![4-Chloro-2-({5-chloro-2-[(2,6-dichlorobenzoyl)oxy]phenyl}thio)phenyl 2,6-dichlorobenzoate](data:image/png;base64,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)
| Product Number | 6666-5-03 |
| CAS | 218157-61-0 |
| MDL Number | MFCD00116260 |
| Molecular Formula | C26H12Cl6O4S |
| Molecular Weight | 633.14 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory