![2-Amino-6-bromo-4-[(trifluoromethyl)thio]phenol](data:image/png;base64,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)
| Product Number | 8666-B-X0 |
| Synonyms | 2-Amino-6-bromo-4-[(trifluoromethyl)sulfanyl]phenol; 3-Bromo-2-hydroxy-5-[(trifluoromethyl)thio]aniline |
| Purity | 97 % |
| CAS | 1432075-81-4 |
| MDL Number | MFCD24369703 |
| Molecular Formula | C7H5BrF3NOS |
| Molecular Weight | 288.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory