![(2Z)-2-[(2-Chloro-6-fluorophenyl)methylidene]-1-azabicyclo[2.2.2]octan-3-one](data:image/png;base64,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)
| Product Number | 3H18-7-Z0 |
| CAS | 477848-49-0 |
| MDL Number | MFCD00109575 |
| Molecular Formula | C14H13ClFNO |
| Molecular Weight | 265.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory