![(2Z)-2-{[2-(Trifluoromethyl)phenyl]methylidene}-1-azabicyclo[2.2.2]octan-3-ol](data:image/png;base64,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)
| Product Number | 4H02-3-Z1 |
| CAS | 477848-11-6 |
| MDL Number | MFCD02081948 |
| Molecular Formula | C15H16F3NO |
| Molecular Weight | 283.294 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory