![tert-Butyl 2-[(trifluoromethoxy)methyl]piperidine-1-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-3-53 |
| CAS | 1208078-93-6 |
| MDL Number | MFCD08447286 |
| Molecular Formula | C12H20F3NO3 |
| Molecular Weight | 283.291 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory