![(1S,4R)-2-Azabicyclo[2.2.1]hept-5-en-3-one](data:image/png;base64,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)
| Product Number | 4H48-1-S8 |
| Synonyms | (+)-Vince lactame |
| CAS | 130931-83-8 |
| MDL Number | MFCD00211275 |
| Molecular Formula | C6H7NO |
| Molecular Weight | 109.128 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 94-97 ℃
TSCA: Not listed on TSCA inventory