![4-[(E)-{[2-(Pentyloxy)phenyl]methylidene}amino]-5-(trifluoromethyl)-1,2,4-triazole-3-thiol](data:image/png;base64,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)
| Product Number | 8H61-3-E5 |
| CAS | 786660-94-4 |
| MDL Number | MFCD06639980 |
| Molecular Formula | C15H17F3N4OS |
| Molecular Weight | 358.38 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory