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)
| Product Number | 4H15-9-15 |
| CAS | 295787-41-6 |
| MDL Number | MFCD00277859 |
| Molecular Formula | C20H19Br2NO2 |
| Molecular Weight | 465.185 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory