![Benzyl 2-{[(trifluoromethyl)sulfanyl]methyl}piperidine-1-carboxylate](data:image/png;base64,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)
| Product Number | 8H66-3-19 |
| CAS | 1208078-97-0 |
| MDL Number | MFCD23381909 |
| Molecular Formula | C15H18F3NO2S |
| Molecular Weight | 333.37 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory