| | |
| | | 4 [] [] 30 2026-6-19 2026-6-25 51
|
| | | 5 [] [] 30 2026-7-23 2026-7-29 51
|
| | | 6 [] [] 30 2026-8-19 2026-8-25 51
|
| | | 7 [] [] 30 2026-9-23 2026-9-29 51
|
| | |
| | | 103 [] [] 30 2026-6-19 2026-6-25 [23101,23102,23103,23104,23105,23106,23107,23108,23109,23110] 28
|
| | | 104 [] [] 30 2026-7-23 2026-7-29 [23101,23102,23103,23104,23105,23106,23107,23108,23109,23110] 28
|
| | | 105 [] [] 30 2026-8-19 2026-8-25 [23101,23102,23103,23104,23105,23106,23107,23108,23109,23110] 28
|
| | | 106 [] [] 30 2026-9-23 2026-9-29 [23101,23102,23103,23104,23105,23106,23107,23108,23109,23110] 28
|
| | | 1000 ["test"] [] 10 K1 K7 [4099,4100,4101,5003] 0
|
| | | 1001 ["test"] [] 10 K8 K14 [4102,5004] 0
|
| | | 1002 ["test"] [] 10 K15 K21 [4103,5005] 0
|
| | |
| | | 4 [] [] 30 2026-6-19 2026-6-25 0 3 39 ActTaskScoreJRHD 30 {"3000":[0,8,100],"6000":[1,3,300],"9000":[2,5,20],"15000":[3,20,20],"21000":[4,1005,1]}
|
| | | 5 [] [] 30 2026-7-23 2026-7-29 0 4 40 ActTaskScoreJRHD 31 {"3000":[0,8,100],"6000":[1,3,300],"9000":[2,5,20],"15000":[3,20,20],"21000":[4,1005,1]}
|
| | | 6 [] [] 30 2026-8-19 2026-8-25 0 5 41 ActTaskScoreJRHD 32 {"3000":[0,8,100],"6000":[1,3,300],"9000":[2,5,20],"15000":[3,20,20],"21000":[4,1005,1]}
|
| | | 7 [] [] 30 2026-9-23 2026-9-29 0 6 42 ActTaskScoreJRHD 33 {"3000":[0,8,100],"6000":[1,3,300],"9000":[2,5,20],"15000":[3,20,20],"21000":[4,1005,1]}
|
| | |
| | | 5 1512 15 12 [[41,100]]
|
| | | 5 1513 15 13 [[41,100]]
|
| | | 5 1514 15 14 [[41,100]]
|
| | | 6 101 1 500 [[42,100]]
|
| | | 6 102 1 1000 [[42,100]]
|
| | | 6 103 1 2000 [[42,100]]
|
| | | 6 104 1 3000 [[42,100]]
|
| | | 6 105 1 4000 [[42,100]]
|
| | | 6 106 1 5000 [[42,100]]
|
| | | 6 107 1 6000 [[42,100]]
|
| | | 6 108 1 7000 [[42,100]]
|
| | | 6 109 1 8000 [[42,100]]
|
| | | 6 110 1 9000 [[42,100]]
|
| | | 6 111 1 10000 [[42,100]]
|
| | | 6 112 1 11000 [[42,100]]
|
| | | 6 113 1 12000 [[42,100]]
|
| | | 6 114 1 13000 [[42,100]]
|
| | | 6 115 1 14000 [[42,100]]
|
| | | 6 116 1 15000 [[42,100]]
|
| | | 6 117 1 16000 [[42,100]]
|
| | | 6 118 1 17000 [[42,100]]
|
| | | 6 119 1 18000 [[42,100]]
|
| | | 6 120 1 19000 [[42,100]]
|
| | | 6 121 1 20000 [[42,100]]
|
| | | 6 122 1 21000 [[42,100]]
|
| | | 6 123 1 22000 [[42,100]]
|
| | | 6 124 1 23000 [[42,100]]
|
| | | 6 125 1 24000 [[42,100]]
|
| | | 6 126 1 25000 [[42,100]]
|
| | | 6 127 1 26000 [[42,100]]
|
| | | 6 128 1 27000 [[42,100]]
|
| | | 6 129 1 28000 [[42,100]]
|
| | | 6 130 1 29000 [[42,100]]
|
| | | 6 131 1 30000 [[42,100]]
|
| | | 6 132 1 31000 [[42,100]]
|
| | | 6 133 1 32000 [[42,100]]
|
| | | 6 134 1 33000 [[42,100]]
|
| | | 6 135 1 34000 [[42,100]]
|
| | | 6 136 1 35000 [[42,100]]
|
| | | 6 301 3 5 [[42,100]]
|
| | | 6 302 3 10 [[42,100]]
|
| | | 6 303 3 15 [[42,100]]
|
| | | 6 304 3 20 [[42,100]]
|
| | | 6 305 3 25 [[42,100]]
|
| | | 6 306 3 30 [[42,100]]
|
| | | 6 307 3 35 [[42,100]]
|
| | | 6 308 3 40 [[42,100]]
|
| | | 6 309 3 45 [[42,100]]
|
| | | 6 310 3 50 [[42,100]]
|
| | | 6 311 3 55 [[42,100]]
|
| | | 6 312 3 60 [[42,100]]
|
| | | 6 313 3 65 [[42,100]]
|
| | | 6 314 3 70 [[42,100]]
|
| | | 6 315 3 75 [[42,100]]
|
| | | 6 316 3 80 [[42,100]]
|
| | | 6 317 3 85 [[42,100]]
|
| | | 6 318 3 90 [[42,100]]
|
| | | 6 319 3 95 [[42,100]]
|
| | | 6 320 3 100 [[42,100]]
|
| | | 6 321 3 105 [[42,100]]
|
| | | 6 322 3 110 [[42,100]]
|
| | | 6 323 3 115 [[42,100]]
|
| | | 6 324 3 120 [[42,100]]
|
| | | 6 325 3 125 [[42,100]]
|
| | | 6 326 3 130 [[42,100]]
|
| | | 6 327 3 135 [[42,100]]
|
| | | 6 328 3 140 [[42,100]]
|
| | | 6 329 3 145 [[42,100]]
|
| | | 6 330 3 150 [[42,100]]
|
| | | 6 331 3 155 [[42,100]]
|
| | | 6 332 3 160 [[42,100]]
|
| | | 6 333 3 165 [[42,100]]
|
| | | 6 334 3 170 [[42,100]]
|
| | | 6 335 3 175 [[42,100]]
|
| | | 6 401 4 10 [[42,100]]
|
| | | 6 402 4 20 [[42,100]]
|
| | | 6 403 4 30 [[42,100]]
|
| | | 6 404 4 40 [[42,100]]
|
| | | 6 405 4 50 [[42,100]]
|
| | | 6 406 4 60 [[42,100]]
|
| | | 6 407 4 70 [[42,100]]
|
| | | 6 408 4 80 [[42,100]]
|
| | | 6 409 4 90 [[42,100]]
|
| | | 6 410 4 100 [[42,100]]
|
| | | 6 411 4 110 [[42,100]]
|
| | | 6 412 4 120 [[42,100]]
|
| | | 6 413 4 130 [[42,100]]
|
| | | 6 414 4 140 [[42,100]]
|
| | | 6 415 4 150 [[42,100]]
|
| | | 6 416 4 160 [[42,100]]
|
| | | 6 417 4 170 [[42,100]]
|
| | | 6 418 4 180 [[42,100]]
|
| | | 6 419 4 190 [[42,100]]
|
| | | 6 420 4 200 [[42,100]]
|
| | | 6 421 4 210 [[42,100]]
|
| | | 6 422 4 220 [[42,100]]
|
| | | 6 423 4 230 [[42,100]]
|
| | | 6 424 4 240 [[42,100]]
|
| | | 6 425 4 250 [[42,100]]
|
| | | 6 426 4 260 [[42,100]]
|
| | | 6 427 4 270 [[42,100]]
|
| | | 6 428 4 280 [[42,100]]
|
| | | 6 429 4 290 [[42,100]]
|
| | | 6 501 5 3 [[42,100]]
|
| | | 6 502 5 6 [[42,100]]
|
| | | 6 503 5 9 [[42,100]]
|
| | | 6 504 5 12 [[42,100]]
|
| | | 6 505 5 15 [[42,100]]
|
| | | 6 506 5 18 [[42,100]]
|
| | | 6 507 5 21 [[42,100]]
|
| | | 6 508 5 24 [[42,100]]
|
| | | 6 509 5 27 [[42,100]]
|
| | | 6 510 5 30 [[42,100]]
|
| | | 6 511 5 33 [[42,100]]
|
| | | 6 512 5 36 [[42,100]]
|
| | | 6 513 5 39 [[42,100]]
|
| | | 6 514 5 42 [[42,100]]
|
| | | 6 515 5 45 [[42,100]]
|
| | | 6 516 5 48 [[42,100]]
|
| | | 6 517 5 51 [[42,100]]
|
| | | 6 518 5 54 [[42,100]]
|
| | | 6 601 6 7 [[42,100]]
|
| | | 6 602 6 14 [[42,100]]
|
| | | 6 603 6 21 [[42,100]]
|
| | | 6 604 6 28 [[42,100]]
|
| | | 6 605 6 35 [[42,100]]
|
| | | 6 606 6 42 [[42,100]]
|
| | | 6 607 6 49 [[42,100]]
|
| | | 6 701 7 100 [[42,100]]
|
| | | 6 702 7 200 [[42,100]]
|
| | | 6 703 7 300 [[42,100]]
|
| | | 6 704 7 400 [[42,100]]
|
| | | 6 705 7 500 [[42,100]]
|
| | | 6 706 7 600 [[42,100]]
|
| | | 6 707 7 700 [[42,100]]
|
| | | 6 708 7 800 [[42,100]]
|
| | | 6 709 7 900 [[42,100]]
|
| | | 6 710 7 1000 [[42,100]]
|
| | | 6 711 7 1100 [[42,100]]
|
| | | 6 712 7 1200 [[42,100]]
|
| | | 6 713 7 1300 [[42,100]]
|
| | | 6 714 7 1400 [[42,100]]
|
| | | 6 715 7 1500 [[42,100]]
|
| | | 6 716 7 1600 [[42,100]]
|
| | | 6 717 7 1700 [[42,100]]
|
| | | 6 718 7 1800 [[42,100]]
|
| | | 6 719 7 1900 [[42,100]]
|
| | | 6 720 7 2000 [[42,100]]
|
| | | 6 721 7 2100 [[42,100]]
|
| | | 6 722 7 2200 [[42,100]]
|
| | | 6 723 7 2300 [[42,100]]
|
| | | 6 724 7 2400 [[42,100]]
|
| | | 6 725 7 2500 [[42,100]]
|
| | | 6 726 7 2600 [[42,100]]
|
| | | 6 727 7 2700 [[42,100]]
|
| | | 6 728 7 2800 [[42,100]]
|
| | | 6 729 7 2900 [[42,100]]
|
| | | 6 730 7 3000 [[42,100]]
|
| | | 6 731 7 3100 [[42,100]]
|
| | | 6 732 7 3200 [[42,100]]
|
| | | 6 733 7 3300 [[42,100]]
|
| | | 6 734 7 3400 [[42,100]]
|
| | | 6 735 7 3500 [[42,100]]
|
| | | 6 801 8 1 [[42,100]]
|
| | | 6 802 8 2 [[42,100]]
|
| | | 6 803 8 3 [[42,100]]
|
| | | 6 804 8 4 [[42,100]]
|
| | | 6 805 8 5 [[42,100]]
|
| | | 6 806 8 6 [[42,100]]
|
| | | 6 807 8 7 [[42,100]]
|
| | | 6 901 9 500 [[42,100]]
|
| | | 6 902 9 1000 [[42,100]]
|
| | | 6 903 9 1500 [[42,100]]
|
| | | 6 904 9 2000 [[42,100]]
|
| | | 6 905 9 2500 [[42,100]]
|
| | | 6 906 9 3000 [[42,100]]
|
| | | 6 907 9 3500 [[42,100]]
|
| | | 6 908 9 4000 [[42,100]]
|
| | | 6 909 9 4500 [[42,100]]
|
| | | 6 910 9 5000 [[42,100]]
|
| | | 6 911 9 5500 [[42,100]]
|
| | | 6 912 9 6000 [[42,100]]
|
| | | 6 913 9 6500 [[42,100]]
|
| | | 6 914 9 7000 [[42,100]]
|
| | | 6 915 9 7500 [[42,100]]
|
| | | 6 916 9 8000 [[42,100]]
|
| | | 6 917 9 8500 [[42,100]]
|
| | | 6 918 9 9000 [[42,100]]
|
| | | 6 919 9 9500 [[42,100]]
|
| | | 6 920 9 10000 [[42,100]]
|
| | | 6 921 9 10500 [[42,100]]
|
| | | 6 922 9 11000 [[42,100]]
|
| | | 6 923 9 11500 [[42,100]]
|
| | | 6 924 9 12000 [[42,100]]
|
| | | 6 925 9 12500 [[42,100]]
|
| | | 6 926 9 13000 [[42,100]]
|
| | | 6 927 9 13500 [[42,100]]
|
| | | 6 928 9 14000 [[42,100]]
|
| | | 6 929 9 14500 [[42,100]]
|
| | | 6 930 9 15000 [[42,100]]
|
| | | 6 931 9 15500 [[42,100]]
|
| | | 6 932 9 16000 [[42,100]]
|
| | | 6 933 9 16500 [[42,100]]
|
| | | 6 934 9 17000 [[42,100]]
|
| | | 6 935 9 17500 [[42,100]]
|
| | | 6 936 9 18000 [[42,100]]
|
| | | 6 937 9 18500 [[42,100]]
|
| | | 6 938 9 19000 [[42,100]]
|
| | | 6 939 9 19500 [[42,100]]
|
| | | 6 940 9 20000 [[42,100]]
|
| | | 6 1001 10 50 [[42,100]]
|
| | | 6 1002 10 100 [[42,100]]
|
| | | 6 1003 10 150 [[42,100]]
|
| | | 6 1004 10 200 [[42,100]]
|
| | | 6 1005 10 250 [[42,100]]
|
| | | 6 1006 10 300 [[42,100]]
|
| | | 6 1007 10 350 [[42,100]]
|
| | | 6 1008 10 400 [[42,100]]
|
| | | 6 1009 10 450 [[42,100]]
|
| | | 6 1010 10 500 [[42,100]]
|
| | | 6 1011 10 550 [[42,100]]
|
| | | 6 1012 10 600 [[42,100]]
|
| | | 6 1013 10 650 [[42,100]]
|
| | | 6 1014 10 700 [[42,100]]
|
| | | 6 1015 10 750 [[42,100]]
|
| | | 6 1016 10 800 [[42,100]]
|
| | | 6 1017 10 850 [[42,100]]
|
| | | 6 1018 10 900 [[42,100]]
|
| | | 6 1019 10 950 [[42,100]]
|
| | | 6 1020 10 1000 [[42,100]]
|
| | | 6 1021 10 1050 [[42,100]]
|
| | | 6 1022 10 1100 [[42,100]]
|
| | | 6 1023 10 1150 [[42,100]]
|
| | | 6 1024 10 1200 [[42,100]]
|
| | | 6 1025 10 1250 [[42,100]]
|
| | | 6 1026 10 1300 [[42,100]]
|
| | | 6 1101 11 20 [[42,100]]
|
| | | 6 1102 11 40 [[42,100]]
|
| | | 6 1103 11 60 [[42,100]]
|
| | | 6 1104 11 80 [[42,100]]
|
| | | 6 1105 11 100 [[42,100]]
|
| | | 6 1106 11 120 [[42,100]]
|
| | | 6 1107 11 140 [[42,100]]
|
| | | 6 1108 11 160 [[42,100]]
|
| | | 6 1109 11 180 [[42,100]]
|
| | | 6 1110 11 200 [[42,100]]
|
| | | 6 1111 11 220 [[42,100]]
|
| | | 6 1112 11 240 [[42,100]]
|
| | | 6 1113 11 260 [[42,100]]
|
| | | 6 1114 11 280 [[42,100]]
|
| | | 6 1115 11 300 [[42,100]]
|
| | | 6 1116 11 320 [[42,100]]
|
| | | 6 1117 11 340 [[42,100]]
|
| | | 6 1118 11 360 [[42,100]]
|
| | | 6 1119 11 380 [[42,100]]
|
| | | 6 1120 11 400 [[42,100]]
|
| | | 6 1121 11 420 [[42,100]]
|
| | | 6 1122 11 440 [[42,100]]
|
| | | 6 1123 11 460 [[42,100]]
|
| | | 6 1124 11 480 [[42,100]]
|
| | | 6 1125 11 500 [[42,100]]
|
| | | 6 1126 11 520 [[42,100]]
|
| | | 6 1127 11 540 [[42,100]]
|
| | | 6 1128 11 560 [[42,100]]
|
| | | 6 1129 11 580 [[42,100]]
|
| | | 6 1130 11 600 [[42,100]]
|
| | | 6 1131 11 620 [[42,100]]
|
| | | 6 1132 11 640 [[42,100]]
|
| | | 6 1133 11 660 [[42,100]]
|
| | | 6 1134 11 680 [[42,100]]
|
| | | 6 1135 11 700 [[42,100]]
|
| | | 6 1136 11 720 [[42,100]]
|
| | | 6 1137 11 740 [[42,100]]
|
| | | 6 1138 11 760 [[42,100]]
|
| | | 6 1139 11 780 [[42,100]]
|
| | | 6 1140 11 800 [[42,100]]
|
| | | 6 1141 11 820 [[42,100]]
|
| | | 6 1201 12 5 [[42,100]]
|
| | | 6 1202 12 10 [[42,100]]
|
| | | 6 1203 12 15 [[42,100]]
|
| | | 6 1204 12 20 [[42,100]]
|
| | | 6 1205 12 25 [[42,100]]
|
| | | 6 1206 12 30 [[42,100]]
|
| | | 6 1207 12 35 [[42,100]]
|
| | | 6 1208 12 40 [[42,100]]
|
| | | 6 1209 12 45 [[42,100]]
|
| | | 6 1210 12 50 [[42,100]]
|
| | | 6 1211 12 55 [[42,100]]
|
| | | 6 1212 12 60 [[42,100]]
|
| | | 6 1213 12 65 [[42,100]]
|
| | | 6 1214 12 70 [[42,100]]
|
| | | 6 1215 12 75 [[42,100]]
|
| | | 6 1216 12 80 [[42,100]]
|
| | | 6 1217 12 85 [[42,100]]
|
| | | 6 1218 12 90 [[42,100]]
|
| | | 6 1219 12 95 [[42,100]]
|
| | | 6 1220 12 100 [[42,100]]
|
| | | 6 1221 12 105 [[42,100]]
|
| | | 6 1222 12 110 [[42,100]]
|
| | | 6 1223 12 115 [[42,100]]
|
| | | 6 1224 12 120 [[42,100]]
|
| | | 6 1225 12 125 [[42,100]]
|
| | | 6 1226 12 130 [[42,100]]
|
| | | 6 1301 13 5 [[42,100]]
|
| | | 6 1302 13 10 [[42,100]]
|
| | | 6 1303 13 15 [[42,100]]
|
| | | 6 1304 13 20 [[42,100]]
|
| | | 6 1305 13 25 [[42,100]]
|
| | | 6 1306 13 30 [[42,100]]
|
| | | 6 1307 13 35 [[42,100]]
|
| | | 6 1308 13 40 [[42,100]]
|
| | | 6 1309 13 45 [[42,100]]
|
| | | 6 1310 13 50 [[42,100]]
|
| | | 6 1311 13 55 [[42,100]]
|
| | | 6 1312 13 60 [[42,100]]
|
| | | 6 1313 13 65 [[42,100]]
|
| | | 6 1314 13 70 [[42,100]]
|
| | | 6 1401 14 3 [[42,100]]
|
| | | 6 1402 14 6 [[42,100]]
|
| | | 6 1403 14 9 [[42,100]]
|
| | | 6 1404 14 12 [[42,100]]
|
| | | 6 1405 14 15 [[42,100]]
|
| | | 6 1406 14 18 [[42,100]]
|
| | | 6 1407 14 21 [[42,100]]
|
| | | 6 1408 14 24 [[42,100]]
|
| | | 6 1409 14 27 [[42,100]]
|
| | | 6 1410 14 30 [[42,100]]
|
| | | 6 1411 14 33 [[42,100]]
|
| | | 6 1412 14 36 [[42,100]]
|
| | | 6 1413 14 39 [[42,100]]
|
| | | 6 1414 14 42 [[42,100]]
|
| | | 6 1501 15 1 [[42,100]]
|
| | | 6 1502 15 2 [[42,100]]
|
| | | 6 1503 15 3 [[42,100]]
|
| | | 6 1504 15 4 [[42,100]]
|
| | | 6 1505 15 5 [[42,100]]
|
| | | 6 1506 15 6 [[42,100]]
|
| | | 6 1507 15 7 [[42,100]]
|
| | | 6 1508 15 8 [[42,100]]
|
| | | 6 1509 15 9 [[42,100]]
|
| | | 6 1510 15 10 [[42,100]]
|
| | | 6 1511 15 11 [[42,100]]
|
| | | 6 1512 15 12 [[42,100]]
|
| | | 6 1513 15 13 [[42,100]]
|
| | | 6 1514 15 14 [[42,100]]
|
| | |
| | | 5 [] [] 30 2026-6-19 2026-6-25 51 2 24 TotalRechargeDayHoliday
|
| | | 6 [] [] 30 2026-7-23 2026-7-29 51 2 24 TotalRechargeDayHoliday
|
| | | 7 [] [] 30 2026-8-19 2026-8-25 51 2 24 TotalRechargeDayHoliday
|
| | | 8 [] [] 30 2026-9-23 2026-9-29 51 2 24 TotalRechargeDayHoliday
|
| | |
| | | 5 ["ryzj","test","xssg"] [] 30 2026-6-19 2026-6-25 0 19 0 4 23 TotalRechargeHoliday
|
| | | 6 ["ryzj","test","xssg"] [] 30 2026-7-23 2026-7-29 0 19 0 4 23 TotalRechargeHoliday
|
| | | 7 ["ryzj","test","xssg"] [] 30 2026-8-19 2026-8-25 0 19 0 5 23 TotalRechargeHoliday
|
| | | 8 ["ryzj","test","xssg"] [] 30 2026-9-23 2026-9-29 0 19 0 6 23 TotalRechargeHoliday
|
| | | 1000 ["sghy"] [] 10 1 7 0 19 0 201 21 TotalRechargeOSA
|
| | | 1001 ["sghy"] [] 30 2026-5-1 2026-5-7 0 19 0 102 23 TotalRechargeHoliday
|
| | | 1002 ["sghy"] [] 30 2026-5-21 2026-5-27 0 19 0 103 23 TotalRechargeHoliday
|
| | |
| | | 1004 ["sghy"] [] 30 2026-6-19 2026-6-25 0 19 0 104 23 TotalRechargeHoliday
|
| | | 1005 ["sghy"] [] 30 2026-7-23 2026-7-29 0 19 0 104 23 TotalRechargeHoliday
|
| | | 1006 ["sghy"] [] 30 2026-8-19 2026-8-25 0 19 0 105 23 TotalRechargeHoliday
|
| | | 1007 ["sghy"] [] 30 2026-9-23 2026-9-29 0 19 0 106 23 TotalRechargeHoliday
|
| | | 2000 ["xssg"] [[1001,10000]] 39 2026-7-23 2036-7-23 0 3 1 1000 0 TotalRechargeXX
|
| | | 3000 ["test"] [] 11 4 7 1 19 0 102|103|104|105 21 TotalRechargeHoliday
|
| | |
| | | 5 5000 10 [[1038,1],[1044,1],[1055,50],[20,400]]
|
| | | 5 7000 11 [[1038,1],[1044,1],[9,200],[1055,50]]
|
| | | 5 10000 12 [[1038,1],[1044,1],[9,300],[1055,100]]
|
| | | 6 6 0 [[3,100]]
|
| | | 6 30 1 [[3,120],[4,20]]
|
| | | 6 68 2 [[3,200],[4,40],[4513,1]]
|
| | | 6 198 3 [[8,300],[20,30]]
|
| | | 6 328 4 [[8,300],[20,30]]
|
| | | 6 648 5 [[5,100],[10,100],[4810,1]]
|
| | | 6 1000 6 [[3508,1],[20,100]]
|
| | | 6 2000 7 [[1038,1],[9,100]]
|
| | | 6 3000 8 [[1038,1],[1044,1],[1056,25],[5,200]]
|
| | | 6 4000 9 [[1038,1],[1044,1],[1056,25],[20,200]]
|
| | | 6 5000 10 [[1038,1],[1044,1],[1056,50],[20,400]]
|
| | | 6 7000 11 [[1038,1],[1044,1],[9,200],[1056,50]]
|
| | | 6 10000 12 [[1038,1],[1044,1],[9,300],[1056,100]]
|
| | | 101 0.99 0 [[4,10]]
|
| | | 101 4.99 1 [[3,120]]
|
| | | 101 10.99 2 [[3,200]]
|
| | |
| | | 105 749.99 10 [[1038,1],[1044,1],[1055,50],[20,400]]
|
| | | 105 1049.99 11 [[1038,1],[1044,1],[9,200],[1055,50]]
|
| | | 105 1499.99 12 [[1038,1],[1044,1],[9,300],[1055,100]]
|
| | | 106 0.99 0 [[3,100]]
|
| | | 106 4.99 1 [[3,120],[4,20]]
|
| | | 106 10.99 2 [[3,200],[4,40],[4513,1]]
|
| | | 106 30.99 3 [[8,300],[20,30]]
|
| | | 106 49.99 4 [[8,300],[20,30]]
|
| | | 106 99.99 5 [[5,100],[10,100],[4810,1]]
|
| | | 106 149.99 6 [[3508,1],[20,100]]
|
| | | 106 299.99 7 [[1038,1],[9,100]]
|
| | | 106 449.99 8 [[1038,1],[1044,1],[1056,25],[5,200]]
|
| | | 106 599.99 9 [[1038,1],[1044,1],[1056,25],[20,200]]
|
| | | 106 749.99 10 [[1038,1],[1044,1],[1056,50],[20,400]]
|
| | | 106 1049.99 11 [[1038,1],[1044,1],[9,200],[1056,50]]
|
| | | 106 1499.99 12 [[1038,1],[1044,1],[9,300],[1056,100]]
|
| | | 200 6 0 [[3,100]]
|
| | | 200 30 1 [[3,120],[4,20]]
|
| | | 200 68 2 [[3,200],[4,40],[4504,1]]
|
| | |
| | | 1034 0 0 11016_1|12016_1|13016_1|14016_1
|
| | | 1036 0 0 9000_1|9001_1
|
| | | 1037 0 0 5025_1|5026_1|5027_1
|
| | | 1038 0 0 3500_1|3501_1|3507_1 |
| | | 1038 0 0 3500_1|3501_1|3507_1|3508_1 |
| | | 1039 0 0 5031_1|5032_1|5033_1
|
| | | 1040 0 0 3502_1|3503_1
|
| | | 1041 0 0 4500_1|4501_1|4502_1|4503_1|4504_1|4505_1|4506_1
|
| | |
| | | 106 0 2 3505 1 1 10 [35] 200 100
|
| | | 107 0 2 3506 1 1 10 [35] 200 100
|
| | | 108 0 2 3507 1 1 10 [36] 200 100
|
| | | 109 0 2 3508 1 1 10 [36] 200 100
|
| | |
| | | 7045 32 20 1 [] 0 20 41 0 100 0 0 0
|
| | | 7046 32 5 1 [] 0 19 41 0 100 0 0 0
|
| | | 7047 32 3 10 [] 0 50 41 0 40 0 0 0
|
| | | 7048 33 9 1 [] 0 20 42 0 800 0 0 0
|
| | | 7049 33 10 1 [] 0 40 42 0 150 0 0 0
|
| | | 7050 33 8 10 [] 0 20 42 0 180 0 0 0
|
| | | 7051 33 13 2 [] 0 9 42 0 300 0 0 0
|
| | | 7052 33 20 1 [] 0 20 42 0 100 0 0 0
|
| | | 7053 33 5 1 [] 0 19 42 0 100 0 0 0
|
| | | 7054 33 3 10 [] 0 50 42 0 40 0 0 0
|
| | | 11000 100 3 25 [] 2 1 0 18 0 0 0 0
|
| | | 11001 100 1046 1 [] 2 15 0 18 400 800 0 0
|
| | | 11002 100 10000 5 [] 2 20 0 18 100 125 1 5
|
| | |
| | | 3505 1 0 星陨狮 15 0 0 0 0 2000000000 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 5 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
|
| | | 3506 1 0 龙舟 15 0 0 0 0 2000000000 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 5 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
|
| | | 3507 1 0 云间玉兔 15 0 0 0 0 2000000000 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 5 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
|
| | | 3508 1 0 龙虾 15 0 0 0 0 2000000000 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 5 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
|
| | | 4000 1 0 白骨令 15 0 0 0 0 2000000000 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 233 30010 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
|
| | | 4001 1 0 征战令 65 0 0 0 0 2000000000 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 264 1 59 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 4 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
|
| | | 4500 1 0 翎波绘卷 16 0 0 0 0 2000000000 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 4 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
|