![2-[(4-Amino-5-propyl-1,2,4-triazol-3-yl)sulfanyl]-N-[3-(trifluoromethyl)phenyl]acetamide](data:image/png;base64,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)
| Product Number | 8H66-3-45 |
| CAS | 326003-67-2 |
| MDL Number | MFCD01957323 |
| Molecular Formula | C14H16F3N5OS |
| Molecular Weight | 359.37 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory