3778 \spr\item\script\basket.spr 41 1 1 Chic gi bng tre rt chc chn 0 0 0 0 0 C Xanh 3 3779 \spr\item\mayday07\diancangpuer.spr 41 1 1 C Xanh ma xun 0 0 0 0 0 Ti Hng Hoa Hng 3 3780 \spr\item\script\roseribbon.spr 41 1 1 Ti cha ng nhng bng hng tuyt p 0 0 0 0 0 N Ct B Hoa 3 3781 \spr\item\christmas2006\redscarf.spr 41 1 1 N trang tr cho nhng gi hoa ti ti p 0 0 0 0 0 Gi Hoa Hng Vnh Cu 3 3782 \spr\item\script\rosebasket.spr 41 1 1 B Hng n r p tuyt sc 0 0 0 0 0 Ti May Mn 3 3783 \spr\item\script\luckyribbon.spr 41 1 1 May mn ca ma xun ang n gn 0 0 0 0 0 - 3 3784 \spr\item\obj_item_gifts.spr 41 1 1 һĽٴչҼ򿪻ô 0 0 0 0 0 - 3 3785 \spr\item\obj_item_gifts.spr 41 1 1 ΪʲôһΪϵһﵽ100ɴ򿪻÷ḻ 0 0 0 0 0 - 3 3786 \spr\item\obj_item_gifts.spr 41 1 1 ĽжʹϵţڵĽһжﵽ120ɴ򿪷ḻ 0 0 0 0 0 - 3 3787 \spr\item\obj_item_gifts.spr 41 1 1 ӭսڶԽԿ10Ȫ֮ˮܴ򿪣򿪺û÷ḻ 0 0 0 0 0 Huy Hiu cp 1 3 3788 \spr\item\script\zhongqiu_jieri\zhangonghuizhang.spr 41 1 1 "Huy Hiu Ch Soi, c th giao cho i Ch Soi" 0 0 0 0 0 Huy Hiu cp 2 3 3789 \spr\item\vietnam\guoqing_huizhang.spr 41 1 1 "Huy Hiu Ch Soi, c th giao cho i Ch Soi" 0 0 0 0 0 Huy Hiu cp 3 3 3790 \spr\item\vietnam\guoqing_huizhang.spr 41 1 1 "Huy Hiu Ch Soi, c th giao cho i Ch Soi" 0 0 0 0 0 Thch Kim 3 3791 \spr\item\christmas\high_blue.spr 41 1 1 "Thch Kim Thn K, dng nng cp Huy Hiu" 0 0 0 0 0 Chic o lnh b rch 3 3792 \spr\item\script\polandejunyi.spr 41 1 1 o Lnh B Rch ca nhng ngi lnh 0 0 0 0 0 Cun Ch 3 3793 \spr\item\script\dilunfengrenxian.spr 41 1 1 Nguyn liu cn thit dng may o 0 0 0 0 0 Mnh Vi 3 3794 \spr\item\script\buliaopian.spr 41 1 1 Dng may o cho nhng ngi lnh phng xa 0 0 0 0 0 Khuy o 3 3795 \spr\item\script\kouyan.spr 41 1 1 Dng may o cho nhng ngi lnh phng xa 0 0 0 0 0 Chic o lnh Sa 3 3796 \spr\item\script\xiuhaodejunyi.spr 41 1 1 Gi v phng xa cho nhng ngi lnh 0 0 0 0 0 Chic o lnh mi 3 3797 \spr\item\script\xindejunyi.spr 41 1 1 Gi v phng xa cho nhng ngi lnh 0 0 0 0 0 Mnh Vi Mu Xanh L 3 3798 \spr\item\script\lvsedebuliaopian.spr 41 1 1 Nguyn liu ghp vt phm 0 0 0 0 0 Ti Nguyn Liu 3 3799 \spr\item\christmas2009\shengdanlibao.spr 41 1 1 Ti cha ng nhiu nguyn liu cn thit 0 0 0 0 0 Ha Th Bch 3 3800 \spr\item\script\jxol_longwenyupei.spr 41 1 1 Nhn chut phi s dng c th tng thm 20 s ln s dng Chic o Lnh Mi 0 0 0 0 0 Gia Huyt Ph 3 3801 \spr\item\script\jiaxuefu.spr 41 1 1 "Ngi hy s dng gn Xe Nga ca mnh, c th hi mu cho Xe Nga mi na giy hi phc 15000 sinh lc, ko di 3 giy" 0 0 0 0 0 Gia Tc Ph 3 3802 \spr\item\script\jiasufu.spr 41 1 1 "S dng gn Xe Nga ca mnh, c th lm tng tc di chuyn cho Xe Nga 100%, hiu qu 10 giy" 0 0 0 0 0 Ph Ha Gii 3 3803 \spr\item\script\gedangfu.spr 41 1 1 "S dng gn Xe Nga ca mnh, c th lm cho Xe Nga ha gii ton b lc st thng, hiu qu 7 giy" 0 0 0 0 0 n Thn Ph 3 3804 \spr\item\script\yinshenfu.spr 41 1 1 "S dng gn Xe Nga ca mnh, c th lm cho Xe Nga n thn 10 giy" 0 0 0 0 0 Bo N Lnh Ph 3 3805 \spr\item\questkey\taskobj126.spr 41 1 1 "Nhn chut tri s dng tng thm 100 im c s Thin Trng Lu hin ti v 200 im i phn thng t n gii hn, mi ngy ch c s dng nhiu nht 8 ci, im c s ngy hm nay s khng c cng dn cho n ngy hm sau." 0 0 0 0 0 Huyn Kim 3 3806 \spr\item\christmas\high_blue.spr 333 1 1 "Thuc tnh Huyn Kim, n t o Nguyt Ca. Dng Chy Luyn Chi Php nng cp trang b Huyn Kim " 100 0 0 0 0 Huyn Kim Chi Tinh 3 3807 \spr\item\christmas\high_yellow.spr 333 1 1 Ly vt sau khi rn luyn nhn c dng on To Chi Php ch to trang b Huyn Kim 100 0 0 0 0 Huyn Kim Khong Thch (tiu) 3 3808 \spr\item\vnxmas2007\wuse_bingjin.spr 333 1 1 Sau khi luyn Huyn Kim thin nhin xong s nhn c Huyn Kim. nhn nt phi nhn Huyn Kim phm cht khc nhau 100 0 0 0 0 Huyn Kim Khong Thch (trung) 3 3809 \spr\item\vnxmas2007\wuse_bingjin.spr 333 1 1 Sau khi luyn Huyn Kim thin nhin xong s nhn c Huyn Kim. nhn nt phi nhn Huyn Kim phm cht khc nhau 100 0 0 0 0 Huyn Kim Khong Thch (i) 3 3810 \spr\item\vnxmas2007\wuse_bingjin.spr 333 1 1 Sau khi luyn Huyn Kim thin nhin xong s nhn c Huyn Kim. nhn nt phi nhn Huyn Kim phm cht khc nhau 100 0 0 0 0 ʯش 3 3811 \spr\item\vnxmas2007\wuse_bingjin.spr 333 1 1 Sau khi luyn Huyn Kim thin nhin xong s nhn c Huyn Kim. nhn nt phi nhn Huyn Kim phm cht khc nhau 100 0 0 0 0 Ht Mm 3 3812 \spr\vng\item\201205\hatmam.spr 41 1 1 Ht mm Hoa Phng 0 0 0 0 0 Ti Thuc Tng Trng 3 3813 \spr\vng\item\201205\tuithuoctangtruong.spr 41 1 1 Dng cho cy pht trin 0 0 0 0 0 Bnh Nc 3 3814 \spr\vng\item\201205\binhnuoc.spr 41 1 1 Bnh cha nc 0 0 0 0 0 Phm Mu Sc 3 3815 \spr\vng\item\201205\phammausac.spr 41 1 1 Phm nhiu mu sc 0 0 0 0 0 Hoa Phng 3 3816 \spr\vng\item\201205\hoaphuongdo.spr 41 1 1 Cnh Hoa Phng mu 0 0 0 0 0 Hoa Phng Tm 3 3817 \spr\vng\item\201205\hoaphuongtim.spr 41 1 1 Cnh Hoa Phng mu tm 0 0 0 0 0 Hoa Phng Trng 3 3818 \spr\vng\item\201205\hoaphuongtrang.spr 41 1 1 Cnh Hoa Phng mu trng 0 0 0 0 0 Ti Ht Ging 3 3819 \spr\item\jiefang2010\hanjinhe.spr 41 1 1 M ra s nhn c nhiu Ht Mm 0 0 0 0 0 Thng Nc 3 3820 \spr\item\vnxmas2007\shengdanglihe.spr 41 1 1 M ra s nhn c nhiu Bnh Nc 0 0 0 0 0 T n Mc 3 3821 \spr\item\magicscript\qingming2010\qmxiang.spr 41 1 1 "ľΨᣬǽĺòϣٰƵƹŮ(196,184)ǿ" 0 0 0 0 0 Tinh Thit Ta 3 3822 \spr\item\script\duankaidejian.spr 41 1 1 ʯΪ̴ľһͬϽƵƹŮԻȡĽ20125Ԣ1624ʧ 0 0 0 0 0 Ln Ngn C 3 3823 \spr\item\tianchimijing\dao.spr 41 1 1 ɳ̴ľһͬϽƵƹŮԻȡĽ20125Ԣ1624ʧ 0 0 0 0 0 ؼ 3 3824 \spr\item\script\yimingfu.spr 41 1 1 "񽳢ؼȥٰƵƹŮ(196,184)ǶһǬĽֹ20125Ԣ1624" 0 0 0 0 0 Cn Khn Phch Lch n 3 3825 \spr\item\script\zijinzhendan.spr 41 1 1 "ܶʹý,ʹڶǹУӳгԽǹȣȥٰƵƹŮǴֹ20125Ԣ1624" 0 0 0 0 0 T n Hng Nang 3 3826 \spr\item\questkey\obj_item_hehuan.spr 41 1 1 ҰĽ֮ܽ֡Ľֹ20125Ԣ1624 0 0 0 0 0 Ht ging Thn 3 3827 \spr\item\oldbox\oldbox.spr 41 1 1 ͳǣռ֣ȥϽƵƹŮ 0 0 0 0 0 Ph Bch H Khi 3 3828 \spr\item\script\item_huangjintupu.spr 41 1 1 "Nguyn liu hp thnh trang b Bch H, v tng thm 10% t l thnh cng, nhiu nht s dng 8 ci" 0 0 0 0 0 Ph Bch H Y 3 3829 \spr\item\script\item_huangjintupu.spr 41 1 1 "Nguyn liu hp thnh trang b Bch H, v tng thm 10% t l thnh cng, nhiu nht s dng 8 ci" 0 0 0 0 0 Ph Bch H Hi 3 3830 \spr\item\script\item_huangjintupu.spr 41 1 1 "Nguyn liu hp thnh trang b Bch H, v tng thm 10% t l thnh cng, nhiu nht s dng 8 ci" 0 0 0 0 0 Ph Bch H Yu i 3 3831 \spr\item\script\item_huangjintupu.spr 41 1 1 "Nguyn liu hp thnh trang b Bch H, v tng thm 10% t l thnh cng, nhiu nht s dng 8 ci" 0 0 0 0 0 Ph Bch H H Uyn 3 3832 \spr\item\script\item_huangjintupu.spr 41 1 1 "Nguyn liu hp thnh trang b Bch H, v tng thm 10% t l thnh cng, nhiu nht s dng 8 ci" 0 0 0 0 0 Ph Bch H Hng Lin 3 3833 \spr\item\script\item_huangjintupu.spr 41 1 1 "Nguyn liu hp thnh trang b Bch H, v tng thm 10% t l thnh cng, nhiu nht s dng 8 ci" 0 0 0 0 0 Ph Bch H Bi 3 3834 \spr\item\script\item_huangjintupu.spr 41 1 1 "Nguyn liu hp thnh trang b Bch H, v tng thm 10% t l thnh cng, nhiu nht s dng 8 ci" 0 0 0 0 0 Ph Bch H Thng Gii 3 3835 \spr\item\script\item_huangjintupu.spr 41 1 1 "Nguyn liu hp thnh trang b Bch H, v tng thm 10% t l thnh cng, nhiu nht s dng 8 ci" 0 0 0 0 0 Bch H Ph H Gii 3 3836 \spr\item\script\item_huangjintupu.spr 41 1 1 "Nguyn liu hp thnh trang b Bch H, v tng thm 10% t l thnh cng, nhiu nht s dng 8 ci" 0 0 0 0 0 Ph Bch H V Kh 3 3837 \spr\item\script\item_huangjintupu.spr 41 1 1 "Nguyn liu hp thnh trang b Bch H, v tng thm 10% t l thnh cng, nhiu nht s dng 8 ci" 0 0 0 0 0 Bch H Kim Bi 3 3838 \spr\item\script\xiakeling.spr 41 1 1 "Nguyn liu hp thnh trang b Bch H, c th s dng 1000 ci Hnh Hip Lnh i ti Hng Rong" 0 0 0 0 0 Bch H Bo Thch 3 3839 \spr\item\christmas\mid_blue.spr 41 1 1 "Khi hp thnh trang b Bch H t vo, c th tng thm 1% t l thnh cng" 0 0 0 0 0 Bch H Thin Thch 3 3840 \spr\item\christmas\mid_green.spr 41 1 1 "Khi hp thnh trang b Bch H t vo, c th tng thm 2% t l thnh cng" 0 0 0 0 0 Bch H Thn Thch 3 3841 \spr\item\christmas\mid_purple.spr 41 1 1 "Khi hp thnh trang b Bch H t vo, c th tng thm 5% t l thnh cng" 0 0 0 0 0 Bch H Trng Luyn Ngc 3 3842 \spr\item\script\baiyu.spr 41 1 1 "Tm Th Rn Thn B giao np Ngc Trng Luyn v trang b Bch H tng ng, th s nhn c trang b Bch H c thuc tnh hon ton mi." 0 0 0 0 0 Lu Linh n 3 3843 \spr\item\magicscript\qingming2010\chenxiangmuxia2.spr 41 1 1 Sau khi s dng trong vng 20 pht ng gn Cy Phng th s nhn c hiu qu nhn 3 kinh nghim. 0 0 0 0 0 ԻҶ 3 3844 \spr\item\questkey\taskobj396.spr 41 1 1 ΢֮ʳ֮5θ߼Ի֮ʹôÿʳ1Ƭ 0 0 0 0 0 Ի֮ 3 3845 \spr\item\yulanpenjie\jinlianhua.spr 443 1 1 ΢֮ʳ֮5ΰԻ֮ʹôÿʳ1䡣 0 0 0 0 0 Ѱ 3 3846 \spr\item\medecine\caipiao.spr 41 1 1 ѰӣƵƵ޹ߣѰɢĹ⣬лֹ20126Ԣ122424㡣 0 0 0 0 0 3 3847 \spr\item\leaguematch\icon_league_silver.spr 41 1 1 Ůﲻߣؽ˶ڽϢн 0 0 0 0 0 3 3848 \spr\item\jiefang2010\kaixuangu.spr 41 1 1 ĸߣҢϽȡǬĻĶǰ 0 0 0 0 0 Ǻ 3 3849 \spr\item\script\201107\langhaobi.spr 41 1 1 նͯϵò롰ѰһϽԻøӷĽ 0 0 0 0 0 Cn Khn Phch Lch n 3 3850 \spr\item\script\zijinzhendan.spr 41 1 1 "ܶʹý,ʹڶǹУӳгԽǹȣȥٰƵƹŮǴֹ20125Ԣ1624" 0 0 0 0 0 ֮բ 3 3851 \spr\item\citydefence\smallfragment.spr 41 1 1 ˷ȱնͯƾ֤ 0 0 0 0 0 Li Lim St 3 3852 \spr\vng\item\120530_lua_nuoc\luoiliemsat.spr 41 1 1 "C th thu nht la nc, thi gian tiu hao di, mi khi thu nht thnh cng la nc, mt mt Li Lim St" 0 0 0 0 0 Li Lim Bc 3 3853 \spr\vng\item\120530_lua_nuoc\luoiliembac.spr 41 1 1 "C th thu nht la nc, thi gian tiu hao ngn, mi khi thu nht thnh cng la nc, mt mt Li Lim Bc" 0 0 0 0 0 La Xanh 3 3854 \spr\item\magicscript\qingming2010\qmliu.spr 41 1 1 "Thu hoch cy La Xanh nhn c, c th em n gp Thu Vn i thng" 0 0 0 0 0 La Vng 3 3855 \spr\item\mayday07\huangcha.spr 41 1 1 "Thu hoch cy La Vng nhn c, c th em n gp Thu Vn i thng" 0 0 0 0 0 Ti Hng 3 3856 \spr\vng\item\120530_lua_nuoc\tuihuong.spr 41 1 1 S dng tng thm mt ln tham gia hot ng Tr Ti Nh Nng 0 0 0 0 0 128鲹 3 3857 \spr\item\christmas\perfect.spr 41 1 1 20125Ԣ22128鲹רõҩҼʹú6.5ھ飬ÿʹ1š 0 0 0 0 0 H Mch n 3 3858 \spr\item\jianzhong\xuelingzhuhun.spr 41 1 1 "Thin a tinh hoa s t, xung huyt tt b chi vt." 0 0 0 0 0 Bang hi thnh bo Th V triu hi ph 3 3859 \spr\item\questkey\taskobj119.spr 41 1 1 vt phm triu hi Th V bang hi thnh bo 0 0 0 0 0 Thanh ng Thn Mc Lnh 3 3860 \spr\item\leaguematch\icon_league_iron.spr 41 1 1 Nhn chut phi s sng nhn c 10 triu kinh nghim 0 0 0 0 0 Bch Ngn Thn Mc Lnh 3 3861 \spr\item\leaguematch\icon_league_silver.spr 41 1 1 Nhn chut phi s sng nhn c 20 im chn nguyn 0 0 0 0 0 Hong Kim Thn Mc Lnh 3 3862 \spr\item\leaguematch\icon_league_gold.spr 41 1 1 Nhn chut phi s sng nhn c 120 im chn nguyn v 60 triu kinh nghim 0 0 0 0 0 ƼƷ 3 3863 \spr\item\leaguematch\icon_league_platina.spr 385 1 1 ԽԿƼѡֵƷƣٴȡҫһ 0 0 0 0 0 ng Quy 3 3864 \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 ti Trng Bch Sn Nam, Trng Bch Sn Bc, Mc Cao Qut, Kha Lang ng, Sa Mc s nhn c " 0 0 0 0 0 X Hng 3 3865 \spr\vng\item\120628_event_thang_7\xahuong.spr 41 1 1 "Nguyn liu hot ng, n NPC Tng Qun S Kin tm hiu, mua ti Hng Rong." 0 0 0 0 0 Trn B 3 3866 \spr\vng\item\120628_event_thang_7\tranbi.spr 41 1 1 "Nguyn liu hot ng, n NPC Tng Qun S Kin tm hiu, sinh ra trong hot ng." 0 0 0 0 0 Li Tm Tho 3 3867 \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" 0 0 0 0 0 Dc vng nh 3 3868 \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 K Trn Cc." 0 0 0 0 0 H Kh n 3 3869 \spr\vng\item\120628_event_thang_7\hokhedon.spr 41 1 1 S dng nhn c kinh nghim 0 0 0 0 0 S B n 3 3870 \spr\vng\item\120628_event_thang_7\subidon.spr 41 1 1 S dng nhn c kinh nghim v vt phm 0 0 0 0 0 Chn Long n 3 3871 \spr\vng\item\120628_event_thang_7\chanlongdon.spr 41 1 1 S dng nhn c kinh nghim 0 0 0 0 0 Bang Hi Thit Huyt Lnh 3 3872 \spr\vng\item\120628_event_thang_7\banghoithiethuyetlenh.spr 41 1 1 "Phn thng hot ng, thi gian trc tuyn sau khi iu kin s nhn c" 0 0 0 0 0 Bang Hi an Tm Lnh 3 3873 \spr\vng\item\120628_event_thang_7\banghoidantamlenh.spr 41 1 1 "Phn thng hot ng, thi gian trc tuyn sau khi iu kin s nhn c" 0 0 0 0 0 ۻ 3 3874 \spr\item\magic\butianshi_da.spr 41 1 1 ɽ⻢Ƿ봨ˮٶܣۻƾƵıر 0 0 0 0 0 ׾ 3 3875 \spr\item\questkey\003.spr 41 1 1 ƶʮǧֵǮۻƾƵIJϡ 0 0 0 0 0 ۻƾ 3 3876 \spr\item\script\zhenlu_avd1.spr 41 1 1 ɱٶٰаƹƶ 0 0 0 0 0 3 3877 \spr\item\qingming\mum_w.spr 41 1 1 ɢֹͨʹŧ 0 0 0 0 0 3 3878 \spr\item\mayday07\lvcha.spr 41 1 1 ǵȿĿƱɻԭ 0 0 0 0 0 춹 3 3879 \spr\item\questkey\taskobj402.spr 41 1 1 춹𣬻ζ֣ƳɴԺոһǬ 0 0 0 0 0 컨 3 3880 \spr\item\qixi_2006\huahuan.spr 41 1 1 ʱϴԩΪԭȼԭ 0 0 0 0 0 Cn Khn Phch Lch n 3 3881 \spr\item\script\zijinzhendan.spr 41 1 1 "ܶʹý,ʹڶǹУӳгԽǹȣȥٰƵƹŮǴֹ20127Ԣ90" 0 0 0 0 0 Ph Ha Gii 3 3882 \spr\item\ib\chaotingzhaoshu.spr 41 1 1 īʯ˸Ʒؼʱܾһ 0 0 0 0 0 3 3883 \spr\item\mayday07\qingchengxueya.spr 41 1 1 һֲҩīʯɼһЩ 0 0 0 0 0 ճ 3 3884 \spr\item\questkey\taskobj100.spr 41 1 1 һֲҩīʯɼһЩ 0 0 0 0 0 ả 3 3885 \spr\item\mayday07\diancangpuer.spr 41 1 1 һֲҩīʯɼһЩ 0 0 0 0 0 3 3886 \spr\item\mayday07\diancangpuer.spr 41 1 1 һֲҩīʯɼһЩ 0 0 0 0 0 ǵ 3 3887 \spr\item\questkey\taskobj101.spr 41 1 1 һֲҩīʯɼһЩ 0 0 0 0 0 ʯ 3 3888 \spr\item\script\zijinghua.spr 41 1 1 һֲҩīʯɼһЩ 0 0 0 0 0 Ģ 3 3889 \spr\item\mayday07\huangcha.spr 41 1 1 һֲҩīʯɼһЩ 0 0 0 0 0 ʹ֮ 3 3890 \spr\item\leaguematch\icon_league_copper.spr 41 1 1 ʹƾ֤īʯ֤ 0 0 0 0 0 ɱ֮ 3 3891 \spr\item\leaguematch\icon_league_gold.spr 41 1 1 ɱƾ֤īʯ֤ 0 0 0 0 0 ֮ 3 3892 \spr\item\leaguematch\icon_league_iron.spr 41 1 1 ճƾ֤īʯ֤ 0 0 0 0 0 ֮ 3 3893 \spr\item\leaguematch\icon_league_silver.spr 41 1 1 ƾ֤īʯ֤ 0 0 0 0 0 ׿Խν 3 3894 \spr\item\script\tianbaokuling.spr 385 1 1 ЭĿ֤ɽΪͻ׵ֵܡһƿɻþ1.6ڵ㽱10ʯһϽҲɻøýÿֻϽ1Ρ 0 0 0 0 0 3 3895 \spr\item\script\shuizeilingpai.spr 385 1 1 ŬĿֱ֤ʹû6000㾭飬ÿֻʹ1Ρ 0 0 0 0 0 Ӫ 3 3896 \spr\item\questkey\taskobj022.spr 385 1 1 ɰĿĸ֮һʹú󣬿ԽĸӪĴΪ㣬ͬʱӪТ㡣 0 0 0 0 0 ս 3 3897 \spr\item\change_destiny\gaimingjue.spr 385 1 1 ɰĿĸ֮һʹú󣬿ԽİսΪ㣬ͬʱսТ㡣 0 0 0 0 0 Dung Diu Lnh 3 3898 \spr\item\leaguematch\icon_league_copper.spr 41 1 1 ǺϽƵƹŮΪ 0 0 0 0 0 īʯ裨С 3 3899 \spr\item\christmas\high_purple.spr 41 1 1 ЩΪϺֵǣףԸ 0 0 0 0 0 īʯ裨У 3 3900 \spr\item\jiefang2010\hanjinhe.spr 41 1 1 īʯʱӰƷЧ 0 0 0 0 0 īʯ裨 3 3901 \spr\item\jiefang2010\hanjinhe.spr 41 1 1 īʯʱӰƷЧ 0 0 0 0 0 ս 3 3902 \spr\item\zhuangbeilingshi\canglangshi.spr 41 1 1 λ쿪ʤл۷ 0 0 0 0 0 Ϻ 3 3903 \spr\item\christmas2009\xingfulihe.spr 41 1 1 λ쿪ʤл۷ 0 0 0 0 0 Cn Khn Phch Lch n 3 3904 \spr\item\script\zijinzhendan.spr 41 1 1 "ܶʹý,ʹڶǹУӳгԽǹȣȥٰƵƹŮǴֹ20127Ԣ90" 0 0 0 0 0 ս 3 3905 \spr\item\christmas2009\wujinbaoxiang.spr 41 1 1 ʯ̵ۣܰѫֵ 0 0 0 0 0 Tnh Thm Ngha Trng 3 3906 \spr\item\zhuangbeilingshi\canglangshi.spr 41 1 1 Խר 0 0 0 0 0 Lnh bi truy tp 3 3907 \spr\item\vietnam\christmas2009\xingfulihe.spr 41 1 1 Խר 0 0 0 0 0 Huyt Mch Tng Lin 3 3908 \spr\item\vietnam\christmas2009\wujinbaoxiang.spr 41 1 1 Խר 0 0 0 0 0 Dung Diu Lnh ( Vit Nam) 3 3909 \spr\item\leaguematch\icon_league_copper.spr 41 1 1 L vt thn k c th mang li kinh nghim cho c bang 0 0 0 0 0 ֯Ůͷ 3 3910 \spr\item\christmas2006\greenscarf.spr 41 1 1 ֯Ůʱ˼ҵͷ˶ţɵϵ˼ 0 0 0 0 0 ֯Ů 3 3911 \spr\item\questkey\taskobj075.spr 41 1 1 ֮֯Ůͷзֵţʹú󿴿ʲô 0 0 0 0 0 3 3912 \spr\item\jianzhong\mantou.spr 41 1 1 ˵ܰ˿Խӣ֯Ůͷһ𽻸ţɣо˵Ľ 0 0 0 0 0 ȵϵ 3 3913 \spr\item\christmas2009\xingfulihe.spr 41 1 1 ǢȵϵĵεΣţԸǬȡ 0 0 0 0 0 Cn Khn Phch Lch n 3 3914 \spr\item\script\zijinzhendan.spr 41 1 1 "ܶʹý,ʹڶǹУӳгԽǹȣȥٰƵƹŮǴֹ20128Ԣ270" 0 0 0 0 0 Խ 3 3915 \spr\item\leaguematch\icon_league_copper.spr 41 1 1 ڶԽԿƼѡֽÿϽ󱾰6ڰʽ𡢷ijԱȡ5ǧϽֹʱ7Ԣ310 0 0 0 0 0 Cho 3 3916 \spr\vng\item\120822_event_thang_9\chao.spr 41 1 1 Mang n npc Tng Qun S Kin tm hiu 0 0 0 0 0 Mng 3 3917 \spr\vng\item\120822_event_thang_9\mung.spr 41 1 1 Mang n npc Tng Qun S Kin tm hiu 0 0 0 0 0 Ngy 3 3918 \spr\vng\item\120822_event_thang_9\ngay.spr 41 1 1 Mang n npc Tng Qun S Kin tm hiu 0 0 0 0 0 V 3 3919 \spr\vng\item\120822_event_thang_9\vo.spr 41 1 1 Mang n npc Tng Qun S Kin tm hiu 0 0 0 0 0 Lm 3 3920 \spr\vng\item\120822_event_thang_9\lam.spr 41 1 1 Mang n npc Tng Qun S Kin tm hiu 0 0 0 0 0 Quc Khnh (vng) 3 3921 \spr\vng\item\120822_event_thang_9\quockhanhvang.spr 41 1 1 S dng c th nhn c phn thng 0 0 0 0 0 Quc Khnh () 3 3922 \spr\vng\item\120822_event_thang_9\quockhanhdo.spr 41 1 1 S dng c th nhn c phn thng 0 0 0 0 0 Ti Thin Lc Phc 3 3923 \spr\item\christmas2009\shengdanlibao.spr 41 1 1 Nhn chut phi s dng nhn dc 5 Ht Ging Thin Lc 0 0 0 0 0 Ht Ging Thin Lc 3 3924 \spr\item\christmas\perfect.spr 41 1 1 Dng trng ti cc khu vc phi chin u v chin u ca cc thnh th v thn trn 0 0 0 0 0 3 3925 \spr\item\script\wuxuejinyao.spr 41 1 1 Ҽʹãͬʱ60ϵͬȼһΪһȼ 100000 0 0 0 0 ʦ 3 3926 \spr\item\mayday07\lvcha.spr 41 1 1 辴ʦϽʦߣý 0 0 0 0 0 3 3927 \spr\item\script\zhongqiu_jieri\mingyuejiu.spr 41 1 1 īʯƵƣϽʦߣý 0 0 0 0 0 ʦ 3 3928 \spr\item\magicscript\qingming2010\qmxiang.spr 41 1 1 㾴ʦϽʦߣý 0 0 0 0 0 ʦͽ 3 3929 \spr\item\script\item_chrismasbox.spr 41 1 1 һػʦϢƷõ 0 0 0 0 0 Cn Khn Phch Lch n 3 3930 \spr\item\script\zijinzhendan.spr 41 1 1 "ܶʹý,ʹڶǹУӳгԽǹȣȥٰƵƹŮǴֹ20129Ԣ17" 0 0 0 0 0 3 3931 \spr\item\jianzhong\xuelingzhuhun.spr 41 1 1 רҩƷʹúɽ׼1 0 0 0 0 0 V Cc Tin n 3 3932 \spr\item\christmas\mid_green.spr 41 1 1 "Cc phm th gian, hy mang n Bc u Lo Nhn tm hiu" 0 0 0 0 0 Hc Long Tin n 3 3933 \spr\vng\item\other\hacchanlongdon.spr 41 1 1 "Cc phm th gian, hy mang n Bc u Lo Nhn tm hiu" 0 0 0 0 0 Bo Rng Bch H Khi 3 3934 \spr\item\script\item_baihubaoxiang.spr 41 1 1 "Nhn vo ngu nhin nhn c mt mn trang b Bch H tng ng vi h phi. Nu mun xc nh h phi, cn phi mang theo Ng Linh Gim nh Ph n Th Rn Thn B lo ta s gip ngi m bo rng. " 0 0 0 0 0 Bo Rng Bch H Y 3 3935 \spr\item\script\item_baihubaoxiang.spr 41 1 1 "Nhn vo ngu nhin nhn c mt mn trang b Bch H tng ng vi h phi. Nu mun xc nh h phi, cn phi mang theo Ng Linh Gim nh Ph n Th Rn Thn B lo ta s gip ngi m bo rng. " 0 0 0 0 0 Bo Rng Bch H Hi 3 3936 \spr\item\script\item_baihubaoxiang.spr 41 1 1 "Nhn vo ngu nhin nhn c mt mn trang b Bch H tng ng vi h phi. Nu mun xc nh h phi, cn phi mang theo Ng Linh Gim nh Ph n Th Rn Thn B lo ta s gip ngi m bo rng. " 0 0 0 0 0 Bo Rng Bch H Yu i 3 3937 \spr\item\script\item_baihubaoxiang.spr 41 1 1 "Nhn vo ngu nhin nhn c mt mn trang b Bch H tng ng vi h phi. Nu mun xc nh h phi, cn phi mang theo Ng Linh Gim nh Ph n Th Rn Thn B lo ta s gip ngi m bo rng. " 0 0 0 0 0 Bo Rng Bch H H Uyn 3 3938 \spr\item\script\item_baihubaoxiang.spr 41 1 1 "Nhn vo ngu nhin nhn c mt mn trang b Bch H tng ng vi h phi. Nu mun xc nh h phi, cn phi mang theo Ng Linh Gim nh Ph n Th Rn Thn B lo ta s gip ngi m bo rng. " 0 0 0 0 0 Bo Rng Bch H Hng Lin 3 3939 \spr\item\script\item_baihubaoxiang.spr 41 1 1 "Nhn vo ngu nhin nhn c mt mn trang b Bch H tng ng vi h phi. Nu mun xc nh h phi, cn phi mang theo Ng Linh Gim nh Ph n Th Rn Thn B lo ta s gip ngi m bo rng. " 0 0 0 0 0 Bo Rng Bch H Bi 3 3940 \spr\item\script\item_baihubaoxiang.spr 41 1 1 "Nhn vo ngu nhin nhn c mt mn trang b Bch H tng ng vi h phi. Nu mun xc nh h phi, cn phi mang theo Ng Linh Gim nh Ph n Th Rn Thn B lo ta s gip ngi m bo rng. " 0 0 0 0 0 Bo Rng Bch H Thng Gii 3 3941 \spr\item\script\item_baihubaoxiang.spr 41 1 1 "Nhn vo ngu nhin nhn c mt mn trang b Bch H tng ng vi h phi. Nu mun xc nh h phi, cn phi mang theo Ng Linh Gim nh Ph n Th Rn Thn B lo ta s gip ngi m bo rng. " 0 0 0 0 0 Bo Rng Bch H H Gii 3 3942 \spr\item\script\item_baihubaoxiang.spr 41 1 1 "Nhn vo ngu nhin nhn c mt mn trang b Bch H tng ng vi h phi. Nu mun xc nh h phi, cn phi mang theo Ng Linh Gim nh Ph n Th Rn Thn B lo ta s gip ngi m bo rng. " 0 0 0 0 0 Bo Rng Bch H V Kh 3 3943 \spr\item\script\item_baihubaoxiang.spr 41 1 1 "Nhn vo ngu nhin nhn c mt mn trang b Bch H tng ng vi h phi. Nu mun xc nh h phi, cn phi mang theo Ng Linh Gim nh Ph n Th Rn Thn B lo ta s gip ngi m bo rng. " 0 0 0 0 0 Nhn Bnh 3 3944 \spr\item\mid_autumn\dousha.spr 41 1 1 أƣԢIJ 0 0 0 0 0 Bt m 3 3945 \spr\item\mid_autumn\mianfen.spr 41 1 1 Nguyn liu lm Bnh Trung Thu. 0 0 0 0 0 Trng g 3 3946 \spr\item\mid_autumn\yadan.spr 41 1 1 C th ch to Bnh Trung Thu n Hong thm ngon hp dn. 0 0 0 0 0 Cm Cung ng 3 3947 \spr\item\mid_autumn\yadan.spr 41 1 1 "n Lng Trung Thu, sau khi s dng s hon thnh iu c thn n, c th nhn thng." 0 0 0 0 0 Bch H Chi Huyt 3 3948 \spr\item\questkey\taskobj073.spr 41 1 1 "Khi n ti Th Rn Thn B hp thnh Bo Rng Bch H, c th tng thm t l thnh cng hp thnh, mi ln s dng ch c nhiu nht 40 ci" 0 0 0 0 0 Kim Thch 3 3949 \spr\item\zhuangbeilingshi\jinwushi.spr 41 1 1 Nguyn liu hp thnh Bo Rng Bch H 0 0 0 0 0 Bch H Chi Hn 3 3950 \spr\item\yulanpenjie\huolianhua.spr 41 1 1 Nguyn liu hp thnh bo Rng Trang B Bch H 0 0 0 0 0 Bnh Trung Thu Cm Hoa 3 3951 \spr\item\mid_autumn\yuebing.spr 41 1 1 "Bnh Trung Thu, sau khi n s nhn c phn thng." 0 0 0 0 0 Bnh Trung Thu n Hong 3 3952 \spr\item\mid_autumn07\baiyuhanxiang.spr 41 1 1 "Thm Bnh Trung Thu n Hong, thm v thm ngon hp dn." 0 0 0 0 0 3 3953 \spr\item\questkey\taskobj144.spr 41 1 1 Ѩʧܺɣֱӷû20ԪֵҲɽѩСΪѨ8㣩 0 0 0 0 0 ɽѩС 3 3954 \spr\item\yulanpenjie\shuilianhua.spr 41 1 1 ٲ֮ҩмƷҼʹã20Ϊ1ųѨ8㣩 0 0 0 0 0 ɽѩУ 3 3955 \spr\item\yulanpenjie\shuilianhua.spr 41 1 1 ٲ֮ҩмƷҼʹã20ųѨ8㣩Ϊ1ųѨ12㣩 0 0 0 0 0 ɽѩ 3 3956 \spr\item\yulanpenjie\shuilianhua.spr 41 1 1 ٲ֮ҩмƷҼʹã20ųѨ12㣩Ϊ1ųѨ14㣩 0 0 0 0 0 ɽѩش 3 3957 \spr\item\yulanpenjie\shuilianhua.spr 41 1 1 ٲ֮ҩмƷҼʹã20ųѨ14㣩Ϊ1ųѨ16㣩 0 0 0 0 0 Ѩ8㣩 3 3958 \spr\item\script\zhongqiu_jieri\longzhu0.spr 41 1 1 ҩɣɱѨسɡҼʹãɽһ8Ѩλ 0 0 0 0 0 Ѩ12㣩 3 3959 \spr\item\script\zhongqiu_jieri\longzhu0.spr 41 1 1 ҩɣɱѨسɡҼʹãɽһ12Ѩλ 0 0 0 0 0 Ѩ14㣩 3 3960 \spr\item\script\zhongqiu_jieri\longzhu0.spr 41 1 1 ҩɣɱѨسɡҼʹãɽһ14Ѩλ 0 0 0 0 0 Ѩ16㣩 3 3961 \spr\item\script\zhongqiu_jieri\longzhu0.spr 41 1 1 ҩɣɱѨسɡҼʹãɽһ16Ѩλ 0 0 0 0 0 Lnh Bi Tng Kim Lin Server 3 3962 \spr\item\script\zhongqiu_jieri\longzhu0.spr 41 1 1 Lnh bi dng tham gia Tng Kim Lin Server. 0 0 0 0 0 Chn Nguyn an 3 3963 \spr\item\christmas\mid_white.spr 41 1 1 ؾۣԪֵҼʹú10Ԫ 0 0 0 0 0 Nhn Bnh 3 3964 \spr\item\mid_autumn\dousha.spr 41 1 1 أƣԢIJϣƵƹŮûԾȶһ 0 0 0 0 0 Bt m 3 3965 \spr\item\mid_autumn\mianfen.spr 41 1 1 ԢIJϣТִɼС 0 0 0 0 0 Trng g 3 3966 \spr\item\mid_autumn\yadan.spr 41 1 1 Ԣʱ룬ƳɸӺóԵĵԢ 0 0 0 0 0 Thin Nhn Ph 3 3967 \spr\item\script\zhongqiu_jieri\200909\qianliyan.spr 41 1 1 ʹúԴʹڵͼҰҵʹټŢӲֻķʿĪҪʿˣôѰ 0 0 0 0 0 Bnh Trung Thu Cm Hoa 3 3968 \spr\item\mid_autumn\yuebing.spr 41 1 1 "Bnh Trung Thu, sau khi n s nhn c phn thng." 0 0 0 0 0 ĽԢ 3 3969 \spr\item\mid_autumn\yuebing.spr 41 1 1 ԢżõζͨĽԢó 0 0 0 0 0 Bnh Trung Thu n Hong 3 3970 \spr\item\special\Ԣ.spr 41 1 1 "Thm Bnh Trung Thu n Hong, thm v thm ngon hp dn." 0 0 0 0 0 굺ͼƪ 3 3971 \spr\item\christmas2009\xingfulihe.spr 41 1 1 رռĵ굺ͼƪϽʹ߿Իý 0 0 0 0 0 3 3972 \spr\item\songjin\warflag.spr 41 1 1 ʹĢϢģһƬòƻһ̫ûȥʹ߰ 0 0 0 0 0 Qu Quc Khnh 3 3973 \spr\item\script\item_chrismasbox.spr 41 1 1 ӭգٹʹߣȡǬ 0 0 0 0 0 Cn Khn Phch Lch n 3 3974 \spr\item\script\zijinzhendan.spr 41 1 1 "ܶʹý,ʹڶǹУӳгԽǹȣȥٰƵƹŮǴֹ201210Ԣ10" 0 0 0 0 0 Chc mng ph n Vit Nam 3 3975 \spr\item\questkey\card_bpk.spr 41 1 1 Ϣõ廨ջϽý 0 0 0 0 0 Hoa hng 3 3976 \spr\item\questkey\flower.spr 41 1 1 ŮϢõ廨ջϽý 0 0 0 0 0 Ht Hoa Hng 3 3977 \spr\item\questkey\seed_rose.spr 41 1 1 ŮڵҰϢֲòͬĽ 0 0 0 0 0 L Bao Trng Hoa 3 3978 \spr\item\obj_item_jixiang.spr 41 1 1 򿪸ҪֲߣƵƹŮûԾȶһ 0 0 0 0 0 Thng Ti Nc 3 3979 \spr\item\zhishujie2011\װˮľͰ.spr 41 1 1 ֲõ廨Ĺߣֲ 0 0 0 0 0 Phn Bn 3 3980 \spr\item\script\jiefang_jieri\201004\feiliaodai.spr 41 1 1 ֲõ廨Ĺߣֲ 0 0 0 0 0 Dng c dit c 3 3981 \spr\item\script\qutanqian.spr 41 1 1 ֲõ廨Ĺߣֲ 0 0 0 0 0 Ht Ging Hoa Hng Kim Ngc 3 3982 \spr\item\questkey\seed_gold.spr 41 1 1 Ϊ˸ŮƵĴϢýõ 0 0 0 0 0 Huyt Long ng 3 3983 \spr\item\meridian\xuelongteng.spr 41 1 1 "S dng 10 ci Huyt Long ng tng ng phi hp xung huyt, sau khi b tht bi s khng b h ng cp kinh mch" 0 0 0 0 0 3 3984 \spr\item\obj_item_gifts.spr 41 1 1 ʹúֱ100񵽳ʦ񣬻70֮ǰмܣʿֻδʦδᣬδתſʹã򿪴Ҫ5Ȫ֮ˮ 0 0 0 0 0 Ԫ 3 3985 \spr\item\script\qingming_jieri\200903\wanhuafudai.spr 41 1 1 ʹúôԪ 0 0 0 0 0 װ 3 3986 \spr\item\script\item_chrismasbox.spr 41 1 1 ʹú[֢]֮׽[֢]֮׽[֢]֮Ǭ[֢]֮Ȧеһ 0 0 0 0 0 3 3987 \spr\item\script\item_chrismasbox.spr 41 1 1 ʹúҢСȹССȹеһ 0 0 0 0 0 "-80,90ƥ" 3 3988 \spr\item\script\item_chrismasbox.spr 41 1 1 Ҽʹãѡ590ƥе1֣ƥ30 0 0 0 0 0 װ 3 3989 \spr\item\script\item_chrismasbox.spr 41 1 1 Ҽʹãѡ絶𹿰ꪡ촸ڡԢȸᡢѪϻͨ췢ڡտ׽ѥɷѥеһ֣Ըһ 0 0 0 0 0 ƽͼУ 3 3990 \spr\item\script\item_chrismasbox.spr 41 1 1 "ҼʹãѡϢװĻƽͼ,֮ǵɴ֮ɰڡ֮ѥ֮ٻ󡢶֮еһ֣ͼױ30" 0 0 0 0 0 ƽͼУ 3 3991 \spr\item\script\item_chrismasbox.spr 41 1 1 ҼʹãѡϢװĻƽͼף֮ʯ֮ջʯָ֮ʯ塢֮Ѫʯָеһ֣ͼױ30 0 0 0 0 0 ƽͼУ 3 3992 \spr\item\script\item_chrismasbox.spr 41 1 1 ҼѡϢװĻƽͼף֮սѥ֮𻷴񴸡֮ҵ֮׻˫ۡҵ֮ǹҵ֮ƽ֮֮֮ս׹еһ֣30 0 0 0 0 0 ƽͼУ 3 3993 \spr\item\script\item_chrismasbox.spr 41 1 1 ҼѡϢװƽͼףħ֮նɮЬħ֮ڽСħ֮Ͻ֮˿ġ֮˿֮ɮñĿ֮Ŀ֮ħ䵶Ŀ֮Ƥеһ֣30 0 0 0 0 0 ƽͼУ 3 3994 \spr\item\script\item_chrismasbox.spr 41 1 1 ҼѡϢƽͼףϵ֮ڣɭϵ֮Ƕꡢҧɷɢģϵ֮졢ɭϵָ֮ɵļۡҢеһ֣30 0 0 0 0 0 ƽͼУ嶾 3 3995 \spr\item\script\item_chrismasbox.spr 41 1 1 ҼѡϢװĻƽͼף֮߷֮īġ֮ǵڲ丿֮Ķ丿֮׾丿֮Ƽͷڤ֮ǻڤ֮аɲСڤ֮ĹưҢеһ֣30 0 0 0 0 0 ƽͼУü 3 3996 \spr\item\script\item_chrismasbox.spr 41 1 1 ҼѡϢװƽͼף޳ָ֮޳֮ŮĹڡ޳֮顢޼֮˿޼֮ϻ޼֮콣֮NЬ֮Ħڡ֮ϴеһ֣30 0 0 0 0 0 ƽͼУ 3 3997 \spr\item\script\item_chrismasbox.spr 41 1 1 Ҽʹãѡƽͼ-ܻ֮ٽ󡢻ƽͼ-ܻ֮ѩƽͼ-ܻ֮ǵƽͼ-̺֮岨ƽͼ-̺֮˿ƽͼ-̺֮ԧеһ֣ͼױ30 0 0 0 0 0 ƽͼУ 3 3998 \spr\item\script\item_chrismasbox.spr 41 1 1 ҼѡϢװƽͼףħ֮Ȧħ֮׿ħ֮Ϫħɷ֮ӳѪסħɷ֮ۡħɷ֮ڤǹħ֮ᡢħ֮ɽɺġħ֮Ѫɱеһ֣30 0 0 0 0 0 ƽͼУؤ 3 3999 \spr\item\script\item_chrismasbox.spr 41 1 1 Ҽѡƽͼ-֮çƽͼ-֮Ƥ󡢻ƽͼ-֮ȡƽͼ-֮ͬؤҢƽͼ-֮ͬ֡ƽͼ-֮ͬDZеһ֣ͼױ30 0 0 0 0 0 ƽͼУ䵱 3 4000 \spr\item\script\item_chrismasbox.spr 41 1 1 Ҽѡƽͼ-֮ŭ׷䡢ƽͼ-̫֮ƽͼ-֮޼塢ƽͼ-֮ƽͼ-֮˿νƽͼ-֮佣еһ֣ͼױ30 0 0 0 0 0 ƽͼУ 3 4001 \spr\item\script\item_chrismasbox.spr 41 1 1 ҼѡϢװĻƽͼף֮ǵ֮ɱعڡ֮ػ˪֮ǧ꺮˪֮ƴ˪֮֮֡ڤڡ֮Ӱ塢֮ɷѩӰѥеһ֣30 0 0 0 0 0 ƽͼУ 3 4002 \spr\item\script\item_chrismasbox.spr 41 1 1 Ҽʹãѡƽͼ-֮Ѫƽͼ-֮黷ƽͼ-֮Ľ䡢ƽͼ-֮еһ֣ͼױ30 0 0 0 0 0 ƽͼУ 3 4003 \spr\item\script\item_chrismasbox.spr 41 1 1 Ҽʹãѡƽͼ-֮ѡƽͼ-֮Ůƽͼ-֮ǽָƽͼ-֮еһ֣ͼױ30 0 0 0 0 0 90 3 4004 \spr\item\script\item_chrismasbox.spr 41 1 1 Ҽʹãѡ10ȫ2890еһ֣鱣30 0 0 0 0 0 3 4005 \spr\item\script\item_chrismasbox.spr 41 1 1 ʹúԻײеһ֣ջʯʯ˿Ѫʯ觡Ƭʯ 0 0 0 0 0 ƽͼ- 3 4006 \spr\item\script\item_chrismasbox.spr 41 1 1 Ҽʹãѡƽͼ-֮׽䡢ƽͼ-֮Ǭ塢ƽͼ-֮׽䡢ƽͼ-֮Ȧеһ 0 0 0 0 0 3 4007 \spr\item\script\item_chrismasbox.spr 41 1 1 ҼʹãʹúԻײУ10еһ֣ջʯСʯУ˿СѪʯССƬСʯУ 0 0 0 0 0 ͬ鼼 3 4008 \spr\item\script\item_chrismasbox.spr 41 1 1 ҼʹãԵõ37һܵͬؼ25һܼ4ּΪ15һ5 0 0 0 0 0 3 4009 \spr\item\mid_autumn\zhongqiuwupin.spr 41 1 1 򿪺Ի̽ 0 0 0 0 0 һ 3 4010 \spr\item\lottery\baxianjiaozi.spr 41 1 1 һӣ 0 0 0 0 0 ӵĹ 3 4011 \spr\item\script\duanwu_jieri\200905\tieguo.spr 41 1 1 ҰʹãΪӳ 0 0 0 0 0 ƵĽ 3 4012 \spr\item\script\dongrimeiweipan.spr 41 1 1 ûзҪĽ 0 0 0 0 0 λ 3 4013 \spr\item\script\qingming_jieri\200903\wanhuafudai.spr 41 1 1 ʹúһʽᾧ 0 0 0 0 0 ζĽ 3 4014 \spr\item\script\shanzhenhaiweipan.spr 41 1 1 ȷĽӣζĽ 0 0 0 0 0 ɽ 3 4015 \spr\item\script\baoxiang_yin.spr 41 1 1 ڲװоζɽӣ͸ʻý 0 0 0 0 0 L Hp Ma ng 3 4016 \spr\item\script\item_chrismasbox.spr 41 1 1 ͸ʡԻǬ 0 0 0 0 0 Cn Khn Phch Lch n 3 4017 \spr\item\script\zijinzhendan.spr 41 1 1 "ܶʹý,ʹڶǹУӳгԽǹȣȥٰƵƹŮǴֹ201211Ԣ07" 0 0 0 0 0 ʯ 3 4018 \spr\item\script\qingming_jieri\200903\wanhuafudai.spr 41 1 1 ʹúʮشʯ 0 0 0 0 0 ʽᾧ 3 4019 \spr\item\script\qingming_jieri\200903\wanhuafudai.spr 41 1 1 ʹúһʽᾧ 0 0 0 0 0 Ԣֵ⻷ 3 4020 \spr\item\script\qingming_jieri\200903\wanhuafudai.spr 41 1 1 ʹú1000Ԫijֵ⻷ɫŪ̫ŵԱԾ򱾹⻷ϻ 0 0 0 0 0 Tht ti 3 4021 \spr\item\questkey\taskobj106.spr 41 1 1 ɱעɵ 0 0 0 0 0 ζ 3 4022 \spr\item\obj_item_jixiang.spr 41 1 1 زٵĵ 0 0 0 0 0 3 4023 \spr\item\questkey\taskobj399.spr 41 1 1 Ƶζ 0 0 0 0 0 3 4024 \spr\item\questkey\taskobj399.spr 41 1 1 ⣬֮ϢѬƳ 0 0 0 0 0 ζ 3 4025 \spr\item\script\qiaoshu.spr 41 1 1 ζż֮ 0 0 0 0 0 Բ 3 4026 \spr\item\jianzhong\mantou.spr 41 1 1 ŨԲ͸ֳԣý 0 0 0 0 0 Բ 3 4027 \spr\item\script\yunmian.spr 41 1 1 ۵ĶԲȥֶһǬ 0 0 0 0 0 ֵ 3 4028 \spr\item\questkey\taskobj075.spr 41 1 1 Щ˶ߵʳлһӵ 0 0 0 0 0 Cn Khn Phch Lch n 3 4029 \spr\item\script\zijinzhendan.spr 41 1 1 "ܶʹý,ʹڶǹУӳгԽǹȣȥٰƵƹŮǴֹ201212Ԣ01" 0 0 0 0 0 ߵ 3 4030 \spr\item\script\naiyou.spr 41 1 1 ֱߵ⣬֣һϲ 0 0 0 0 0 Pho Hoa 3 4031 \spr\item\magic\icon_item_baozhu.spr 41 1 1 ʥ͸񻨣ǰָȼ 50 0 0 0 0 L Vt Ging Sinh 3 4032 \spr\item\script\item_chrismasbox.spr 41 1 1 ȼʥʱľϲ򿪿 0 0 0 0 0 Qu Ging Sinh 3 4033 \spr\item\vietnam\christmas2009\hongpingguo.spr 41 1 1 ʥֵһƻڳеʥϰ 0 0 0 0 0 Chung Ging Sinh 3 4034 \spr\item\christmas\lingdang.spr 41 1 1 ʥֵһڳеʥϰ 0 0 0 0 0 Sao Ging Sinh 3 4035 \spr\item\vietnam\christmas2009\xinyuanxingxing.spr 41 1 1 ʥֵһǣڳеʥϰ 0 0 0 0 0 n Lng Ging Sinh 3 4036 \spr\item\vietnam\midautumn06\lantern_red.spr 41 1 1 ʥֵһڳеʥϰ 0 0 0 0 0 Ko chic gy 3 4037 \spr\item\script\shengdantang_caomei.spr 41 1 1 ʥֵһǹڳеʥϰ 0 0 0 0 0 Nn ging sinh 3 4038 \spr\item\christmas2006\xmascap.spr 41 1 1 ʥϲñӣձر͸ʥ˻ý 0 0 0 0 0 Ht Ging Cy Ging Sinh 3 4039 \spr\item\questkey\seed_gold.spr 41 1 1 ߴԼТִϢժý 0 0 0 0 0 Hp qu ging sinh 3 4040 \spr\item\obj_item_giftb.spr 41 1 1 ʯ̵Ϊʥʥ˻ý 0 0 0 0 0 Thu Ging Sinh 3 4041 \spr\item\questkey\taskobj075.spr 41 1 1 ڳѩżֵżףԸλʿʥ 0 0 0 0 0 Qu cu tuyt 3 4042 \spr\item\questkey\snow.spr 41 1 1 "Tuyt Cu ca ng Gi Noel, nm trng nhng ngi ch khc xem c hiu qu ra sao nh" 0 0 0 0 0 Ko chic gy 3 4043 \spr\item\script\shengdantang_caomei.spr 41 1 1 "Ca hng Tinh Lc chc mng ma Ging Sinh nhp v 1 lng hng ha, nghe ni ng Gi Noel trong thnh ang thu thp loi vt phm ny" 0 0 0 0 0 Qu Ging Sinh 3 4044 \spr\item\vietnam\christmas2009\hongpingguo.spr 41 1 1 "K Trn Cc ang nhp v 1 lng hng ha phc v cho ma Ging Sinh, giao cho ng Gi Noel, c th nhn c phn thng." 0 0 0 0 0 Cn Khn Phch Lch n 3 4045 \spr\item\script\zijinzhendan.spr 41 1 1 "ܶʹý,ʹڶǹУӳгԽǹȣȥٰƵƹŮǴֹ201212Ԣ031" 0 0 0 0 0 Mnh Xch Ln 3 4046 \spr\item\zhuangbeilingshi\chilinshi.spr 41 1 1 "Thu thp Xch Ln Toi Phin s lng khc nhau, c th n ch Th Rn hp thnh trang b Xch Ln." 0 0 0 0 0 Xch Ln Kim Bi 3 4047 \spr\item\script\xingyunjinbi.spr 41 1 1 Nguyn liu hp thnh trang b Xch Ln 0 0 0 0 0 Xch Ln Lnh 3 4048 \spr\item\script\chilinling.spr 41 1 1 Nguyn liu hp thnh trang b Xch Ln 0 0 0 0 0 Xch Ln Tro 3 4049 \spr\item\christmas\high_red.spr 41 1 1 "Thn Th Chi Tro, khi hp thnh trang b Xch Ln s gia tng 1% t l thnh cng." 0 0 0 0 0 Xch Ln Gic 3 4050 \spr\item\songjin\clarion.spr 41 1 1 "Thn Th Chi Gic, khi hp thnh trang b Xch Ln s gia tng 2% t l thnh cng." 0 0 0 0 0 Xch Ln Tnh 3 4051 \spr\item\christmas\mid_red.spr 41 1 1 "Thn Th Chi Tnh, khi hp thnh trang b Xch Ln s gia tng 5% t l thnh cng." 0 0 0 0 0 Xch Ln Trng Luyn Ngc 3 4052 \spr\vng\item\130118_event_cuoi_thang_2\ngoctranchau.spr 41 1 1 C th n ch Th Rn Thn B trng luyn trang b Xch Ln c sn thnh trang b Xch Ln hon ton mi. 0 0 0 0 0 L Vt Ging Sinh 3 4053 \spr\item\obj_item_giftb.spr 41 1 1 ϵͳʥǵʥý 0 0 0 0 0 Hp qu ging sinh 3 4054 \spr\item\script\item_chrismasbox.spr 41 1 1 ҼʹúԻýÿÿ20 0 0 0 0 0 ѩѩˣ 3 4055 \spr\item\jianzhong\mantou.spr 41 1 1 Ҽʹѩ򣬴Ҷѩ̰ɣ 0 0 0 0 0 ѩʥˣ 3 4056 \spr\item\jianzhong\mantou.spr 41 1 1 Ҽʹѩ򣬴Ҷѩ̰ɣ 0 0 0 0 0 ѩʥʹ 3 4057 \spr\item\jianzhong\mantou.spr 41 1 1 Ҽʹѩ򣬴Ҷѩ̰ɣ 0 0 0 0 0 ѩ򣨴ܣ 3 4058 \spr\item\jianzhong\mantou.spr 41 1 1 Ҽʹѩ򣬴Ҷѩ̰ɣ 0 0 0 0 0 ѩʥ죩 3 4059 \spr\item\jianzhong\mantou.spr 41 1 1 Ҽʹѩ򣬴Ҷѩ̰ɣ 0 0 0 0 0 ѩʥ飩 3 4060 \spr\item\jianzhong\mantou.spr 41 1 1 Ҽʹѩ򣬴Ҷѩ̰ɣ 0 0 0 0 0 ѩ򣨴 3 4061 \spr\item\jianzhong\mantou.spr 41 1 1 Ҽʹѩ򣬴Ҷѩ̰ɣ 0 0 0 0 0 ѩ򣨴׻ 3 4062 \spr\item\jianzhong\mantou.spr 41 1 1 Ҽʹѩ򣬴Ҷѩ̰ɣ 0 0 0 0 0 3 4063 \spr\item\leaguematch\icon_league_copper.spr 41 1 1 ϽƵƹŮΪ 0 0 0 0 0 ͶʯӪDz 3 4064 \spr\item\questkey\006.spr 41 1 1 DzͶʯӪľпը 0 0 0 0 0 Qu cu tuyt 3 4065 \spr\item\jianzhong\mantou.spr 41 1 1 "ʥ˸ѩҿʲôЧ,Ҽʹѩ򣬴Ҷѩ̰ɣ" 0 0 0 0 0 ܱ 3 4066 \spr\item\obj_item_gifts.spr 41 1 1 "ҼʹܱߣдϢ,ϢύԻܱߴ" 0 0 0 0 0 Ʊ 3 4067 \spr\obj\item\caipiao.spr 41 1 1 ƵƹŮϽƱдϸϢṩϢΪṩؼһƱףϼһ֡ 0 0 0 0 0 Ե 3 4068 \spr\item\script\event\chongzhicuxiao\200903\qing_1.spr 41 1 1 Ҽʹáʹúÿӻ150飬Сʱ 0 0 0 0 0 Т걦 3 4069 \spr\item\christmas2009\xingfulihe.spr 41 1 1 ҼʹáԻúףԸТ֡ 0 0 0 0 0 Ty Ty n Vt Nui 3 4070 \spr\item\jianzhong\mantou.spr 41 1 1 Ҽʹáʹúÿӻ150飬Сʱ 0 0 0 0 0 M Bi-Ha Tinh Kim H Vng 3 4071 \spr\item\songjin\token.spr 385 1 1 Ҽʹãɻһƥ𾦽 0 0 0 0 0 -ڻ 3 4072 \spr\item\songjin\token.spr 385 1 1 Ҽʹãɻһƥڻ 0 0 0 0 0 -ɳĮ֮ 3 4073 \spr\item\songjin\token.spr 385 1 1 ҼʹãɻһƥɳĮ֮ 0 0 0 0 0 -ʨ 3 4074 \spr\item\songjin\token.spr 385 1 1 Ҽʹãɻһƥʨ 0 0 0 0 0 ҵ 3 4075 \spr\item\shengdan2010\yuandanjinchui.spr 41 1 1 ҵ̯ϰĴӣһԲһÿÿȡ10 0 0 0 0 0 ֽ 3 4076 \spr\item\script\201107\xuanzhi.spr 41 1 1 ϵȵֽţֻƵIJ 0 0 0 0 0 ľ 3 4077 \spr\item\magicscript\qingming2010\qmxiang.spr 41 1 1 õľϣƵҪԭ 0 0 0 0 0 ʱ 3 4078 \spr\item\script\201107\langhaobi.spr 41 1 1 ڹϻͼƳʹ 0 0 0 0 0 幬 3 4079 \spr\item\mid_autumn07\jinxiadeng.spr 41 1 1 ƳɵĹƣߴзŷɣףλʿТ 0 0 0 0 0 ʹ 3 4080 \spr\item\vietnam\midautumn06\lantern_yello.spr 41 1 1 ͼĹƣߴзŷɣףλʿТ 0 0 0 0 0 Ԫؿ 3 4081 \spr\item\christmas2006\xmascard5.spr 41 1 1 Тʱڵĺؿ˵ʹǬһ 0 0 0 0 0 Cn Khn Phch Lch n 3 4082 \spr\item\script\zijinzhendan.spr 41 1 1 "ܶʹý,ʹڶǹУӳгԽǹȣȥٰƵƹŮǴֹ20131Ԣ21" 0 0 0 0 0 ɽ֮ 3 4083 \spr\item\script\chuangguanbaoxiang.spr 41 1 1 ҼʹáʹúԻһɽ֮䣬Ч14졣 0 0 0 0 0 ɽ֮ 3 4084 \spr\item\script\chuangguanbaoxiang.spr 41 1 1 ҼʹáʹúԻһɽ֮䣨󶨣Ч14졣 0 0 0 0 0 Cy bt 3 4085 \spr\item\script\201107\zihaobi.spr 41 1 1 "Bt Lng v Giy c th giao cho ng , ng ta s gip ngi vit Cu i" 0 0 0 0 0 Giy hng 3 4086 \spr\item\vietnam\midautumn06\paper_red.spr 41 1 1 "Giy v Bt Lng c th giao cho ng , ng ta s gip ngi vit Cu i" 0 0 0 0 0 Tnh Tu Tr 3 4087 \spr\item\mayday07\hongcha.spr 41 1 1 "Tng cho ng ang b say xn, c th gip ng ta tnh ru, ng ta s gip ngi vit Cu i chnh xc." 0 0 0 0 0 ֣ 3 4088 \spr\item\christmas2009\xingfulihe.spr 41 1 1 дš㸻 ҵͬȼϢϽ˻ý 0 0 0 0 0 ֣ 3 4089 \spr\item\christmas2009\xingfulihe.spr 41 1 1 дšƽҵͬȼϢϽ˻ý 0 0 0 0 0 ֣ 3 4090 \spr\item\christmas2009\xingfulihe.spr 41 1 1 дšԴ㡱ҵͬȼϢϽ˻ý 0 0 0 0 0 ֣ 3 4091 \spr\item\christmas2009\xingfulihe.spr 41 1 1 дšƽҵˡҵͬȼϢϽ˻ý 0 0 0 0 0 ֣ 3 4092 \spr\item\christmas2009\xingfulihe.spr 41 1 1 дšݱƵҵͬȼϢϽ˻ý 0 0 0 0 0 ֣ 3 4093 \spr\item\christmas2009\xingfulihe.spr 41 1 1 дš긴껨ҵͬȼϢϽ˻ý 0 0 0 0 0 ng Chy 3 4094 \spr\item\shengdan2010\yuandantongchui.spr 41 1 1 "C th p v Hp, ni khng chng c th p ra kim ngn ti bo" 0 0 0 0 0 Kim Chy 3 4095 \spr\item\shengdan2010\yuandanjinchui.spr 41 1 1 "C th p Hp, c t l p ra nhng qu gi hn dng ng Chy p" 0 0 0 0 0 Minh Ha Pho 3 4096 \spr\item\magic\icon_item_baozhu.spr 41 1 1 "V kh c ch to trong truyn thuyt, c th dng n nh ui Nin Th" 0 0 0 0 0 Thip Mng Nm Mi 3 4097 \spr\item\questkey\card_mgk.spr 41 1 1 "Thip Mng Nm Mi c bn trong K Trn Cc, sau khi s dng s nhn c phn thng" 0 0 0 0 0 GMBOSS 3 4098 \spr\item\script\qingming_jieri\200903\wanhuafudai.spr 41 1 1 ʹúõһ30Чɽ֮һ60ЧڵĢʨÿν֮ǰ򿪣ǰעռ䡣һɱǰעĸֿУⱻ2012ĩGMBOSS 0 0 0 0 0 쵤 3 4099 \spr\item\script\yunyoudan.spr 41 1 1 ݹŷأɲ֮ȱҼ100ԪֲǰȱٵԪ30%Ԫֵͬʱ۳ϵӦԪۻʹôÿ30ֻܷ1Ρ 0 0 0 0 0 Ʒ쵤 3 4100 \spr\item\script\lingkongdan.spr 41 1 1 ݹŷأɲ֮ȱҼ10ԪֲǰȱٵԪ30%Ԫֵͬʱ۳ϵӦԪۻʹôÿ30ֻܷ1Ρ 0 0 0 0 0 Ԫ 3 4101 \spr\item\script\zhongqiu_jieri\longzhu0.spr 41 1 1 Ԫ֮Ʒ֮ž90ÿۻʹ3ΣҼʹû50ԪͨԪۻʹô 0 0 0 0 0 3 4102 \spr\item\mid_autumn\zhongqiuwupin.spr 41 1 1 ں ڴڻڼʹ 1 0 0 0 0 Ԫ 3 4103 \spr\item\script\item_chrismasbox.spr 41 1 1 ںãԪڻڼʹ 0 0 0 0 0 ˽ڹʵ 3 4104 \spr\item\questkey\huihuangzhiguo.spr 41 1 1 ˽ڣ2Ԣ132Ԣ19գڼ ŮϢջĹʵֻ˽ڼʹá 0 0 0 0 0 ڲʵ 3 4105 \spr\item\vietnam\midautumn06\lantern_yello.spr 41 1 1 ۵ĴڲʵƣʹһǬ 0 0 0 0 0 Т 3 4106 \spr\item\obj_item_giftb.spr 41 1 1 ̵۵ƷϽʹý 0 0 0 0 0 3 4107 \spr\item\questkey\taskobj126.spr 41 1 1 Ҽʹ100ǧآֺ20000000һޣÿʹð˸޷ۻڶ 0 0 0 0 0 Thip ng hnh 3 4108 \spr\item\lottery\wulincaiquan_red.spr 41 1 1 Sau khi s dng nhn c bn ng hnh cp 1 0 0 0 0 0 Thuc tng trng 3 4109 \spr\item\medecine\fuyuanlu_small.spr 41 1 1 Thuc thng cp bn ng hnh 0 0 0 0 0 Tri to 3 4110 \spr\item\vietnam\christmas2009\hongpingguo.spr 41 1 1 "Phm phi s dng, nng cao im tng trng ca bn ng hnh" 0 0 0 0 0 Ma 3 4111 \spr\item\script\jiefang_jieri\201004\jipinbujuan.spr 41 1 1 "Phm phi s dng, nng cao im tng trng ca bn ng hnh" 0 0 0 0 0 Bp 3 4112 \spr\item\script\yumi.spr 41 1 1 "Phm phi s dng, nng cao im tng trng ca bn ng hnh" 0 0 0 0 0 Khoai lang 3 4113 \spr\item\script\hongshu.spr 41 1 1 "Phm phi s dng, nng cao im tng trng ca bn ng hnh" 0 0 0 0 0 īʯ; 3 4114 \spr\item\questkey\quyuanmifang.spr 41 1 1 "Ҽʹ,ǰīʯɱֻɼص㡣" 0 0 0 0 0 Go np 3 4115 \spr\item\questkey\taskobj397.spr 41 1 1 ŴŴףԪ 0 0 0 0 0 Ԫ 3 4116 \spr\item\christmas2006\pumpkinpie.spr 41 1 1 Ʒ֥ƳɣԪ 0 0 0 0 0 ֥Ԫ 3 4117 \spr\item\questkey\taskobj136.spr 41 1 1 Ԫȥζһ 0 0 0 0 0 Ԫ 3 4118 \spr\item\script\yunmian.spr 41 1 1 ƵĻԪ˵ʹϲ 0 0 0 0 0 ζ֥Ԫ 3 4119 \spr\item\qixi_2006\qiaoshi.spr 41 1 1 Ƶ֥Բŵζ˴ 0 0 0 0 0 ˻ΨҶر 3 4120 \spr\item\script\item_goldenbox.spr 367 2 2 ҼʹáҪٲƱװôһӰ 0 0 0 0 0 Ԫ 3 4121 \spr\item\script\zhongqiu_jieri\200909\jnniudenglong.spr 41 1 1 ۵ĻƣʹһǬ 0 0 0 0 0 Cn Khn Phch Lch n 3 4122 \spr\item\script\zijinzhendan.spr 41 1 1 "ܶʹý,ʹڶǹУӳгԽǹȣȥٰƵƹŮǴֹ20133Ԣ11" 0 0 0 0 0 ű 3 4123 \spr\item\script\xingyunjinbi.spr 41 1 1 ҼʹãԻ50ֵīʯ˵İ֮ 0 0 0 0 0 Hoa Hng 3 4124 \spr\item\script\hongse_meiguihua.spr 41 1 1 "Ngy hi Hoa Hng, thu thp c th i phn thng (HSD: 04/03/2013 n 24:00 ngy 31/03/2013)" 0 0 0 0 0 Hoa Hng Trng 3 4125 \spr\item\script\whiterose.spr 41 1 1 "Ngy hi Hoa Hng, thu thp c th i phn thng (HSD: 04/03/2013 n 24:00 ngy 31/03/2013)" 0 0 0 0 0 Hoa Hng Lc 3 4126 \spr\item\script\greenrose.spr 41 1 1 "Ngy hi Hoa Hng, thu thp c th i phn thng (HSD: 04/03/2013 n 24:00 ngy 31/03/2013)" 0 0 0 0 0 Hoa Hng Vng 3 4127 \spr\item\script\yellowrose.spr 41 1 1 "Ngy hi Hoa Hng, thu thp c th i phn thng (HSD: 04/03/2013 n 24:00 ngy 31/03/2013)" 0 0 0 0 0 Hoa Hng Lam 3 4128 \spr\item\questkey\blueflower.spr 41 1 1 "S dng thm khi i phn thng c th nng cao phn thng, phn thng cp khc nhau cn s lng khc nhau, HSD 03/03/2013 n 24:00 31/03/2013 " 0 0 0 0 0 Ti Hoa Hng 3 4129 \spr\item\script\event\christmas\hongseshengdanhe.spr 41 1 1 "S dng nhn ngu nhin Hoa Hng ngy l (nhn nt phi s dng, HSD 04/03/2013 n 24:00 31/03/2013)" 0 0 0 0 0 Ti Hng Hoa Hng Vng 3 4130 \spr\item\script\jiefang_jieri\201004\daojudai.spr 41 1 1 Nhp phm phi s dng nhn phn thng 0 0 0 0 0 Ti Hng Hoa Hng 3 4131 \spr\item\script\spring2010\jixiangbao.spr 41 1 1 Nhp phm phi s dng nhn phn thng 0 0 0 0 0 Ti Hng Hoa Hng Xanh 3 4132 \spr\item\newyear2008\yingchundai.spr 41 1 1 Nhp phm phi s dng nhn phn thng 0 0 0 0 0 Ti Hng Hoa Hng Vng Cao Cp 3 4133 \spr\item\script\jiefang_jieri\201004\daojudai.spr 41 1 1 Nhp phm phi s dng nhn phn thng 0 0 0 0 0 Ti Hng Hoa Hng Cao Cp 3 4134 \spr\item\script\spring2010\jixiangbao.spr 41 1 1 Nhp phm phi s dng nhn phn thng 0 0 0 0 0 Ti Hng Hoa Hng Xanh Cao Cp 3 4135 \spr\item\newyear2008\yingchundai.spr 41 1 1 Nhp phm phi s dng nhn phn thng 0 0 0 0 0 i Ng H Ph 3 4136 \spr\item\script\zijinzhendan.spr 41 1 1 "Sau khi s dng, c th hi thnh vin trong t i n bn cnh. Mi ln s dng tiu hao 1 im bn." 0 0 0 0 0 Ƭ- 3 4137 \spr\item\christmas\low_red.spr 41 1 1 200ƬҼԺϳɸ߼ﳬٻ 0 0 0 0 0 M Bi-Siu Quang 3 4138 \spr\item\songjin\token.spr 385 1 1 Ҽʹãɻһƥ30ĸ߼ 0 0 0 0 0 Bch H Thch 3 4139 \spr\item\zhuangbeilingshi\jinwushi.spr 41 1 1 Nguyn liu hp thnh Bo Rng Xch Ln 0 0 0 0 0 Bo Rng Xch Ln Khi 3 4140 \spr\item\script\item_baihubaoxiang.spr 41 1 1 "Nhn vo s nhn c mt mn Trang B Xch Ln ngu nhin h phi. Nu mun xc nh h phi, cn phi mang theo Ng Linh Gim nh Ph n gp Th Rn Thn B ng y s gip ngi m rng." 0 0 0 0 0 Bo Rng Xch Ln Y 3 4141 \spr\item\script\item_baihubaoxiang.spr 41 1 1 "Nhn vo s nhn c mt mn Trang B Xch Ln ngu nhin h phi. Nu mun xc nh h phi, cn phi mang theo Ng Linh Gim nh Ph n gp Th Rn Thn B ng y s gip ngi m rng." 0 0 0 0 0 Bo Rng Xch Ln Hi 3 4142 \spr\item\script\item_baihubaoxiang.spr 41 1 1 "Nhn vo s nhn c mt mn Trang B Xch Ln ngu nhin h phi. Nu mun xc nh h phi, cn phi mang theo Ng Linh Gim nh Ph n gp Th Rn Thn B ng y s gip ngi m rng." 0 0 0 0 0 Bo Rng Xch Ln Yu i 3 4143 \spr\item\script\item_baihubaoxiang.spr 41 1 1 "Nhn vo s nhn c mt mn Trang B Xch Ln ngu nhin h phi. Nu mun xc nh h phi, cn phi mang theo Ng Linh Gim nh Ph n gp Th Rn Thn B ng y s gip ngi m rng." 0 0 0 0 0 Bo Rng Xch Ln H Uyn 3 4144 \spr\item\script\item_baihubaoxiang.spr 41 1 1 "Nhn vo s nhn c mt mn Trang B Xch Ln ngu nhin h phi. Nu mun xc nh h phi, cn phi mang theo Ng Linh Gim nh Ph n gp Th Rn Thn B ng y s gip ngi m rng." 0 0 0 0 0 Bo Rng Xch Ln Hng Lin 3 4145 \spr\item\script\item_baihubaoxiang.spr 41 1 1 "Nhn vo s nhn c mt mn Trang B Xch Ln ngu nhin h phi. Nu mun xc nh h phi, cn phi mang theo Ng Linh Gim nh Ph n gp Th Rn Thn B ng y s gip ngi m rng." 0 0 0 0 0 Bo Rng Xch Ln Bi 3 4146 \spr\item\script\item_baihubaoxiang.spr 41 1 1 "Nhn vo s nhn c mt mn Trang B Xch Ln ngu nhin h phi. Nu mun xc nh h phi, cn phi mang theo Ng Linh Gim nh Ph n gp Th Rn Thn B ng y s gip ngi m rng." 0 0 0 0 0 Bo Rng Xch Ln Thng Gii 3 4147 \spr\item\script\item_baihubaoxiang.spr 41 1 1 "Nhn vo s nhn c mt mn Trang B Xch Ln ngu nhin h phi. Nu mun xc nh h phi, cn phi mang theo Ng Linh Gim nh Ph n gp Th Rn Thn B ng y s gip ngi m rng." 0 0 0 0 0 Bo Rng Xch Ln H Gii 3 4148 \spr\item\script\item_baihubaoxiang.spr 41 1 1 "Nhn vo s nhn c mt mn Trang B Xch Ln ngu nhin h phi. Nu mun xc nh h phi, cn phi mang theo Ng Linh Gim nh Ph n gp Th Rn Thn B ng y s gip ngi m rng." 0 0 0 0 0 Bo Rng Xch Ln V Kh 3 4149 \spr\item\script\item_baihubaoxiang.spr 41 1 1 "Nhn vo s nhn c mt mn Trang B Xch Ln ngu nhin h phi. Nu mun xc nh h phi, cn phi mang theo Ng Linh Gim nh Ph n gp Th Rn Thn B ng y s gip ngi m rng." 0 0 0 0 0 Ph Xch Ln Khi 3 4150 \spr\item\script\item_huangjintupu.spr 41 1 1 Nguyn liu hp thnh Bo Rng Trang B Xch Ln tng ng 0 0 0 0 0 Ph Xch Ln Y 3 4151 \spr\item\script\item_huangjintupu.spr 41 1 1 Nguyn liu hp thnh Bo Rng Trang B Xch Ln tng ng 0 0 0 0 0 Ph Xch Ln Hi 3 4152 \spr\item\script\item_huangjintupu.spr 41 1 1 Nguyn liu hp thnh Bo Rng Trang B Xch Ln tng ng 0 0 0 0 0 Ph Xch Ln Yu i 3 4153 \spr\item\script\item_huangjintupu.spr 41 1 1 Nguyn liu hp thnh Bo Rng Trang B Xch Ln tng ng 0 0 0 0 0 Ph Xch Ln H Uyn 3 4154 \spr\item\script\item_huangjintupu.spr 41 1 1 Nguyn liu hp thnh Bo Rng Trang B Xch Ln tng ng 0 0 0 0 0 Ph Xch Ln Hng Lin 3 4155 \spr\item\script\item_huangjintupu.spr 41 1 1 Nguyn liu hp thnh Bo Rng Trang B Xch Ln tng ng 0 0 0 0 0 Ph Xch Ln Bi 3 4156 \spr\item\script\item_huangjintupu.spr 41 1 1 Nguyn liu hp thnh Bo Rng Trang B Xch Ln tng ng 0 0 0 0 0 Ph Xch Ln Thng Gii 3 4157 \spr\item\script\item_huangjintupu.spr 41 1 1 Nguyn liu hp thnh Bo Rng Trang B Xch Ln tng ng 0 0 0 0 0 Ph Xch Ln H Gii 3 4158 \spr\item\script\item_huangjintupu.spr 41 1 1 Nguyn liu hp thnh Bo Rng Trang B Xch Ln tng ng 0 0 0 0 0 Ph Xch Ln V Kh 3 4159 \spr\item\script\item_huangjintupu.spr 41 1 1 Nguyn liu hp thnh Bo Rng Trang B Xch Ln tng ng 0 0 0 0 0 Xch Ln Chi Huyt 3 4160 \spr\item\questkey\taskobj073.spr 41 1 1 ϳɳװʱӺϳɳɹʣÿʹ40 0 0 0 0 0 Xch Ln Chi Hn 3 4161 \spr\item\yulanpenjie\huolianhua.spr 41 1 1 Nguyn liu hp thnh Bo Rng Trang B Xch Ln 0 0 0 0 0 Huyn Ha Than 3 4162 \spr\item\script\wusetang.spr 41 1 1 "Khi t ht nguyn liu nn chun b nung Tinh Tinh Khong thnh Vn Tinh, cng c th th luyn ra Vn Cng trong trang b dung luyn" 0 0 0 0 0 Lnh bi Bc u 3 4163 \spr\item\script\yinpai_haozhao.spr 41 1 1 Hon thnh nhim v Bc u 0 0 0 0 0 Lnh bi Bc u - Phong Vn cp 1 3 4164 \spr\item\songjin\token.spr 41 1 1 Nhn thng sau khi Tng Kim kt thc v c 2000 im tch ly tr ln 0 0 0 0 0 Lnh bi Bc u - Phong Vn cp 2 3 4165 \spr\item\songjin\token.spr 41 1 1 Nhn thng sau khi Tng Kim kt thc v c 5000 im tch ly tr ln 0 0 0 0 0 Lnh bi Bc u - Phong Vn cp 3 3 4166 \spr\item\songjin\token.spr 41 1 1 Nhn thng sau khi Tng Kim kt thc v c 10000 im tch ly tr ln 0 0 0 0 0 Lnh bi Bc u - Phong Vn cp 4 3 4167 \spr\item\songjin\token.spr 41 1 1 Nhn thng sau khi Tng Kim kt thc v c 20000 im tch ly tr ln 0 0 0 0 0 Lnh bi Bc u - Vt i cp 1 3 4168 \spr\item\songjin\token.spr 41 1 1 Nhn thng sau khi vt qua i th 10 ca tnh nng Vt i 0 0 0 0 0 Lnh bi Bc u - Vt i cp 2 3 4169 \spr\item\songjin\token.spr 41 1 1 Nhn thng sau khi vt qua i th 28 ca tnh nng Vt i 0 0 0 0 0 Lnh bi Bc u - Vim cp 1 3 4170 \spr\item\songjin\token.spr 41 1 1 Nhn thng sau khi vt qua i th 6 ca tnh nng Vim 0 0 0 0 0 Lnh bi Bc u - Vim cp 2 3 4171 \spr\item\songjin\token.spr 41 1 1 Nhn thng sau khi vt qua i th 10 ca tnh nng Vim 0 0 0 0 0 Lnh bi Bc u - Phong Lng cp 1 3 4172 \spr\item\songjin\token.spr 41 1 1 Nhn thng sau khi hon thnh nhim v thu thp Truy Cng Lnh 0 0 0 0 0 Lnh bi Bc u - Phong Lng cp 2 3 4173 \spr\item\songjin\token.spr 41 1 1 "Nhn thng sau khi hon thnh nhim v thu thp Truy Cng Lnh ti cc mc thi gian 14 gi, 16 gi, 18 gi, 20 gi " 0 0 0 0 0 Lnh bi Bc u - Tn S 3 4174 \spr\item\songjin\token.spr 41 1 1 Nhn thng sau khi hon thnh nhim v Tn S 0 0 0 0 0 Lnh bi Bc u - Boss st th 3 4175 \spr\item\songjin\token.spr 41 1 1 Nhn thng sau khi hon thnh nhim v Boss st th 0 0 0 0 0 Lnh bi Bc u - Thin Lc Phc 3 4176 \spr\item\songjin\token.spr 41 1 1 Nhn thng sau khi trng 10 cy Thin Lc Phc 0 0 0 0 0 Bc u Chi Bo 3 4177 \spr\item\beidou\beidouzhibao.spr 41 1 1 Nhn chut phi s dng hon thnh nhim v Bc u hin ti 0 0 0 0 0 Bc u Huyt Linh n 3 4178 \spr\item\beidou\beidouxuelingdan.spr 41 1 1 Trc khi np nhim v Bc u nhn chut phi s dng s nhn c phn thng gp i 0 0 0 0 0 ӣˮ 3 4179 \spr\item\tianchimijing\dao.spr 41 1 1 ռռˮ 0 0 0 0 0 ӣף 3 4180 \spr\item\tianchimijing\dao.spr 41 1 1 ռռ 0 0 0 0 0 ӣᣩ 3 4181 \spr\item\tianchimijing\dao.spr 41 1 1 ռռ 0 0 0 0 0 ӣ 3 4182 \spr\item\tianchimijing\dao.spr 41 1 1 ռռ 0 0 0 0 0 ӣعϣ 3 4183 \spr\item\tianchimijing\dao.spr 41 1 1 ռռع 0 0 0 0 0 ӣľ 3 4184 \spr\item\tianchimijing\dao.spr 41 1 1 ռռľ 0 0 0 0 0 ߰ 3 4185 \spr\item\obj_item_gifts.spr 41 1 1 ʱѡֹ 0 0 0 0 0 ޹ߡž 3 4186 \spr\item\script\item_chrismasbox.spr 377 1 1 򿪺ѡ1ɢߵߣЧ30죩ͬߵߴиâߵ150+1ż+1ԣֵ484ٷֱȣ3%ָЧʣ3%񵲣1% 0 0 0 0 0 ޹ߡ 3 4187 \spr\item\script\item_chrismasbox.spr 377 1 1 򿪺ѡ1ɢߵߣЧ30죩ͬߵߴиâߵ150+2ż+2ԣֵ780ٷֱȣ7%ָЧʣ5%񵲣2% 0 0 0 0 0 ޹ߡ뻯 3 4188 \spr\item\script\item_chrismasbox.spr 377 1 1 򿪺ѡ1ɢߵߣЧ30죩ͬߵߴиâߵ150+3ż+3ԣֵ1368ٷֱȣ17%ָЧʣ10%񵲣3% 0 0 0 0 0 Tng lng mu 3 4189 \spr\item\questkey\003.spr 405 1 1 "Khong Th K Trn, lm cho ch chin u ca con ngi xung mn. (Nhn c s dng ngay) " 1 0 0 0 0 Tng ni lc 3 4190 \spr\item\questkey\003.spr 405 1 1 "Khong Th K Trn, lm cho ch chin u ca con ngi xung mn. (Nhn c s dng ngay) " 1 0 0 0 0 Gim th thng 3 4191 \spr\item\questkey\003.spr 396 1 1 "Khong Th K Trn, lm cho ch chin u ca con ngi xung mn. (Nhn c s dng ngay) " 1 0 0 0 0 Gim thi gian trng c 3 4192 \spr\item\questkey\003.spr 396 1 1 "Khong Th K Trn, lm cho ch chin u ca con ngi xung mn. (Nhn c s dng ngay) " 1 0 0 0 0 Gim thi gian tr hon 3 4193 \spr\item\questkey\003.spr 396 1 1 "Khong Th K Trn, lm cho ch chin u ca con ngi xung mn. (Nhn c s dng ngay) " 1 0 0 0 0 Gim thi gian chong 3 4194 \spr\item\questkey\003.spr 396 1 1 "Khong Th K Trn, lm cho ch chin u ca con ngi xung mn. (Nhn c s dng ngay) " 1 0 0 0 0 Tng khng hon ton 3 4195 \spr\item\questkey\003.spr 404 1 1 "Khong Th K Trn, lm cho ch chin u ca con ngi xung mn. (Nhn c s dng ngay) " 1 0 0 0 0 Tng gii hn mu trong 3 4196 \spr\item\questkey\003.spr 405 1 1 "Khong Th K Trn, lm cho ch chin u ca con ngi xung mn. (Nhn c s dng ngay) " 1 0 0 0 0 Tng tc chy 3 4197 \spr\item\questkey\003.spr 406 1 1 "Khong Th K Trn, lm cho ch chin u ca con ngi xung mn. (Nhn c s dng ngay) " 1 0 0 0 0 Tng n trnh 3 4198 \spr\item\questkey\003.spr 404 1 1 "Khong Th K Trn, lm cho ch chin u ca con ngi xung mn. (Nhn c s dng ngay) " 1 0 0 0 0 Hp thnh k nng cng kch 3 4199 \spr\item\questkey\003.spr 398 1 1 "Khong Th K Trn, lm cho ch chin u ca con ngi xung mn. (Nhn c s dng ngay) " 1 0 0 0 0 Hp thnh k nng cng kch 3 4200 \spr\item\questkey\003.spr 398 1 1 "Khong Th K Trn, lm cho ch chin u ca con ngi xung mn. (Nhn c s dng ngay) " 1 0 0 0 0 Tng t l trng kch 3 4201 \spr\item\questkey\003.spr 398 1 1 "Khong Th K Trn, lm cho ch chin u ca con ngi xung mn. (Nhn c s dng ngay) " 1 0 0 0 0 Tng t l trng kch i khng 3 4202 \spr\item\questkey\003.spr 396 1 1 "Khong Th K Trn, lm cho ch chin u ca con ngi xung mn. (Nhn c s dng ngay) " 1 0 0 0 0 3 4203 \spr\item\script\shuizeilingpai.spr 385 1 1 ǰƣҼʹúԻöǰı 0 0 0 0 0 St kh quyt 3 4204 \spr\item\questkey\taskobj021.spr 41 1 1 ɱķҼʹú1-10ĶԹܼӳɣÿ5%Чӣʱ4Сʱ 0 0 0 0 0 Trng sinh quyt 3 4205 \spr\item\questkey\taskobj021.spr 41 1 1 ķҼʹú1-10ֵÿ80㣩Чӣʱ4Сʱ 0 0 0 0 0 Ngn Phiu 3 4206 \spr\item\questkey\yinpiao.spr 41 1 1 ٰǮׯһΪŹ 0 0 0 0 0 3 4207 \spr\item\script\shupirongqi.spr 41 1 1 ҼʹãӿʹһΡŵɵԣǵΣˣúŵ˵оϲЧ20135Ԣ1024 0 0 0 0 0 ֮ 3 4208 \spr\item\questkey\seed_gold.spr 41 1 1 ľĹʵ̺ؾҼʹÿԻô 0 0 0 0 0 Mnh cng hun chung Tng Kim 3 4209 \spr\item\questkey\yinpiao.spr 41 1 1 Nhp phm phi s dng 1 mnh cng hun chng c th nhn c 700 im im cng hun Tng Kim. Mi tun c th s dng nhiu nht 5 ci. 0 0 0 0 0 Cng hun chng Tng Kim 3 4210 \spr\item\questkey\yinpiao.spr 41 1 1 Nhp phm phi s dng 1 ci cng hun chng c th nhn c 1400 im im cng hun Tng Kim. Mi tun c th s dng nhiu nht 5 ci. 0 0 0 0 0 п 3 4211 \spr\item\questkey\yinpiao.spr 41 1 1 ľĹʵ̺ؾҼʹÿԻô 0 0 0 0 0 Ngc Chuyn Sinh 3 4212 \spr\item\script\zhuanshendan.spr 41 1 1 Np cho NPC Chng mn Kim Sn trng sinh 6 0 0 0 0 0 Phc Sinh Hon 3 4213 \spr\item\medecine\hulu.spr 41 1 1 Np cho NPC Chng mn Kim Sn trng sinh 6. Np cho NPC Chng mn Kim Sn hon thnh nhim v trng sinh 6 0 0 0 0 0 ԭʯ 3 4214 \spr\item\fusion\-.spr 41 1 1 ̺֮ԭӡһͬ죬ӡĵȼ 0 0 0 0 0 Thng Long Vn Tinh- Gip [Cp 1] 3 4215 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 1 to thnh t l st thng: tng 1% " 0 0 0 0 0 Thng Long Vn Tinh- Gip [Cp 2] 3 4216 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 2 to thnh t l st thng: tng 2% " 0 0 0 0 0 Thng Long Vn Tinh- Gip [Cp 3] 3 4217 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 3 to thnh t l st thng: tng 3% " 0 0 0 0 0 Thng Long Vn Tinh- Gip [Cp 4] 3 4218 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 4 to thnh t l st thng: tng 4% " 0 0 0 0 0 Thng Long Vn Tinh- Gip [Cp 5] 3 4219 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 5 to thnh t l st thng: tng 5% " 0 0 0 0 0 Thng Long Vn Tinh- Gip [Cp 6] 3 4220 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 6 to thnh t l st thng: tng 6% " 0 0 0 0 0 Thng Long Vn Tinh- Gip [Cp 7] 3 4221 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 7 to thnh t l st thng: tng 7% " 0 0 0 0 0 Thng Long Vn Tinh- Gip [Cp 8] 3 4222 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 8 to thnh t l st thng: tng 8% " 0 0 0 0 0 Thng Long Vn Tinh- Gip [Cp 9] 3 4223 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 9 to thnh t l st thng: tng 9% " 0 0 0 0 0 Thng Long Vn Tinh- Gip [Cp 10] 3 4224 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 10 to thnh t l st thng: tng 10% " 0 0 0 0 0 Thng Long Vn Tinh- t [Cp 1] 3 4225 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 1 gim t l st thng: tng 1% " 0 0 0 0 0 Thng Long Vn Tinh- t [Cp 2] 3 4226 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 2 gim t l st thng: tng 2% " 0 0 0 0 0 Thng Long Vn Tinh- t [Cp 3] 3 4227 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 3 gim t l st thng: tng 3% " 0 0 0 0 0 Thng Long Vn Tinh- t [Cp 4] 3 4228 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 4 gim t l st thng: tng 4% " 0 0 0 0 0 Thng Long Vn Tinh- t [Cp 5] 3 4229 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 5 gim t l st thng: tng 5% " 0 0 0 0 0 Thng Long Vn Tinh- t [Cp 6] 3 4230 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 6 gim t l st thng: tng 6% " 0 0 0 0 0 Thng Long Vn Tinh- t [Cp 7] 3 4231 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 7 gim t l st thng: tng 7% " 0 0 0 0 0 Thng Long Vn Tinh- t [Cp 8] 3 4232 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 8 gim t l st thng: tng 8% " 0 0 0 0 0 Thng Long Vn Tinh- t [Cp 9] 3 4233 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 9 gim t l st thng: tng 9% " 0 0 0 0 0 Thng Long Vn Tinh- t [Cp 10] 3 4234 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 10 gim t l st thng: tng 10% " 0 0 0 0 0 Thng Long Vn Tinh- Bnh[Cp 1] 3 4235 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 1 to thnh thi gian st thng: tng 1% " 0 0 0 0 0 Thng Long Vn Tinh- Bnh[Cp 2] 3 4236 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 2 to thnh thi gian st thng: tng 2% " 0 0 0 0 0 Thng Long Vn Tinh- Bnh[Cp 3] 3 4237 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 3 to thnh thi gian st thng: tng 3% " 0 0 0 0 0 Thng Long Vn Tinh- Bnh[Cp 4] 3 4238 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 4 to thnh thi gian st thng: tng 4% " 0 0 0 0 0 Thng Long Vn Tinh- Bnh[Cp 5] 3 4239 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 5 to thnh thi gian st thng: tng 5% " 0 0 0 0 0 Thng Long Vn Tinh- Bnh[Cp 6] 3 4240 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 6 to thnh thi gian st thng: tng 6% " 0 0 0 0 0 Thng Long Vn Tinh- Bnh [Cp 7] 3 4241 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 7 to thnh thi gian st thng: tng 7% " 0 0 0 0 0 Thng Long Vn Tinh- Bnh [Cp 8] 3 4242 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 8 to thnh thi gian st thng: tng 8% " 0 0 0 0 0 Thng Long Vn Tinh- Bnh [Cp 9] 3 4243 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 9 to thnh thi gian st thng: tng 9% " 0 0 0 0 0 Thng Long Vn Tinh- Bnh [Cp 10] 3 4244 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 10 to thnh thi gian st thng: tng 10% " 0 0 0 0 0 Thng Long Vn Tinh- inh [Cp 1] 3 4245 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 1 Thi gian st thng: gim 1 (dng) " 0 0 0 0 0 Thng Long Vn Tinh- inh [Cp 2] 3 4246 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 2 Thi gian st thng: gim 2 (dng) " 0 0 0 0 0 Thng Long Vn Tinh- inh [Cp 3] 3 4247 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 3 Thi gian st thng: gim 3 (dng) " 0 0 0 0 0 Thng Long Vn Tinh- inh [Cp 4] 3 4248 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 4 Thi gian st thng: gim 4 (dng) " 0 0 0 0 0 Thng Long Vn Tinh- inh [Cp 5] 3 4249 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 5 Thi gian st thng: gim 5 (dng) " 0 0 0 0 0 Thng Long Vn Tinh- inh [Cp 6] 3 4250 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 6 Thi gian st thng: gim 6 (dng) " 0 0 0 0 0 Thng Long Vn Tinh- inh [Cp 7] 3 4251 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 7 Thi gian st thng: gim 7 (dng) " 0 0 0 0 0 Thng Long Vn Tinh- inh [Cp 8] 3 4252 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 8 Thi gian st thng: gim 8 (dng) " 0 0 0 0 0 Thng Long Vn Tinh- inh [Cp 9] 3 4253 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 9 Thi gian st thng: gim 9 (dng) " 0 0 0 0 0 Thng Long Vn Tinh- inh [Cp 10] 3 4254 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 10 Thi gian st thng: gim 10 (dng) " 0 0 0 0 0 m Mc Vn Tinh- Gip [Cp 1] 3 4255 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 1 To thnh thi gian trng c: tng 5% " 0 0 0 0 0 m Mc Vn Tinh- Gip [Cp 2] 3 4256 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 2 To thnh thi gian trng c: tng 10% " 0 0 0 0 0 m Mc Vn Tinh- Gip [Cp 3] 3 4257 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 3 To thnh thi gian trng c: tng 15% " 0 0 0 0 0 m Mc Vn Tinh- Gip [Cp 4] 3 4258 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 4 To thnh thi gian trng c: tng 20% " 0 0 0 0 0 m Mc Vn Tinh- Gip [Cp 5] 3 4259 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 5 To thnh thi gian trng c: tng 25% " 0 0 0 0 0 m Mc Vn Tinh- Gip [Cp 6] 3 4260 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 6 To thnh thi gian trng c: tng 30% " 0 0 0 0 0 m Mc Vn Tinh- Gip [Cp 7] 3 4261 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 7 To thnh thi gian trng c: tng 35% " 0 0 0 0 0 m Mc Vn Tinh- Gip [Cp 8] 3 4262 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 8 To thnh thi gian trng c: tng 40% " 0 0 0 0 0 m Mc Vn Tinh- Gip [Cp 9] 3 4263 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 9 To thnh thi gian trng c: tng 45% " 0 0 0 0 0 m Mc Vn Tinh- Gip [Cp 10] 3 4264 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 10 To thnh thi gian trng c: tng 50% " 0 0 0 0 0 m Mc Vn Tinh- t [Cp 1] 3 4265 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 1 Thi gian trng c: gim 5% " 0 0 0 0 0 m Mc Vn Tinh- t [Cp 2] 3 4266 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 2 Thi gian trng c: gim 10% " 0 0 0 0 0 m Mc Vn Tinh- t [Cp 3] 3 4267 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 3 Thi gian trng c: gim 15% " 0 0 0 0 0 m Mc Vn Tinh- t [Cp 4] 3 4268 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 4 Thi gian trng c: gim 20% " 0 0 0 0 0 m Mc Vn Tinh- t [Cp 5] 3 4269 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 5 Thi gian trng c: gim 25% " 0 0 0 0 0 m Mc Vn Tinh- t [Cp 6] 3 4270 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 6 Thi gian trng c: gim 30% " 0 0 0 0 0 m Mc Vn Tinh- t [Cp 7] 3 4271 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 7 Thi gian trng c: gim 35% " 0 0 0 0 0 m Mc Vn Tinh- t [Cp 8] 3 4272 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 8 Thi gian trng c: gim 40% " 0 0 0 0 0 m Mc Vn Tinh- t [Cp 9] 3 4273 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 9 Thi gian trng c: gim 45% " 0 0 0 0 0 m Mc Vn Tinh- t [Cp 10] 3 4274 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 10 Thi gian trng c: gim 50% " 0 0 0 0 0 Huyn Thy Vn Tinh- Gip [Cp 1] 3 4275 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 1 To thnh thi gian tr hon: tng 5% " 0 0 0 0 0 Huyn Thy Vn Tinh- Gip [Cp 2] 3 4276 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 2 To thnh thi gian tr hon: tng 10% " 0 0 0 0 0 Huyn Thy Vn Tinh- Gip [Cp 3] 3 4277 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 3 To thnh thi gian tr hon: tng 15% " 0 0 0 0 0 Huyn Thy Vn Tinh- Gip [Cp 4] 3 4278 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 4 To thnh thi gian tr hon: tng 20% " 0 0 0 0 0 Huyn Thy Vn Tinh- Gip [Cp 5] 3 4279 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 5 To thnh thi gian tr hon: tng 25% " 0 0 0 0 0 Huyn Thy Vn Tinh- Gip [Cp 6] 3 4280 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 6 To thnh thi gian tr hon: tng 30% " 0 0 0 0 0 Huyn Thy Vn Tinh- Gip [Cp 7] 3 4281 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 7 To thnh thi gian tr hon: tng 35% " 0 0 0 0 0 Huyn Thy Vn Tinh- Gip [Cp 8] 3 4282 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 8 To thnh thi gian tr hon: tng 40% " 0 0 0 0 0 Huyn Thy Vn Tinh- Gip [Cp 9] 3 4283 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 9 To thnh thi gian tr hon: tng 45% " 0 0 0 0 0 Huyn Thy Vn Tinh- Gip [Cp 10] 3 4284 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 10 To thnh thi gian tr hon: tng 50% " 0 0 0 0 0 Huyn Thy Vn Tinh- t [Cp 1] 3 4285 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 1 Thi gian tr hon: gim 5% " 0 0 0 0 0 Huyn Thy Vn Tinh- t [Cp 2] 3 4286 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 2 Thi gian tr hon: gim 10% " 0 0 0 0 0 Huyn Thy Vn Tinh- t [Cp 3] 3 4287 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 3 Thi gian tr hon: gim 15% " 0 0 0 0 0 Huyn Thy Vn Tinh- t [Cp 4] 3 4288 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 4 Thi gian tr hon: gim 20% " 0 0 0 0 0 Huyn Thy Vn Tinh- t [Cp 5] 3 4289 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 5 Thi gian tr hon: gim 25% " 0 0 0 0 0 Huyn Thy Vn Tinh- t [Cp 6] 3 4290 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 6 Thi gian tr hon: gim 30% " 0 0 0 0 0 Huyn Thy Vn Tinh- t [Cp 7] 3 4291 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 7 Thi gian tr hon: gim 35% " 0 0 0 0 0 Huyn Thy Vn Tinh- t [Cp 8] 3 4292 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 8 Thi gian tr hon: gim 40% " 0 0 0 0 0 Huyn Thy Vn Tinh- t [Cp 9] 3 4293 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 9 Thi gian tr hon: gim 45% " 0 0 0 0 0 Huyn Thy Vn Tinh- t [Cp 10] 3 4294 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 10 Thi gian tr hon: gim 50% " 0 0 0 0 0 Thin Li Vn Tinh- Gip [Cp 1] 3 4295 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 1 To thnh t l chong: tng 1% " 0 0 0 0 0 Thin Li Vn Tinh- Gip [Cp 2] 3 4296 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 2 To thnh t l chong: tng 2% " 0 0 0 0 0 Thin Li Vn Tinh- Gip [Cp 3] 3 4297 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 3 To thnh t l chong: tng 3% " 0 0 0 0 0 Thin Li Vn Tinh- Gip [Cp 4] 3 4298 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 4 To thnh t l chong: tng 4% " 0 0 0 0 0 Thin Li Vn Tinh- Gip [Cp 5] 3 4299 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 5 To thnh t l chong: tng 5% " 0 0 0 0 0 Thin Li Vn Tinh- Gip [Cp 6] 3 4300 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 6 To thnh t l chong: tng 6% " 0 0 0 0 0 Thin Li Vn Tinh- Gip [Cp 7] 3 4301 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 7 To thnh t l chong: tng 7% " 0 0 0 0 0 Thin Li Vn Tinh- Gip [Cp 8] 3 4302 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 8 To thnh t l chong: tng 8% " 0 0 0 0 0 Thin Li Vn Tinh- Gip [Cp 9] 3 4303 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 9 To thnh t l chong: tng 9% " 0 0 0 0 0 Thin Li Vn Tinh- Gip [Cp 10] 3 4304 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 10 To thnh t l chong: tng 10% " 0 0 0 0 0 Thin Li Vn Tinh- t [Cp 1] 3 4305 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 1 Gim t l chong: tng 1% " 0 0 0 0 0 Thin Li Vn Tinh- t [Cp 2] 3 4306 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 2 Gim t l chong: tng 2% " 0 0 0 0 0 Thin Li Vn Tinh- t [Cp 3] 3 4307 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 3 Gim t l chong: tng 3% " 0 0 0 0 0 Thin Li Vn Tinh- t [Cp 4] 3 4308 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 4 Gim t l chong: tng 4% " 0 0 0 0 0 Thin Li Vn Tinh- t [Cp 5] 3 4309 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 5 Gim t l chong: tng 5% " 0 0 0 0 0 Thin Li Vn Tinh- t [Cp 6] 3 4310 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 6 Gim t l chong: tng 6% " 0 0 0 0 0 Thin Li Vn Tinh- t [Cp 7] 3 4311 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 7 Gim t l chong: tng 7% " 0 0 0 0 0 Thin Li Vn Tinh- t [Cp 8] 3 4312 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 8 Gim t l chong: tng 8% " 0 0 0 0 0 Thin Li Vn Tinh- t [Cp 9] 3 4313 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 9 Gim t l chong: tng 9% " 0 0 0 0 0 Thin Li Vn Tinh- t [Cp 10] 3 4314 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. Phm cht: cp 10 Gim t l chong: tng 10% " 0 0 0 0 0 Thin Li Vn Tinh- Bnh[Cp 1] 3 4315 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 1 To thnh thi gian chong: tng 3%" 0 0 0 0 0 Thin Li Vn Tinh- Bnh[Cp 2] 3 4316 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 2 To thnh thi gian chong: tng 6%" 0 0 0 0 0 Thin Li Vn Tinh- Bnh[Cp 3] 3 4317 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 3 To thnh thi gian chong: tng 9%" 0 0 0 0 0 Thin Li Vn Tinh- Bnh[Cp 4] 3 4318 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 4 To thnh thi gian chong: tng 12%" 0 0 0 0 0 Thin Li Vn Tinh- Bnh[Cp 5] 3 4319 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 5 To thnh thi gian chong: tng 15%" 0 0 0 0 0 Thin Li Vn Tinh- Bnh[Cp 6] 3 4320 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 6 To thnh thi gian chong: tng 18%" 0 0 0 0 0 Thin Li Vn Tinh- Bnh[Cp 7] 3 4321 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 7 To thnh thi gian chong: tng 21%" 0 0 0 0 0 Thin Li Vn Tinh- Bnh[Cp 8] 3 4322 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 8 To thnh thi gian chong: tng 24%" 0 0 0 0 0 Thin Li Vn Tinh- Bnh[Cp 9] 3 4323 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 9 To thnh thi gian chong: tng 27%" 0 0 0 0 0 Thin Li Vn Tinh- Bnh[Cp 10] 3 4324 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 10 To thnh thi gian chong: tng 30%" 0 0 0 0 0 Thin Li Vn Tinh- inh [Cp 1] 3 4325 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 1 Thi gian chong: gim 3%" 0 0 0 0 0 Thin Li Vn Tinh- inh [Cp 2] 3 4326 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 2 Thi gian chong: gim 6%" 0 0 0 0 0 Thin Li Vn Tinh- inh [Cp 3] 3 4327 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 3 Thi gian chong: gim 9%" 0 0 0 0 0 Thin Li Vn Tinh- inh [Cp 4] 3 4328 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 4 Thi gian chong: gim 12%" 0 0 0 0 0 Thin Li Vn Tinh- inh [Cp 5] 3 4329 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 5 Thi gian chong: gim 15%" 0 0 0 0 0 Thin Li Vn Tinh- inh [Cp 6] 3 4330 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 6 Thi gian chong: gim 18%" 0 0 0 0 0 Thin Li Vn Tinh- inh [Cp 7] 3 4331 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 7 Thi gian chong: gim 21%" 0 0 0 0 0 Thin Li Vn Tinh- inh [Cp 8] 3 4332 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 8 Thi gian chong: gim 24%" 0 0 0 0 0 Thin Li Vn Tinh- inh [Cp 9] 3 4333 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 9 Thi gian chong: gim 27%" 0 0 0 0 0 Thin Li Vn Tinh- inh [Cp 10] 3 4334 \spr\item\fusion\ʯ-.spr 41 1 1 "Li Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Li Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 10 Thi gian chong: gim 30%" 0 0 0 0 0 Nhc Thy Vn Tinh- Gip [Cp 1] 3 4335 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 1 Tng t l phc hi sinh lc: tng 1%" 0 0 0 0 0 Nhc Thy Vn Tinh- Gip [Cp 2] 3 4336 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 2 Tng t l phc hi sinh lc: tng 2%" 0 0 0 0 0 Nhc Thy Vn Tinh- Gip [Cp 3] 3 4337 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 3 Tng t l phc hi sinh lc: tng 3%" 0 0 0 0 0 Nhc Thy Vn Tinh- Gip [Cp 4] 3 4338 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 4 Tng t l phc hi sinh lc: tng 4%" 0 0 0 0 0 Nhc Thy Vn Tinh- Gip [Cp 5] 3 4339 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 5 Tng t l phc hi sinh lc: tng 5%" 0 0 0 0 0 Nhc Thy Vn Tinh- Gip [Cp 6] 3 4340 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 6 Tng t l phc hi sinh lc: tng 6%" 0 0 0 0 0 Nhc Thy Vn Tinh- Gip [Cp 7] 3 4341 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 7 Tng t l phc hi sinh lc: tng 7%" 0 0 0 0 0 Nhc Thy Vn Tinh- Gip [Cp 8] 3 4342 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 8 Tng t l phc hi sinh lc: tng 8%" 0 0 0 0 0 Nhc Thy Vn Tinh- Gip [Cp 9] 3 4343 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 9 Tng t l phc hi sinh lc: tng 9%" 0 0 0 0 0 Nhc Thy Vn Tinh- Gip [Cp 10] 3 4344 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 10 Tng t l phc hi sinh lc: tng 10%" 0 0 0 0 0 Nhc Thy Vn Tinh- t [Cp 1] 3 4345 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 1 Tng t l hi phc ni lc: tng 1%" 0 0 0 0 0 Nhc Thy Vn Tinh- t [Cp 2] 3 4346 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 2 Tng t l hi phc ni lc: tng 2%" 0 0 0 0 0 Nhc Thy Vn Tinh- t [Cp 3] 3 4347 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 3 Tng t l hi phc ni lc: tng 3%" 0 0 0 0 0 Nhc Thy Vn Tinh- t [Cp 4] 3 4348 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 4 Tng t l hi phc ni lc: tng 4%" 0 0 0 0 0 Nhc Thy Vn Tinh- t [Cp 5] 3 4349 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 5 Tng t l hi phc ni lc: tng 5%" 0 0 0 0 0 Nhc Thy Vn Tinh- t [Cp 6] 3 4350 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 6 Tng t l hi phc ni lc: tng 6%" 0 0 0 0 0 Nhc Thy Vn Tinh- t [Cp 7] 3 4351 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 7 Tng t l hi phc ni lc: tng 7%" 0 0 0 0 0 Nhc Thy Vn Tinh- t [Cp 8] 3 4352 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 8 Tng t l hi phc ni lc: tng 8%" 0 0 0 0 0 Nhc Thy Vn Tinh- t [Cp 9] 3 4353 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 9 Tng t l hi phc ni lc: tng 9%" 0 0 0 0 0 Nhc Thy Vn Tinh- t [Cp 10] 3 4354 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 10 Tng t l hi phc ni lc: tng 10%" 0 0 0 0 0 Nhc Thy Vn Tinh- Bnh[Cp 1] 3 4355 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 1 Mi na giy hi phc sinh lc: tng 5 im " 0 0 0 0 0 Nhc Thy Vn Tinh- Bnh[Cp 2] 3 4356 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 2 Mi na giy hi phc sinh lc: tng 10 im " 0 0 0 0 0 Nhc Thy Vn Tinh- Bnh[Cp 3] 3 4357 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 3 Mi na giy hi phc sinh lc: tng 15 im " 0 0 0 0 0 Nhc Thy Vn Tinh- Bnh[Cp 4] 3 4358 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 4 Mi na giy hi phc sinh lc: tng 20 im " 0 0 0 0 0 Nhc Thy Vn Tinh- Bnh[Cp 5] 3 4359 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 5 Mi na giy hi phc sinh lc: tng 25 im " 0 0 0 0 0 Nhc Thy Vn Tinh- Bnh[Cp 6] 3 4360 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 6 Mi na giy hi phc sinh lc: tng 30 im " 0 0 0 0 0 Nhc Thy Vn Tinh- Bnh[Cp 7] 3 4361 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 7 Mi na giy hi phc sinh lc: tng 35 im " 0 0 0 0 0 Nhc Thy Vn Tinh- Bnh[Cp 8] 3 4362 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 8 Mi na giy hi phc sinh lc: tng 40 im " 0 0 0 0 0 Nhc Thy Vn Tinh- Bnh[Cp 9] 3 4363 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 9 Mi na giy hi phc sinh lc: tng 45 im " 0 0 0 0 0 Nhc Thy Vn Tinh- Bnh[Cp 10] 3 4364 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 10 Mi na giy hi phc sinh lc: tng 50 im " 0 0 0 0 0 Nhc Thy Vn Tinh- inh [Cp 1] 3 4365 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 1 mi na giy phc hi ni lc: tng 5 im " 0 0 0 0 0 Nhc Thy Vn Tinh- inh [Cp 2] 3 4366 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 2 mi na giy phc hi ni lc: tng 10 im " 0 0 0 0 0 Nhc Thy Vn Tinh- inh [Cp 3] 3 4367 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 3 mi na giy phc hi ni lc: tng 15 im " 0 0 0 0 0 Nhc Thy Vn Tinh- inh [Cp 4] 3 4368 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 4 mi na giy phc hi ni lc: tng 20 im " 0 0 0 0 0 Nhc Thy Vn Tinh- inh [Cp 5] 3 4369 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 5 mi na giy phc hi ni lc: tng 25 im " 0 0 0 0 0 Nhc Thy Vn Tinh- inh [Cp 6] 3 4370 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 6 mi na giy phc hi ni lc: tng 30 im " 0 0 0 0 0 Nhc Thy Vn Tinh- inh [Cp 7] 3 4371 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 7 mi na giy phc hi ni lc: tng 35 im " 0 0 0 0 0 Nhc Thy Vn Tinh- inh [Cp 8] 3 4372 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 8 mi na giy phc hi ni lc: tng 40 im " 0 0 0 0 0 Nhc Thy Vn Tinh- inh [Cp 9] 3 4373 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 9 mi na giy phc hi ni lc: tng 45 im " 0 0 0 0 0 Nhc Thy Vn Tinh- inh [Cp 10] 3 4374 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 10 mi na giy phc hi ni lc: tng 50 im " 0 0 0 0 0 Nhc Thy Vn Tinh- Mu[Cp 1] 3 4375 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 1 gi tr sinh lc ti a: tng 1% (dng) " 0 0 0 0 0 Nhc Thy Vn Tinh- Mu[Cp 2] 3 4376 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 2 gi tr sinh lc ti a: tng 2% (dng) " 0 0 0 0 0 Nhc Thy Vn Tinh- Mu[Cp 3] 3 4377 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 3 gi tr sinh lc ti a: tng 3% (dng) " 0 0 0 0 0 Nhc Thy Vn Tinh- Mu[Cp 4] 3 4378 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 4 gi tr sinh lc ti a: tng 4% (dng) " 0 0 0 0 0 Nhc Thy Vn Tinh- Mu[Cp 5] 3 4379 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 5 gi tr sinh lc ti a: tng 5% (dng) " 0 0 0 0 0 Nhc Thy Vn Tinh- Mu[Cp 6] 3 4380 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 6 gi tr sinh lc ti a: tng 6% (dng) " 0 0 0 0 0 Nhc Thy Vn Tinh- Mu[Cp 7] 3 4381 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 7 gi tr sinh lc ti a: tng 7% (dng) " 0 0 0 0 0 Nhc Thy Vn Tinh- Mu[Cp 8] 3 4382 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 8 gi tr sinh lc ti a: tng 8% (dng) " 0 0 0 0 0 Nhc Thy Vn Tinh- Mu[Cp 9] 3 4383 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 9 gi tr sinh lc ti a: tng 9% (dng) " 0 0 0 0 0 Nhc Thy Vn Tinh- Mu[Cp 10] 3 4384 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 10 gi tr sinh lc ti a: tng 10% (dng) " 0 0 0 0 0 Nhc Thy Vn Tinh- K [Cp 1] 3 4385 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 1 Gi tr ni lc ti a: tng 1% (dng) " 0 0 0 0 0 Nhc Thy Vn Tinh- K [Cp 2] 3 4386 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 2 Gi tr ni lc ti a: tng 2% (dng) " 0 0 0 0 0 Nhc Thy Vn Tinh- K [Cp 3] 3 4387 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 3 Gi tr ni lc ti a: tng 3% (dng) " 0 0 0 0 0 Nhc Thy Vn Tinh- K [Cp 4] 3 4388 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 4 Gi tr ni lc ti a: tng 4% (dng) " 0 0 0 0 0 Nhc Thy Vn Tinh- K [Cp 5] 3 4389 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 5 Gi tr ni lc ti a: tng 5% (dng) " 0 0 0 0 0 Nhc Thy Vn Tinh- K [Cp 6] 3 4390 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 6 Gi tr ni lc ti a: tng 6% (dng) " 0 0 0 0 0 Nhc Thy Vn Tinh- K [Cp 7] 3 4391 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 7 Gi tr ni lc ti a: tng 7% (dng) " 0 0 0 0 0 Nhc Thy Vn Tinh- K [Cp 8] 3 4392 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 8 Gi tr ni lc ti a: tng 8% (dng) " 0 0 0 0 0 Nhc Thy Vn Tinh- K [Cp 9] 3 4393 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 9 Gi tr ni lc ti a: tng 9% (dng) " 0 0 0 0 0 Nhc Thy Vn Tinh- K [Cp 10] 3 4394 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 10 Gi tr ni lc ti a: tng 10% (dng) " 0 0 0 0 0 Bn Long Vn Tinh- Gip [Cp 1] 3 4395 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 1 Trit tiu st thng: tng 5 (dng) " 0 0 0 0 0 Bn Long Vn Tinh- Gip [Cp 2] 3 4396 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 2 Trit tiu st thng: tng 10 (dng) " 0 0 0 0 0 Bn Long Vn Tinh- Gip [Cp 3] 3 4397 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 3 Trit tiu st thng: tng 15 (dng) " 0 0 0 0 0 Bn Long Vn Tinh- Gip [Cp 4] 3 4398 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 4 Trit tiu st thng: tng 20 (dng) " 0 0 0 0 0 Bn Long Vn Tinh- Gip [Cp 5] 3 4399 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 5 Trit tiu st thng: tng 25 (dng) " 0 0 0 0 0 Bn Long Vn Tinh- Gip [Cp 6] 3 4400 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 6 Trit tiu st thng: tng 30 (dng) " 0 0 0 0 0 Bn Long Vn Tinh- Gip [Cp 7] 3 4401 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 7 Trit tiu st thng: tng 35 (dng) " 0 0 0 0 0 Bn Long Vn Tinh- Gip [Cp 8] 3 4402 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 8 Trit tiu st thng: tng 40 (dng) " 0 0 0 0 0 Bn Long Vn Tinh- Gip [Cp 9] 3 4403 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 9 Trit tiu st thng: tng 45 (dng) " 0 0 0 0 0 Bn Long Vn Tinh- Gip [Cp 10] 3 4404 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 10 Trit tiu st thng: tng 50 (dng) " 0 0 0 0 0 Bn Long Vn Tinh- t [Cp 1] 3 4405 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 1 Trit tiu t l trng kch tng 1%" 0 0 0 0 0 Bn Long Vn Tinh- t [Cp 2] 3 4406 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 2 Trit tiu t l trng kch tng 2%" 0 0 0 0 0 Bn Long Vn Tinh- t [Cp 3] 3 4407 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 3 Trit tiu t l trng kch tng 3%" 0 0 0 0 0 Bn Long Vn Tinh- t [Cp 4] 3 4408 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 4 Trit tiu t l trng kch tng 4%" 0 0 0 0 0 Bn Long Vn Tinh- t [Cp 5] 3 4409 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 5 Trit tiu t l trng kch tng 5%" 0 0 0 0 0 Bn Long Vn Tinh- t [Cp 6] 3 4410 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 6 Trit tiu t l trng kch tng 6%" 0 0 0 0 0 Bn Long Vn Tinh- t [Cp 7] 3 4411 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 7 Trit tiu t l trng kch tng 7%" 0 0 0 0 0 Bn Long Vn Tinh- t [Cp 8] 3 4412 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 8 Trit tiu t l trng kch tng 8%" 0 0 0 0 0 Bn Long Vn Tinh- t [Cp 9] 3 4413 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 9 Trit tiu t l trng kch tng 9%" 0 0 0 0 0 Bn Long Vn Tinh- t [Cp 10] 3 4414 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 10 Trit tiu t l trng kch tng 10%" 0 0 0 0 0 Kim Long Vn Tinh- Gip [Cp 1] 3 4415 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 1 B qua phng th vt l i phng: tng 2% (dng) " 0 0 0 0 0 Kim Long Vn Tinh- Gip [Cp 2] 3 4416 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 2 B qua phng th vt l i phng: tng 4% (dng) " 0 0 0 0 0 Kim Long Vn Tinh- Gip [Cp 3] 3 4417 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 3 B qua phng th vt l i phng: tng 6% (dng) " 0 0 0 0 0 Kim Long Vn Tinh- Gip [Cp 4] 3 4418 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 4 B qua phng th vt l i phng: tng 8% (dng) " 0 0 0 0 0 Kim Long Vn Tinh- Gip [Cp 5] 3 4419 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 5 B qua phng th vt l i phng: tng 10% (dng) " 0 0 0 0 0 Kim Long Vn Tinh- Gip [Cp 6] 3 4420 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 6 B qua phng th vt l i phng: tng 12% (dng) " 0 0 0 0 0 Kim Long Vn Tinh- Gip [Cp 7] 3 4421 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 7 B qua phng th vt l i phng: tng 14% (dng) " 0 0 0 0 0 Kim Long Vn Tinh- Gip [Cp 8] 3 4422 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 8 B qua phng th vt l i phng: tng 16% (dng) " 0 0 0 0 0 Kim Long Vn Tinh- Gip [Cp 9] 3 4423 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 9 B qua phng th vt l i phng: tng 18% (dng) " 0 0 0 0 0 Kim Long Vn Tinh- Gip [Cp 10] 3 4424 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 10 B qua phng th vt l i phng: tng 20% (dng) " 0 0 0 0 0 Thanh Mc Vn Tinh- Gip [Cp 1] 3 4425 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 1 B qua c phng i th: tng 2% (dng) " 0 0 0 0 0 Thanh Mc Vn Tinh- Gip [Cp 2] 3 4426 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 2 B qua c phng i th: tng 4% (dng) " 0 0 0 0 0 Thanh Mc Vn Tinh- Gip [Cp 3] 3 4427 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 3 B qua c phng i th: tng 6% (dng) " 0 0 0 0 0 Thanh Mc Vn Tinh- Gip [Cp 4] 3 4428 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 4 B qua c phng i th: tng 8% (dng) " 0 0 0 0 0 Thanh Mc Vn Tinh- Gip [Cp 5] 3 4429 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 5 B qua c phng i th: tng 10% (dng) " 0 0 0 0 0 Thanh Mc Vn Tinh- Gip [Cp 6] 3 4430 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 6 B qua c phng i th: tng 12% (dng) " 0 0 0 0 0 Thanh Mc Vn Tinh- Gip [Cp 7] 3 4431 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 7 B qua c phng i th: tng 14% (dng) " 0 0 0 0 0 Thanh Mc Vn Tinh- Gip [Cp 8] 3 4432 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 8 B qua c phng i th: tng 16% (dng) " 0 0 0 0 0 Thanh Mc Vn Tinh- Gip [Cp 9] 3 4433 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 9 B qua c phng i th: tng 18% (dng) " 0 0 0 0 0 Thanh Mc Vn Tinh- Gip [Cp 10] 3 4434 \spr\item\fusion\ʯ-ľ.spr 41 1 1 "Mc Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Mc Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 10 B qua c phng i th: tng 20% (dng) " 0 0 0 0 0 Mch Thy Vn Tinh- Gip [Cp 1] 3 4435 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 1 B qua bng phng i th: : tng 2% (dng) " 0 0 0 0 0 Mch Thy Vn Tinh- Gip [Cp 2] 3 4436 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 2 B qua bng phng i th: : tng 4% (dng) " 0 0 0 0 0 Mch Thy Vn Tinh- Gip [Cp 3] 3 4437 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 3 B qua bng phng i th: : tng 6% (dng) " 0 0 0 0 0 Mch Thy Vn Tinh- Gip [Cp 4] 3 4438 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 4 B qua bng phng i th: : tng 8% (dng) " 0 0 0 0 0 Mch Thy Vn Tinh- Gip [Cp 5] 3 4439 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 5 B qua bng phng i th: : tng 10% (dng) " 0 0 0 0 0 Mch Thy Vn Tinh- Gip [Cp 6] 3 4440 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 6 B qua bng phng i th: : tng 12% (dng) " 0 0 0 0 0 Mch Thy Vn Tinh- Gip [Cp 7] 3 4441 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 7 B qua bng phng i th: : tng 14% (dng) " 0 0 0 0 0 Mch Thy Vn Tinh- Gip [Cp 8] 3 4442 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 8 B qua bng phng i th: : tng 16% (dng) " 0 0 0 0 0 Mch Thy Vn Tinh- Gip [Cp 9] 3 4443 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 9 B qua bng phng i th: : tng 18% (dng) " 0 0 0 0 0 Mch Thy Vn Tinh- Gip [Cp 10] 3 4444 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 "Thy Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Thy Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 10 B qua bng phng i th: : tng 20% (dng) " 0 0 0 0 0 Xch Ha Vn Tinh- Gip [Cp 1] 3 4445 \spr\item\fusion\ʯ-.spr 41 1 1 "Ha Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Ha Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 1 B qua ha phng i th: tng 2% (dng) " 0 0 0 0 0 Xch Ha Vn Tinh- Gip [Cp 2] 3 4446 \spr\item\fusion\ʯ-.spr 41 1 1 "Ha Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Ha Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 2 B qua ha phng i th: tng 4% (dng) " 0 0 0 0 0 Xch Ha Vn Tinh- Gip [Cp 3] 3 4447 \spr\item\fusion\ʯ-.spr 41 1 1 "Ha Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Ha Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 3 B qua ha phng i th: tng 6% (dng) " 0 0 0 0 0 Xch Ha Vn Tinh- Gip [Cp 4] 3 4448 \spr\item\fusion\ʯ-.spr 41 1 1 "Ha Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Ha Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 4 B qua ha phng i th: tng 8% (dng) " 0 0 0 0 0 Xch Ha Vn Tinh- Gip [Cp 5] 3 4449 \spr\item\fusion\ʯ-.spr 41 1 1 "Ha Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Ha Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 5 B qua ha phng i th: tng 10% (dng) " 0 0 0 0 0 Xch Ha Vn Tinh- Gip [Cp 6] 3 4450 \spr\item\fusion\ʯ-.spr 41 1 1 "Ha Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Ha Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 6 B qua ha phng i th: tng 12% (dng) " 0 0 0 0 0 Xch Ha Vn Tinh- Gip [Cp 7] 3 4451 \spr\item\fusion\ʯ-.spr 41 1 1 "Ha Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Ha Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 7 B qua ha phng i th: tng 14% (dng) " 0 0 0 0 0 Xch Ha Vn Tinh- Gip [Cp 8] 3 4452 \spr\item\fusion\ʯ-.spr 41 1 1 "Ha Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Ha Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 8 B qua ha phng i th: tng 16% (dng) " 0 0 0 0 0 Xch Ha Vn Tinh- Gip [Cp 9] 3 4453 \spr\item\fusion\ʯ-.spr 41 1 1 "Ha Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Ha Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 9 B qua ha phng i th: tng 18% (dng) " 0 0 0 0 0 Xch Ha Vn Tinh- Gip [Cp 10] 3 4454 \spr\item\fusion\ʯ-.spr 41 1 1 "Ha Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Ha Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 10 B qua ha phng i th: tng 20% (dng) " 0 0 0 0 0 Lc Bn Vn Tinh- Gip [Cp 1] 3 4455 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 1 B qua li phng i th: tng 2% (dng) " 0 0 0 0 0 Lc Bn Vn Tinh- Gip [Cp 2] 3 4456 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 2 B qua li phng i th: tng 4% (dng) " 0 0 0 0 0 Lc Bn Vn Tinh- Gip [Cp 3] 3 4457 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 3 B qua li phng i th: tng 6% (dng) " 0 0 0 0 0 Lc Bn Vn Tinh- Gip [Cp 4] 3 4458 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 4 B qua li phng i th: tng 8% (dng) " 0 0 0 0 0 Lc Bn Vn Tinh- Gip [Cp 5] 3 4459 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 5 B qua li phng i th: tng 10% (dng) " 0 0 0 0 0 Lc Bn Vn Tinh- Gip [Cp 6] 3 4460 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 6 B qua li phng i th: tng 12% (dng) " 0 0 0 0 0 Lc Bn Vn Tinh- Gip [Cp 7] 3 4461 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 7 B qua li phng i th: tng 14% (dng) " 0 0 0 0 0 Lc Bn Vn Tinh- Gip [Cp 8] 3 4462 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 8 B qua li phng i th: tng 16% (dng) " 0 0 0 0 0 Lc Bn Vn Tinh- Gip [Cp 9] 3 4463 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 9 B qua li phng i th: tng 18% (dng) " 0 0 0 0 0 Lc Bn Vn Tinh- Gip [Cp 10] 3 4464 \spr\item\fusion\ʯ-.spr 41 1 1 "Long Vn Tinh c th luyn ra t Tinh Tinh Khong, nhn chut phi s dng s nng cao cp Long Vn Cng vi thuc tnh phm cht tng ng. phm cht: cp 10 B qua li phng i th: tng 20% (dng) " 0 0 0 0 0 Tinh Thit Khong 3 4465 \spr\item\questkey\taskobj025.spr 333 1 1 "Khong thch Vn Cng phm cht cao, nhn chut phi s dng c th ngu nhin nhn c mt loi Vn Cng phm cht t 2 n 4." 0 0 0 0 0 Tinh Tinh Khong 3 4466 \spr\item\script\jiaoshi_jieri\200810\zhenxinsuipian.spr 333 1 1 "Khong thch Vn Tinh phm cht cao, nhn chut phi s dng, tiu hao 1 Huyn Ha Than c th nhn c 1 loi Vn Tinh phm cht t 1 n 6." 0 0 0 0 0 ƾ[1] 3 4467 \spr\item\fusion\ʯ-.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ1ľϵɫ˺1% 0 0 0 0 0 ƾ[2] 3 4468 \spr\item\fusion\ʯ-.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ2ľϵɫ˺2% 0 0 0 0 0 ƾ[3] 3 4469 \spr\item\fusion\ʯ-.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ3ľϵɫ˺3% 0 0 0 0 0 ƾ[4] 3 4470 \spr\item\fusion\ʯ-.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ4ľϵɫ˺4% 0 0 0 0 0 ƾ[5] 3 4471 \spr\item\fusion\ʯ-.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ5ľϵɫ˺5% 0 0 0 0 0 ƾ[6] 3 4472 \spr\item\fusion\ʯ-.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ6ľϵɫ˺6% 0 0 0 0 0 ƾ[7] 3 4473 \spr\item\fusion\ʯ-.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ7ľϵɫ˺7% 0 0 0 0 0 ƾ[8] 3 4474 \spr\item\fusion\ʯ-.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ8ľϵɫ˺8% 0 0 0 0 0 ƾ[9] 3 4475 \spr\item\fusion\ʯ-.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ9ľϵɫ˺9% 0 0 0 0 0 ƾ[10] 3 4476 \spr\item\fusion\ʯ-.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ10ľϵɫ˺10% 0 0 0 0 0 ƾľ[1] 3 4477 \spr\item\fusion\ʯ-ľ.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ1ϵɫ˺1% 0 0 0 0 0 ƾľ[2] 3 4478 \spr\item\fusion\ʯ-ľ.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ2ϵɫ˺2% 0 0 0 0 0 ƾľ[3] 3 4479 \spr\item\fusion\ʯ-ľ.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ3ϵɫ˺3% 0 0 0 0 0 ƾľ[4] 3 4480 \spr\item\fusion\ʯ-ľ.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ4ϵɫ˺4% 0 0 0 0 0 ƾľ[5] 3 4481 \spr\item\fusion\ʯ-ľ.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ5ϵɫ˺5% 0 0 0 0 0 ƾľ[6] 3 4482 \spr\item\fusion\ʯ-ľ.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ6ϵɫ˺6% 0 0 0 0 0 ƾľ[7] 3 4483 \spr\item\fusion\ʯ-ľ.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ7ϵɫ˺7% 0 0 0 0 0 ƾľ[8] 3 4484 \spr\item\fusion\ʯ-ľ.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ8ϵɫ˺8% 0 0 0 0 0 ƾľ[9] 3 4485 \spr\item\fusion\ʯ-ľ.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ9ϵɫ˺9% 0 0 0 0 0 ƾľ[10] 3 4486 \spr\item\fusion\ʯ-ľ.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ10ϵɫ˺10% 0 0 0 0 0 ƾˮ[1] 3 4487 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ1Իϵɫ˺1% 0 0 0 0 0 ƾˮ[2] 3 4488 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ2Իϵɫ˺2% 0 0 0 0 0 ƾˮ[3] 3 4489 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ3Իϵɫ˺3% 0 0 0 0 0 ƾˮ[4] 3 4490 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ4Իϵɫ˺4% 0 0 0 0 0 ƾˮ[5] 3 4491 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ5Իϵɫ˺5% 0 0 0 0 0 ƾˮ[6] 3 4492 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ6Իϵɫ˺6% 0 0 0 0 0 ƾˮ[7] 3 4493 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ7Իϵɫ˺7% 0 0 0 0 0 ƾˮ[8] 3 4494 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ8Իϵɫ˺8% 0 0 0 0 0 ƾˮ[9] 3 4495 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ9Իϵɫ˺9% 0 0 0 0 0 ƾˮ[10] 3 4496 \spr\item\fusion\ʯ-ˮ.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ10Իϵɫ˺10% 0 0 0 0 0 ƾ[1] 3 4497 \spr\item\fusion\ʯ-.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ1Խϵɫ˺1% 0 0 0 0 0 ƾ[2] 3 4498 \spr\item\fusion\ʯ-.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ2Խϵɫ˺2% 0 0 0 0 0 ƾ[3] 3 4499 \spr\item\fusion\ʯ-.spr 41 1 1 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̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ8ܵˮϵɫ˺16% 0 0 0 0 0 ƾ[9] 3 4565 \spr\item\fusion\ʯ-.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ9ܵˮϵɫ˺18% 0 0 0 0 0 ƾ[10] 3 4566 \spr\item\fusion\ʯ-.spr 41 1 1 ̺֮ƾҼ߶ӦƷԵƸֵĵȼƷʣ10ܵˮϵɫ˺20% 0 0 0 0 0 Mc Tng 3 4567 \spr\item\script\ľ.spr 41 1 1 Nhn phi vo nhn c phn thng hp dn 0 0 0 0 0 Tinh Thit Tuyn 3 4568 \spr\item\script\.spr 41 1 1 ڡʢѡһ١IJ 0 0 0 0 0 3 4569 \spr\item\script\.spr 41 1 1 Nhn phi vo nhn c phn thng hp dn 0 0 0 0 0 BBtestר 3 4570 \spr\item\questkey\taskobj126.spr 41 1 1 BBtestר 0 0 0 0 0 M sch k nng cp 150 3 4571 \spr\item\skillbook_a1_0.spr 41 1 1 S dng mi m c gii hn tu luyn k nng cp 150 cp 21 0 0 0 0 0 K nng cp 150 cp 21 3 4572 \spr\item\skillbook_a1_0.spr 41 1 1 Dng 10 loi np cho NPC Thng Nhn Thn B Tng Dng hp thnh sch tng k nng cp 150 0 0 0 0 0 Ǭӡ 3 4573 \spr\item\fusion\wuxinglihe.spr 41 1 1 Ҽʹô򿪣Իһð󶨵1Ǭӡ 0 0 0 0 0 Cn cu 3 4574 \spr\item\diaogan.spr 41 1 1 Cn cu c thng thng. 0 0 0 0 0 Mi cu 3 4575 \spr\item\yuer.spr 41 1 1 1 con giun t bo . 0 0 0 0 0 ߼ 3 4576 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3 4590 \spr\item\questkey\taskobj404.spr 41 1 1 ˢ̶ʳĵӣͶ뽭мԭ 0 0 0 0 0 Ŵ 3 4591 \spr\item\christmas2006\pumpkinpie.spr 41 1 1 ТŴףӡ 0 0 0 0 0 Ŵ 3 4592 \spr\item\questkey\taskobj402.spr 41 1 1 ڵӣر㡣 0 0 0 0 0 ԭ 3 4593 \spr\item\script\lipinhe_20.spr 41 1 1 ԭʱõʹæ򿪣ܻرŶ 0 0 0 0 0 ۻƾ 3 4594 \spr\item\medecine\zq_icon_004.spr 41 1 1 ۻƵҩƣ֮ɱܡߡ֮ 0 0 0 0 0 ҩ 3 4595 \spr\item\questkey\taskobj097.spr 41 1 1 ɰҶ֦ѵҩƳɵIJҩϽʹȡ 0 0 0 0 0 3 4596 \spr\item\changminglv.spr 41 1 1 ϵԱƽ˿ߣʹһǬ 0 0 0 0 0 Thy Biu 3 4597 \spr\item\hulupiao.spr 41 1 1 1 ci go h l c th dng mc nc. 0 0 0 0 0 Thanh Lit Tuyn Thy 3 4598 \spr\item\qingliequanshui.spr 41 1 1 "Nc chy trong ni, thanh lit thun khit, dng pha tr l tuyt phm " 0 0 0 0 0 Thng Nc 3 4599 \spr\item\zhishujie2011\ľͰ.spr 41 1 1 1 ci thng trng c th dng cha nc. 0 0 0 0 0 Dung Tuyt Chi Thy 3 4600 \spr\item\zhishujie2011\װˮľͰ.spr 41 1 1 Bng tan thnh nc 0 0 0 0 0 Nhai Bch Chi Thch 3 4601 \spr\item\script\item_zhushakuang.spr 41 1 1 Nham Thch bn hng ni rt chc chn. 0 0 0 0 0 Thng 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1 con Siu Quang cao cp 7 ngy 0 0 0 0 0 ٶ 3 4720 \spr\item\medecine\obj-potion30.spr 19 1 1 Чֵʯеʹúɻ1Сʱ˼Ѣʯʱ 0 0 0 0 0 ƽع 3 4721 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 һղعҼϲ 0 0 0 0 0 ׽ع 3 4722 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 һղعҼϲ 0 0 0 0 0 ʯع 3 4723 \spr\item\twzhuanyun\zhuanyunbao_small.spr 41 1 1 һղعҼϲ 0 0 0 0 0 Եǣɽع 3 4724 \spr\item\script\biyishuangfei.spr 41 1 1 ʮһ鲻ģپۻɽǰԵҼع 0 0 0 0 0 ͬС 3 4725 \spr\item\obj_item_giftb.spr 41 1 1 "ϵ֪Զ,ΪڡҼȡֿ" 0 0 0 0 0 ͬΡ 3 4726 \spr\item\obj_item_gifts.spr 41 1 1 õ壬ӵ㡣ȡףν 0 0 0 0 0 V Y ca Chc N 3 4727 \spr\item\christmas2006\greenscarf.spr 41 1 1 ֯ŮԡʱڰߵҢ͵͵֯ŮͲٻصˡ 0 0 0 0 0 Tng Bo 3 4728 \spr\item\questkey\obj_item_shanhe.spr 41 1 1 ţΪ˱ʾл͸IJرͼģģģҪܿ塣 0 0 0 0 0 Tng bo xc nh 3 4729 \spr\item\script\xuanjibaotu.spr 41 1 1 IJرͼǢ˱صλãڲرʹüڱ 0 0 0 0 0 Bo tng thn b 3 4730 \spr\item\oldbox\oldbox.spr 41 1 1 һֵдһЩֵ֣ТִĽܿö 0 0 0 0 0 Gim nh Ph 3 4731 \spr\item\special\Obj_TownPortal.spr 41 1 1 һֵдһЩֵ֣ТִĽܿö 0 0 0 0 0 Thn Gim Ph 3 4732 \spr\item\questkey\taskobj119.spr 41 1 1 һֵдһЩֵ֣ТִĽܿö 0 0 0 0 0 Cu Khng Chm 3 4733 \spr\item\qixi_2006\xiuhuazhen.spr 41 1 1 ɿڵǺСǶԡ 0 0 0 0 0 زرͼ 3 4734 \spr\item\questkey\treasuremap.spr 41 1 1 һȫТıؽ֣صIJرͼƺصʱʹðɡ 0 0 0 0 0 Ϧ 3 4735 \spr\item\script\xuanjibaoxiang.spr 41 1 1 һýϦ䣬ʯҿС򿪿Իøõı 0 0 0 0 0 ʯ 3 4736 \spr\item\script\item_zhushakuang.spr 41 1 1 Ӳʯ飬ҿϦ䣬ıһ̶ȵ𻵡 0 0 0 0 0 С 3 4737 \spr\item\script\qiannianxuanbingchui.spr 41 1 1 һСɾȷһϦ 0 0 0 0 0 Cu Khng Chm 3 4738 \spr\item\qixi_2006\xiuhuazhen.spr 41 1 1 Ůľſ룬ֿ̺Ըܶţ֯Ů콫ɾ޴˺ 0 0 0 0 0 Cn Khn Phch Lch n 3 4739 \spr\item\script\zijinzhendan.spr 41 1 1 "ܶʹý,ʹڶǹУӳгԽǹȣȥٰĻʹǴֹ20138Ԣ26" 0 0 0 0 0 Ԣˬ 3 4740 \spr\item\script\item_chrismasbox.spr 41 1 1 ҼʹáںԪ*2Ԫ*10*102ھ飬Ի֮*10߼Ի֮*10ԻҶ*2Ի֮*2νѫբ*1ÿɫʹ1 0 0 0 0 0 Ԣˬ׽ 3 4741 \spr\item\script\item_chrismasbox.spr 41 1 1 ҼʹáںԪ*10Ԫ*50*5010ھ飬Ի֮*50߼Ի֮*50ԻҶ*10Ի֮*10νѫբ*5ÿɫʹ1 0 0 0 0 0 Ԣˬʯ 3 4742 \spr\item\script\item_chrismasbox.spr 41 1 1 ҼʹáںԪ*20Ԫ*200*20020ھ飬Ի֮*100߼Ի֮*100ԻҶ*20Ի֮*20νѫբ*10Ԫ*1ÿɫʹ1 0 0 0 0 0 Kim M Cm Nang 3 4743 \spr\item\script\other\jinmajinnang.spr 41 1 1 λҼԻϵӦ 0 0 0 0 0 Kim M l bao 3 4744 \spr\item\script\other\jinmalibao.spr 41 1 1 Chut phi chn s dng c th nhn c phn thng c bit phin bn mi 0 0 0 0 0 Kim M Lnh#Mt 3 4745 \spr\item\script\other\jinmaling.spr 41 1 1 Nhn chn Kim M Cm Nang c th hon thnh nhim v thu thp (cn thu thp 7 Kim M Lnh+200 vn lng) 0 0 0 0 0 Kim M Lnh#Hai 3 4746 \spr\item\script\other\jinmaling.spr 41 1 1 Nhn chn Kim M Cm Nang c th hon thnh nhim v thu thp (cn thu thp 7 Kim M Lnh+200 vn lng) 0 0 0 0 0 Kim M Lnh#Ba 3 4747 \spr\item\script\other\jinmaling.spr 41 1 1 Nhn chn Kim M Cm Nang c th hon thnh nhim v thu thp (cn thu thp 7 Kim M Lnh+200 vn lng) 0 0 0 0 0 Kim M Lnh#Bn 3 4748 \spr\item\script\other\jinmaling.spr 41 1 1 Nhn chn Kim M Cm Nang c th hon thnh nhim v thu thp (cn thu thp 7 Kim M Lnh+200 vn lng) 0 0 0 0 0 Kim M Lnh#Nm 3 4749 \spr\item\script\other\jinmaling.spr 41 1 1 Nhn chn Kim M Cm Nang c th hon thnh nhim v thu thp (cn thu thp 7 Kim M Lnh+200 vn lng) 0 0 0 0 0 Kim M Lnh#Su 3 4750 \spr\item\script\other\jinmaling.spr 41 1 1 Nhn chn Kim M Cm Nang c th hon thnh nhim v thu thp (cn thu thp 7 Kim M Lnh+200 vn lng) 0 0 0 0 0 Kim M Lnh#By 3 4751 \spr\item\script\other\jinmaling.spr 41 1 1 Nhn chn Kim M Cm Nang c th hon thnh nhim v thu thp (cn thu thp 7 Kim M Lnh+200 vn lng) 0 0 0 0 0 YYȨ- 3 4752 \spr\item\obj_item_gifts.spr 41 1 1 ҵĺֵܣˢǵĽٴչҼ򿪻ô 0 0 0 0 0 YYȨ- 3 4753 \spr\item\obj_item_gifts.spr 41 1 1 ΪʲôһΪϵһﵽ100ɴ򿪻÷ḻ 0 0 0 0 0 YYȨ- 3 4754 \spr\item\obj_item_gifts.spr 41 1 1 ĽжʹϵţڵĽһжﵽ120ɴ򿪷ḻ 0 0 0 0 0 YYȨ-Ե 3 4755 \spr\item\obj_item_gifts.spr 41 1 1 ʮ꽭һԵ10Ȫ֮ˮܴ򿪣򿪺û÷ḻ 0 0 0 0 0 YYȨ- 3 4756 \spr\item\obj_item_gifts.spr 41 1 1 ҵĺֵܣˢǵĽٴչҼ򿪻ô 0 0 0 0 0 YYȨ- 3 4757 \spr\item\obj_item_gifts.spr 41 1 1 ΪʲôһΪϵһﵽ100ɴ򿪻÷ḻ 0 0 0 0 0 YYȨ- 3 4758 \spr\item\obj_item_gifts.spr 41 1 1 ĽжʹϵţڵĽһжﵽ120ɴ򿪷ḻ 0 0 0 0 0 YYȨ-Ե 3 4759 \spr\item\obj_item_gifts.spr 41 1 1 ʮ꽭һԵ10Ȫ֮ˮܴ򿪣򿪺û÷ḻ 0 0 0 0 0 YYȨ- 3 4760 \spr\item\obj_item_gifts.spr 41 1 1 ҵĺֵܣˢǵĽٴչҼ򿪻ô 0 0 0 0 0 YYȨ- 3 4761 \spr\item\obj_item_gifts.spr 41 1 1 ΪʲôһΪϵһﵽ100ɴ򿪻÷ḻ 0 0 0 0 0 YYȨ- 3 4762 \spr\item\obj_item_gifts.spr 41 1 1 ĽжʹϵţڵĽһжﵽ120ɴ򿪷ḻ 0 0 0 0 0 YYȨ-Ե 3 4763 \spr\item\obj_item_gifts.spr 41 1 1 ʮ꽭һԵ10Ȫ֮ˮܴ򿪣򿪺û÷ḻ 0 0 0 0 0 3 4764 \spr\item\songjin\warflag.spr 41 1 1 ϼٵľʹô˾μν߷սøĹѫ 0 0 0 0 0 1 3 4765 \spr\item\script\zhuanshendan.spr 41 1 1 Ƶһı 0 0 0 0 0 ư￨1 3 4766 \spr\item\worldcup\dalishen_kace.spr 41 1 1 ʹúһð󶨵Чڵ20139Ԣ3024㣩һЧ20139Ԣ2224㣩 0 0 0 0 0 3 4767 \spr\item\script\zhongqiu_jieri\200909\diyizhangonglingsuipian.spr 41 1 1 ƵһİϽ٣ΪӮùƽ̨ʸϢʸ 0 0 0 0 0 2 3 4768 \spr\item\script\zhuanshendan.spr 41 1 1 Ƶһı 0 0 0 0 0 ư￨2 3 4769 \spr\item\worldcup\dalishen_kace.spr 41 1 1 ʹúһð󶨵Чڵ20139Ԣ3024㣩һЧ20139Ԣ2224㣩 0 0 0 0 0 Ըǩ 3 4770 \spr\item\christmas2006\greenscarf.spr 41 1 1 ֯ŮԡʱڰߵҢ͵͵֯ŮͲٻصˡ 0 0 0 0 0 Bt m 3 4771 \spr\item\script\event\zhongqiu_jieri\201009\mianfen.spr 41 1 1 "Nguyn liu c bn lm bnh trung thu, ngi c th i tm hiu cch lm nhn cng lm thp phng ca Minh Nguyt Trn" 0 0 0 0 0 Nhn Bnh 3 4772 \spr\item\script\event\zhongqiu_jieri\201009\mianfen.spr 41 1 1 "Nguyn liu c bn lm bnh trung thu, ngi c th i tm hiu cch lm nhn cng lm thp phng ca Minh Nguyt Trn" 0 0 0 0 0 Bnh Trung Thu Cm Hoa 3 4773 \spr\item\script\event\zhongqiu_jieri\201009\mianfen.spr 41 1 1 "Nguyn liu c bn lm bnh trung thu, ngi c th i tm hiu cch lm nhn cng lm thp phng ca Minh Nguyt Trn" 0 0 0 0 0 ĽԢ 3 4774 \spr\item\script\event\zhongqiu_jieri\201009\mianfen.spr 41 1 1 "Nguyn liu c bn lm bnh trung thu, ngi c th i tm hiu cch lm nhn cng lm thp phng ca Minh Nguyt Trn" 0 0 0 0 0 3 4775 \spr\item\script\event\zhongqiu_jieri\201009\mianfen.spr 41 1 1 "Nguyn liu c bn lm bnh trung thu, ngi c th i tm hiu cch lm nhn cng lm thp phng ca Minh Nguyt Trn" 0 0 0 0 0 Ԣ 3 4776 \spr\item\script\event\zhongqiu_jieri\201009\mianfen.spr 41 1 1 "Nguyn liu c bn lm bnh trung thu, ngi c th i tm hiu cch lm nhn cng lm thp phng ca Minh Nguyt Trn" 0 0 0 0 0 Trung bnh 3 4777 \spr\item\script\event\zhongqiu_jieri\201009\mianfen.spr 41 1 1 "Nguyn liu c bn lm bnh trung thu, ngi c th i tm hiu cch lm nhn cng lm thp phng ca Minh Nguyt Trn" 0 0 0 0 0 Thu 3 4778 \spr\item\script\event\zhongqiu_jieri\201009\mianfen.spr 41 1 1 "Nguyn liu c bn lm bnh trung thu, ngi c th i tm hiu cch lm nhn cng lm thp phng ca Minh Nguyt Trn" 0 0 0 0 0 Tng cng 3 4779 \spr\item\script\event\zhongqiu_jieri\201009\mianfen.spr 41 1 1 "Nguyn liu c bn lm bnh trung thu, ngi c th i tm hiu cch lm nhn cng lm thp phng ca Minh Nguyt Trn" 0 0 0 0 0 3 4780 \spr\item\script\event\zhongqiu_jieri\201009\mianfen.spr 41 1 1 "Nguyn liu c bn lm bnh trung thu, ngi c th i tm hiu cch lm nhn cng lm thp phng ca Minh Nguyt Trn" 0 0 0 0 0 <<δ>> 3 4781 \spr\item\script\event\zhongqiu_jieri\201009\mianfen.spr 41 1 1 "Nguyn liu c bn lm bnh trung thu, ngi c th i tm hiu cch lm nhn cng lm thp phng ca Minh Nguyt Trn" 0 0 0 0 0 ngi 3 4782 \spr\item\script\event\zhongqiu_jieri\201009\mianfen.spr 41 1 1 "Nguyn liu c bn lm bnh trung thu, ngi c th i tm hiu cch lm nhn cng lm thp phng ca Minh Nguyt Trn" 0 0 0 0 0 nguyt 3 4783 \spr\item\script\event\zhongqiu_jieri\201009\mianfen.spr 41 1 1 "Nguyn liu c bn lm bnh trung thu, ngi c th i tm hiu cch lm nhn cng lm thp phng ca Minh Nguyt Trn" 0 0 0 0 0 lng 3 4784 \spr\item\script\event\zhongqiu_jieri\201009\mianfen.spr 41 1 1 "Nguyn liu c bn lm bnh trung thu, ngi c th i tm hiu cch lm nhn cng lm thp phng ca Minh Nguyt Trn" 0 0 0 0 0 3 4785 \spr\item\script\event\zhongqiu_jieri\201009\mianfen.spr 41 1 1 "Nguyn liu c bn lm bnh trung thu, ngi c th i tm hiu cch lm nhn cng lm thp phng ca Minh Nguyt Trn" 0 0 0 0 0 Բ 3 4786 \spr\item\script\event\zhongqiu_jieri\201009\mianfen.spr 41 1 1 "Nguyn liu c bn lm bnh trung thu, ngi c th i tm hiu cch lm nhn cng lm thp phng ca Minh Nguyt Trn" 0 0 0 0 0 <<δ>> 3 4787 \spr\item\script\event\zhongqiu_jieri\201009\mianfen.spr 41 1 1 "Nguyn liu c bn lm bnh trung thu, ngi c th i tm hiu cch lm nhn cng lm thp phng ca Minh Nguyt Trn" 0 0 0 0 0 Cn Khn Phch Lch n 3 4788 \spr\item\script\zijinzhendan.spr 41 1 1 "ܶʹý,ʹڶǹУӳгԽǹȣȥٰĻʹǴֹ20138Ԣ26" 0 0 0 0 0 Chn Nguyn an 3 4789 \spr\item\script\wusetang.spr 41 1 1 S dng s nhn c 1 im Chn Nguyn 0 0 0 0 0 Thin Long Hon 3 4790 \spr\item\script\zhenpailingyao.spr 41 1 1 "S dng nh qui trong 5 ting s nhn c gp 4 ln kinh nghim, khng cng dn vi Tin Tho L. Tng t l rt Chn Nguyn an ln 3 ln" 0 0 0 0 0 a Long Hon 3 4791 \spr\item\script\zhenpailingdan.spr 41 1 1 "S dng nh qui trong 1 ting s nhn c gp 4 ln kinh nghim, khng cng dn vi Tin Tho L. Tng t l rt Chn Nguyn an ln 3 ln" 0 0 0 0 0 Sch k nng cp 150 cp 22 3 4792 \spr\item\script\other\21miji.spr 41 1 1 Sau khi s dng c th tng gii hn k nng cp 150 ln cp 22 0 0 0 0 0 Sch k nng cp 150 cp 23 3 4793 \spr\item\script\other\22miji.spr 41 1 1 Sau khi s dng c th tng gii hn k nng cp 150 ln cp 23 0 0 0 0 0 Sch k nng cp 150 cp 24 3 4794 \spr\item\script\other\23miji.spr 41 1 1 Sau khi s dng c th tng gii hn k nng cp 150 ln cp 24 0 0 0 0 0 Sch k nng cp 150 cp 25 3 4795 \spr\item\script\other\cuiyan.spr 41 1 1 Sau khi s dng c th tng gii hn k nng cp 150 ln cp 25 0 0 0 0 0 Sch k nng cp 150 cp 26 3 4796 \spr\item\script\other\tianwang.spr 41 1 1 Sau khi s dng c th tng gii hn k nng cp 150 ln cp 26 0 0 0 0 0 Tht heo 3 4797 \spr\item\questkey\taskobj399.spr 365 1 1 "Tht heo ngon, nguyn liu thng dng." 0 0 0 0 0 C rt 3 4798 \spr\item\christmas2006\carrot.spr 41 1 1 Nguyn liu thch hp dng cho ma ng. 0 0 0 0 0 Mt gi trng 3 4799 \spr\item\mid_autumn\yadan.spr 41 1 1 "Trng g ta, va dinh dng va ngon." 0 0 0 0 0 Thc n ma ng 3 4800 \spr\item\questkey\009.spr 41 1 1 em theo thc n ma ng i n cc thnh chnh v khu vc d ngoi ca Tn Th Thn c th nhn c 1 ci bp nu ra mn n ngon. 0 0 0 0 0 Rng cng c 3 4801 \spr\item\oldbox\oldbox.spr 41 1 1 Mt ci rng cng c. M ra c th nhn ngu nhin 10 ci cng c t la. 0 0 0 0 0 Mn n thng 3 4802 \spr\item\script\dongrimeiweipan.spr 41 1 1 "Mn n thng, mi v thng. n c th nhn c phn thng." 0 0 0 0 0 Sn ho hi v 3 4803 \spr\item\script\shanzhenhaiweipan.spr 41 1 1 "Sn ho hi v, lm cho ngi ta khng ch c. n c th nhn c phn thng." 0 0 0 0 0 ʽ 3 4804 \spr\item\lottery\baxianjiaozi.spr 41 1 1 ü⡢⡢ڵĽӣϢζ 0 0 0 0 0 L Hp Ma ng 3 4805 \spr\item\script\baoxiang_yin.spr 41 1 1 L hp ng y vt phm thng dng ca ma ng. Tng cho u bp mp c th nhn c phn thng. 0 0 0 0 0 Cn Khn Phch Lch n 3 4806 \spr\item\script\zijinzhendan.spr 41 1 1 "ܶʹý,ʹڶǹУӳгԽǹȣȥٰ꾩ĻʹǴֹ201312Ԣ1" 0 0 0 0 0 Cao lng m v 3 4807 \spr\item\christmas2006\turkey.spr 41 1 1 Cao lng m v ca th gian hy mau chng n i. 0 0 0 0 0 Tiu K 3 4808 \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 Hon Tiu Ch 3 4809 \spr\item\longmenbiaoju\ƾ֤.spr 41 1 1 Dng ht s ln lm mi nhim v p Tiu mun tip tc lm mi nhim v cn phi np vt ny. 0 0 0 0 0 p tiu y nhim trng cao cp 3 4810 \spr\item\longmenbiaoju\߼Ѻί״.spr 41 1 1 "em vt ny np cho ng ch Tiu cc c th nhn ngu nhin nhim v p Tiu 7 sao, 8 sao, 9 sao." 0 0 0 0 0 H Tiu Lnh 3 4811 \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 0 0 Khoi M Gia Tin 3 4812 \spr\item\longmenbiaoju\jiasufu.spr 41 1 1 "S dng gn Tiu Xa, tng 100% tc di chuyn ca Tiu Xa, duy tr 15 giy, thi gian ch 3 pht" 0 0 0 0 0 Kin Bt Kh Ta 3 4813 \spr\item\longmenbiaoju\jiaxuefu.spr 41 1 1 "S dng gn Tiu Xa, nng cao li bo h ca Tiu Xa, hi phc 10% mu ca Tiu Xa, thi gian ch 3 pht" 0 0 0 0 0 Thit Xa Mt B 3 4814 \spr\item\longmenbiaoju\yinshenfu.spr 41 1 1 "S dng gn Tiu Xa, m nt ng m mi tn c giu kn, phn st thng 100%, duy tr 10 giy, thi gian ch 3 pht" 0 0 0 0 0 Tiu Xa Di V 3 4815 \spr\item\longmenbiaoju\gedangfu.spr 41 1 1 "S dng gn Tiu Xa, lm cho Tiu Xa dch chuyn n v tr ca ngi chi, thi gian ch 3 pht" 0 0 0 0 0 Huyt Long n 3 4816 \spr\item\script\zhenpailingyao.spr 41 1 1 Kt hp s dng vi Huyt Long ng nng cao t l xung mch. 0 0 0 0 0 Qu cu tuyt 3 4817 \spr\item\jianzhong\mantou.spr 41 1 1 C th nht c ti nh ni Trng Bch. 0 0 0 0 0 Nn ging sinh 3 4818 \spr\item\christmas2006\xmascap.spr 41 1 1 Nn ging sinh dng trang tr ngi tuyt. 0 0 0 0 0 Khn Qung C 3 4819 \spr\item\script\funv_jieri\200903\weijin.spr 41 1 1 Khn chong dng trang tr ngi tuyt. 0 0 0 0 0 Gng Tay p Tuyt 3 4820 \spr\item\shoutao.spr 41 1 1 Gng tay c bit c th cho ngi thm s ln p tuyt. 0 0 0 0 0 Trng Phc 3 4821 \spr\item\script\gold_luckyegg.spr 41 1 1 "Mt qu trng cha y linh kh, c th l c linh vt bn trong. Qu trng vng lp lnh, hy dng chy p ra xem bn trong c g no." 0 0 0 0 0 Ti Chy Vng 3 4822 \spr\item\script\spring2010\jixiangbao.spr 41 1 1 "Nhn chut phi s dng, nhn c 50 ci chy vng." 0 0 0 0 0 Chy ng 3 4823 \spr\item\shengdan2010\yuandantongchui.spr 41 1 1 "Nhn chut phi s dng, p trng nhn phn thng." 0 0 0 0 0 Chy Bc 3 4824 \spr\item\shengdan2010\yuandanyinchui.spr 41 1 1 "Nhn chut phi s dng, p trng nhn phn thng." 0 0 0 0 0 Chy Vng 3 4825 \spr\item\shengdan2010\yuandanjinchui.spr 41 1 1 "Nhn chut phi s dng, p trng nhn phn thng." 0 0 0 0 0 Pho 3 4826 \spr\item\magic\icon_item_baozhu.spr 41 1 1 t pho n tt s gp c nhiu may mn. 0 0 0 0 0 Dy n hng 3 4827 \spr\item\script\roseribbon.spr 41 1 1 Dng lin kt tnh cm ca ngi thn vi nhau. 0 0 0 0 0 Lng nhm 3 4828 \spr\item\xinshourenwu\ciweimao.spr 41 1 1 Nguyn liu quan trng ch to binh kh trc y 0 0 0 0 0 Th Hc iu 3 4829 \spr\item\xinshourenwu\heidiaoxin.spr 41 1 1 Tn vt Chng Mn Nhn a cho Hc iu 0 0 0 0 0 H Mch Bao 3 4830 \spr\item\xinshourenwu\humaibao.spr 41 1 1 trong c 10.000 ci H Mch n (kha) 0 0 0 0 0 Vt phm s mn 3 4831 \spr\item\xinshourenwu\shimenxinwu.spr 41 1 1 Khi nh qui c th nhn c Tn Vt 0 0 0 0 0 Mt tch cp 21 k nng 150 phi Hoa Sn 3 4832 \spr\item\script\other\21miji.spr 41 1 1 Nhn vo s dng c th nng k nng 150 phi Hoa Sn ln cp 21 0 0 0 0 0 Mt tch cp 22 k nng 150 phi Hoa Sn 3 4833 \spr\item\script\other\22miji.spr 41 1 1 Nhn vo s dng c th nng k nng 150 phi Hoa Sn ln cp 22 0 0 0 0 0 Mt tch cp 23 k nng 150 phi Hoa Sn 3 4834 \spr\item\script\other\23miji.spr 41 1 1 Nhn vo s dng c th nng k nng 150 phi Hoa Sn ln cp 23 0 0 0 0 0 Hoa Sn K Th 3 4835 \spr\item\script\other\23miji.spr 41 1 1 Tn vt ca V Lm Minh Ch gi cho chng mn Hoa Sn 0 0 0 0 0 Ҷ 3 4836 \spr\item\chayedan.spr 41 1 1 ֵǵı˵ϷijСȴǾճʳ֮һDz˼顣Ϊ̫᲻óԣֻ 0 0 0 0 0 Ҷ 3 4837 \spr\item\chayedangift.spr 41 1 1 dzصΪ˲ʿһƬ⣬ĻмسԵɡ 0 0 0 0 0 YYػݴ 3 4838 \spr\item\script\item_chrismasbox.spr 41 1 1 ҼʹãںYYػݺ񣬰н 0 0 0 0 0 ž 3 4839 \spr\item\script\youlongsuiyu.spr 41 1 1 һöӵ壬͸Ĺ⣬ƺԢһ𽻸ѧͽϰ150ܡ 0 0 0 0 0 T n Mc 3 4840 \spr\item\script\spring2010\meishuzhi.spr 41 1 1 Dng i Mc Tng v c Huyn Cm ti ch i S Lo Lo 0 0 0 0 0 Tinh Thit Ta 3 4841 \spr\item\script\duankaidejian.spr 41 1 1 Dng i nguyn liu Mc Tng ti ch i S Lo Lo 0 0 0 0 0 Tinh Thit Tuyn 3 4842 \spr\item\script\jingtiexian.spr 41 1 1 Nguyn liu dng i c Huyn Cm ti ch i S Lo Lo. 0 0 0 0 0 Ln Ngn C 3 4843 \spr\item\tianchimijing\dao.spr 41 1 1 Nhn chut tri s dng nhn c phn thng. 0 0 0 0 0 c Huyn Cm 3 4844 \spr\item\script\duxianqin.spr 41 1 1 Nhn chut tri s dng nhn c phn thng. 0 0 0 0 0 Mc Tng 3 4845 \spr\item\script\muxiang.spr 41 1 1 Nhn chut tri s dng nhn c phn thng. 0 0 0 0 0 H Tiu L Hp 3 4846 \spr\item\script\item_chrismasbox.spr 41 1 1 "Nhp chut phi s dng, nhn 20 ci Hon Tiu Ch" 0 0 0 0 0