![2-Benzyl-7-bromo-6-methoxy-2-azabicyclo[2.2.1]heptane](data:image/png;base64,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)
| Product Number | 4H07-9-33 |
| CAS | 175204-97-4 |
| MDL Number | MFCD00180701 |
| Molecular Formula | C14H18BrNO |
| Molecular Weight | 296.208 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory