| 2023-09-28 20:17:07 |
COI1/OUT/239998 |
SO342628 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-106 |
Partner Locations/Customers |
19.0 |
Units |
Done
|
| 2023-09-28 20:17:07 |
COI1/OUT/239998 |
SO342628 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-008 |
Partner Locations/Customers |
78.0 |
Units |
Done
|
| 2023-09-26 02:16:43 |
COI1/OUT/239976 |
SO342586 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-106 |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2023-09-19 02:02:07 |
COI1/OUT/238198 |
SO336489 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-106 |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2023-09-18 21:26:09 |
COI1/OUT/238183 |
SO336442 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-106 |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2023-09-12 20:14:10 |
COI1/OUT/237242 |
SO333383 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-106 |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2023-09-11 21:17:41 |
COI1/OUT/236788 |
SO331679 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-106 |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2023-08-31 17:25:44 |
COI1/OUT/235011 |
SO325867 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-106 |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2023-08-18 23:25:11 |
COI1/OUT/232345 |
SO314512 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-106 |
Partner Locations/Customers |
2.0 |
Units |
Done
|
| 2023-08-10 20:26:49 |
COI1/OUT/231009 |
SO310040 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-106 |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2023-08-10 15:26:18 |
COI1/OUT/230326 |
SO305568 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-106 |
Partner Locations/Customers |
30.0 |
Units |
Done
|
| 2023-07-10 17:29:29 |
COI1/OUT/223847 |
SO286652 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-106 |
Partner Locations/Customers |
3.0 |
Units |
Done
|
| 2023-06-28 00:26:21 |
COI1/OUT/221241 |
SO280634 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-106 |
Partner Locations/Customers |
2.0 |
Units |
Done
|
| 2023-06-02 17:25:19 |
COI1/OUT/217442 |
SO270686 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-106 |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2023-05-26 05:28:58 |
COI1/OUT/215619 |
SO264508 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-106 |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2023-05-25 19:25:20 |
COI1/OUT/215556 |
SO264342 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-106 |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2023-05-09 00:15:27 |
COI1/OUT/211655 |
SO255088 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-106 |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2023-05-04 00:15:34 |
COI1/OUT/210920 |
SO253415 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-106 |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2023-04-27 22:15:33 |
COI1/OUT/209520 |
SO249952 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-106 |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2023-04-27 22:15:33 |
COI1/OUT/209520 |
SO249952 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-106 |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2023-04-27 22:15:33 |
COI1/OUT/209520 |
SO249952 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-106 |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2023-03-28 20:16:09 |
COI1/OUT/196070 |
SO226797 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-206 |
Partner Locations/Customers |
3.0 |
Units |
Done
|
| 2023-02-28 20:15:47 |
COI1/OUT/189539 |
SO212852 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/711-206 |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2023-02-16 22:15:40 |
COI1/OUT/187309 |
SO207850 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2023-02-04 02:15:27 |
COI1/OUT/185390 |
SO201966 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
2.0 |
Units |
Done
|
| 2023-01-17 20:15:26 |
WH/OUT/181917 |
SO194280 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
3.0 |
Units |
Done
|
| 2023-01-12 00:15:36 |
WH/OUT/180379 |
SO190704 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
5.0 |
Units |
Done
|
| 2022-12-29 21:15:30 |
WH/OUT/177812 |
SO184544 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2022-12-23 19:16:15 |
WH/OUT/176734 |
SO182289 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2022-12-16 01:15:28 |
WH/OUT/175054 |
SO178636 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2022-12-16 01:15:28 |
WH/OUT/175054 |
SO178636 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
2.0 |
Units |
Done
|
| 2022-12-14 23:46:10 |
WH/OUT/174330 |
SO176789 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2022-12-13 01:17:31 |
WH/OUT/173927 |
SO175749 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2022-12-08 21:16:32 |
WH/OUT/172711 |
SO173203 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
2.0 |
Units |
Done
|
| 2022-12-03 01:15:27 |
WH/OUT/170996 |
SO168951 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2022-11-24 03:19:11 |
WH/OUT/168570 |
SO164370 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2022-11-18 17:15:21 |
WH/OUT/167369 |
SO161622 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2022-11-16 20:15:51 |
WH/OUT/167125 |
SO161118 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2022-11-15 02:15:36 |
WH/OUT/165908 |
SO158912 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
2.0 |
Units |
Done
|
| 2022-11-11 21:17:07 |
WH/OUT/165716 |
SO158325 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2022-11-11 02:15:30 |
WH/OUT/165267 |
SO157385 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
3.0 |
Units |
Done
|
| 2022-11-08 00:07:11 |
WH/OUT/164540 |
SO155979 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2022-11-08 00:04:43 |
WH/OUT/164420 |
SO155720 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
2.0 |
Units |
Done
|
| 2022-11-04 21:01:52 |
WH/OUT/164232 |
SO155339 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2022-11-04 00:04:36 |
WH/OUT/164029 |
SO154899 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2022-11-04 00:04:33 |
WH/OUT/164026 |
SO154896 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2022-11-02 18:01:27 |
WH/OUT/163157 |
SO153444 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2022-11-02 00:02:09 |
WH/OUT/163162 |
SO153449 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2022-10-27 01:18:11 |
WH/OUT/162181 |
SO151480 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2022-10-27 01:15:23 |
WH/OUT/161959 |
SO151098 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2022-10-21 00:27:07 |
WH/OUT/160626 |
SO148614 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2022-10-20 00:04:16 |
WH/OUT/159868 |
SO146801 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2022-10-11 18:34:33 |
WH/OUT/158121 |
SO142833 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
COI1/Stock/DOCK FLOOR AREA |
Partner Locations/Customers |
1.0 |
Units |
Done
|
| 2022-10-10 22:42:10 |
WH/IN/03822 |
PO04634 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
Partner Locations/Vendors |
COI1/Stock/DOCK FLOOR AREA |
76.0 |
Units |
Done
|
| 2022-10-10 22:41:07 |
WH/IN/03820 |
PO04349 |
[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2 |
|
Partner Locations/Vendors |
COI1/Stock/DOCK FLOOR AREA |
120.0 |
Units |
Done
|
![[6949093543831] Heat-Resistant Glass Tea cup 180ml x 2](data:image/png;base64,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)