![1-Bromo-2-[(trifluoromethyl)sulfanyl]ethane](data:image/png;base64,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)
| Product Number | 5166-B-03 |
| Synonyms | 1-(2-Bromoethylsulfanyl)trifluoromethane |
| CAS | 110480-78-9 |
| MDL Number | MFCD13194114 |
| Molecular Formula | C3H4BrF3S |
| Molecular Weight | 209.02 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory