![(2Z)-2-[(2-Fluorophenyl)methylidene]-1-azabicyclo[2.2.2]octan-3-one](data:image/png;base64,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)
| Product Number | 4H17-3-Z5 |
| CAS | 55111-33-6 |
| MDL Number | MFCD02081947 |
| 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