![Bromo-N-[(bromomethyl)sulfonyl]-N-[3-(trifluoromethyl)phenyl]methanesulfonamide](data:image/png;base64,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)
| Product Number | 8869-B-07 |
| CAS | 286367-01-9 |
| MDL Number | MFCD00174736 |
| Molecular Formula | C9H8Br2F3NO4S2 |
| Molecular Weight | 475.09 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory