![3-{[(4-Bromophenyl)methyl]sulfanyl}-5-(trifluoromethyl)-1,2,4-triazol-4-amine](data:image/png;base64,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)
| Product Number | 7H66-B-13 |
| CAS | 449746-27-4 |
| MDL Number | MFCD03536407 |
| Molecular Formula | C10H8BrF3N4S |
| Molecular Weight | 353.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory