![3-{[(2,4-Dichlorophenyl)methyl]sulfanyl}-5-(trifluoromethyl)-1,2,4-triazol-4-amine](data:image/png;base64,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)
| Product Number | 7H66-7-25 |
| CAS | 449746-30-9 |
| MDL Number | MFCD03536409 |
| 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