![Methyl 2-{1-[(6-fluoroquinolin-2-yl)methyl]piperidin-4-yl}acetate](data:image/png;base64,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)
| Product Number | 4H58-3-63 |
| CAS | 1228095-63-3 |
| MDL Number | MFCD16883049 |
| Molecular Formula | C18H21FN2O2 |
| Molecular Weight | 316.376 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory