![3-{[(2,6-Dichlorophenyl)methyl]sulfanyl}-5-(trifluoromethyl)-1,2,4-triazol-4-amine](data:image/png;base64,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)
| Product Number | 7H66-7-26 |
| CAS | 686280-44-4 |
| MDL Number | MFCD03847060 |
| Molecular Formula | C10H7Cl2F3N4S |
| Molecular Weight | 343.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory