![Methyl (2R)-1-[(6-fluoroquinolin-2-yl)methyl]pyrrolidine-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H58-3-R0 |
| CAS | 1221508-41-3 |
| MDL Number | MFCD16295223 |
| Molecular Formula | C16H17FN2O2 |
| Molecular Weight | 288.322 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory