![(2Z)-2-[(Pyridin-2-yl)methylidene]-1-azabicyclo[2.2.2]octan-3-one](data:image/png;base64,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)
| Product Number | 4H17-1-ZF |
| CAS | 410087-17-1 |
| MDL Number | MFCD11845415 |
| Molecular Formula | C13H14N2O |
| Molecular Weight | 214.268 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory