![Methyl 3-(4-chloro-2-{[3-(chloromethyl)benzoyl]amino}phenoxy)thiophene-2-carboxylate](data:image/png;base64,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)
| Product Number | 8H58-5-33 |
| CAS | 648860-02-0 |
| MDL Number | MFCD01570168 |
| Molecular Formula | C20H15Cl2NO4S |
| Molecular Weight | 436.3 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory