![O-{4-(4-Chlorophenyl)-6-[(2,6-dichlorobenzyl)thio]-1,3,5-triazin-2-yl} O,O-diethyl phosphothioate](data:image/png;base64,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)
| Product Number | 8H75-5-03 |
| CAS | 649700-23-2 |
| MDL Number | MFCD01570472 |
| Molecular Formula | C20H19Cl3N3O3PS2 |
| Molecular Weight | 550.83 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory