![Ethyl 2-[(2-chlorobenzoyl)amino]-2-[(2-chloro-3-pyridyl)amino]-3,3,3-trifluoropropanoate](data:image/png;base64,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)
| Product Number | 4H58-7-04 |
| CAS | 256458-69-2 |
| MDL Number | MFCD00789113 |
| Molecular Formula | C16H10BrFN2O2 |
| Molecular Weight | 361.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory