![(2Z)-2-[(4-Fluorophenyl)methylidene]-1-azabicyclo[2.2.2]octan-3-one](data:image/png;base64,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)
| Product Number | 4H17-3-Z4 |
| CAS | 209863-77-4 |
| MDL Number | MFCD00440969 |
| Molecular Formula | C14H14FNO |
| Molecular Weight | 231.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory