![4-[(E)-(Pyridin-2-ylmethylidene)amino]-5-(trifluoromethyl)-1,2,4-triazole-3-thiol](data:image/png;base64,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)
| Product Number | 7H61-3-4E |
| CAS | 467244-74-2 |
| MDL Number | MFCD05022753 |
| Molecular Formula | C9H6F3N5S |
| Molecular Weight | 273.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory