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)
| Product Number | 4H56-9-4E |
| CAS | 1058129-84-2 |
| MDL Number | MFCD26743477 |
| Molecular Formula | C16H15BrN2O2 |
| Molecular Weight | 347.212 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory