![Methyl 2-[(4-bromo-2-chlorophenyl)amino]-3,4-difluoro-5-nitrobenzoate](data:image/png;base64,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)
| Product Number | 4658-F-01 |
| CAS | 1582770-01-1 |
| MDL Number | MFCD27980618 |
| Molecular Formula | C14H8BrClF2N2O4 |
| Molecular Weight | 421.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory