![Ethyl 2-chloro-2-[(2-chloroacetyl)amino]-3,3,3-trifluoropropanoate](data:image/png;base64,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)
| Product Number | 4148-7-09 |
| CAS | 328270-32-2 |
| MDL Number | MFCD00275966 |
| Molecular Formula | C7H8Cl2F3NO3 |
| Molecular Weight | 282.04 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory