![Ethyl 1-{[2-methyl-6-(trifluoromethyl)pyridin-3-yl]methyl}piperidine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-3-0K |
| CAS | 1308645-62-6 |
| MDL Number | MFCD13194592 |
| Molecular Formula | C16H21F3N2O2 |
| Molecular Weight | 330.351 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory