![2-Benzyl-7-bromo-6-[(4-chloro-2,5-dimethylphenyl)thio]-2-azabicyclo[2.2.1]heptane](data:image/png;base64,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)
| Product Number | 7H66-D-04 |
| CAS | 295787-33-6 |
| MDL Number | MFCD00831662 |
| Molecular Formula | C21H23BrClNS |
| Molecular Weight | 436.84 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory