![2-Bromo-1-[2-methyl-6-(trifluoromethyl)pyridin-3-yl]ethanone hydrobromide](data:image/png;base64,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)
| Product Number | 4H56-B-18 |
| CAS | 1377962-47-4 |
| MDL Number | MFCD28040497 |
| Molecular Formula | C9H8Br2F3NO |
| Molecular Weight | 362.972 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 145-150(dec.) ℃
TSCA: Not listed on TSCA inventory