![[2-(5-Trifluoromethyl-pyridin-2-ylsulfanyl)-ethyl]-carbamic acid tert-butyl ester](data:image/png;base64,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)
| Product Number | 8H66-3-2R |
| CAS | 1207192-84-4 |
| MDL Number | MFCD31714189 |
| Molecular Formula | C13H17F3N2O2S |
| Molecular Weight | 322.35 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory