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)
| Product Number | 8H63-B-X1 |
| Synonyms | 7-Bromo-5-[(trifluoromethyl)sulfonyl]benzo[d]oxazole; 7-Bromo-1,3-benzoxazol-5-yl trifluoromethyl sulfone |
| CAS | 1440535-17-0 |
| MDL Number | MFCD24850037 |
| Molecular Formula | C8H3BrF3NO3S |
| Molecular Weight | 330.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory