![(2Z)-2-[(2-Fluorophenyl)methylidene]-1-azabicyclo[2.2.2]octan-3-ol](data:image/png;base64,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)
| Product Number | 4H02-3-Z2 |
| CAS | 477848-27-4 |
| MDL Number | MFCD02081952 |
| Molecular Formula | C14H16FNO |
| Molecular Weight | 233.286 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory