![5-{5-(Benzylthio)-4-[3-(trifluoromethyl)phenyl]-4H-1,2,4-triazol-3-yl}-2-chloropyridine](data:image/png;base64,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)
| Product Number | 7H66-7-44 |
| CAS | 680216-97-1 |
| MDL Number | MFCD00275143 |
| Molecular Formula | C21H14ClF3N4S |
| Molecular Weight | 446.88 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory