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)
| Product Number | 8669-3-22 |
| Synonyms | 3-Amino-N-[2-(trifluoromethoxy)ethyl]benzene-1-sulfonamide |
| CAS | 1206524-63-1 |
| MDL Number | MFCD13186658 |
| Molecular Formula | C9H11F3N2O3S |
| Molecular Weight | 284.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory