![N-[4-Bromo-2-(trifluoromethoxy)phenyl]azepane-1-carbothioamide](data:image/png;base64,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)
| Product Number | 8H67-B-00 |
| CAS | 2197054-46-7 |
| MDL Number | MFCD30188170 |
| Molecular Formula | C14H16BrF3N2OS |
| Molecular Weight | 397.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory