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)
| Product Number | 8H66-B-X0 |
| Synonyms | 7-Bromo-5-[(trifluoromethyl)sulfanyl]-1,3-benzoxazole; 7-Bromo-5-[(trifluoromethyl)mercapto]benzo[d]oxazole |
| CAS | 1432075-83-6 |
| MDL Number | MFCD24369702 |
| Molecular Formula | C8H3BrF3NOS |
| Molecular Weight | 298.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory