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)
| Product Number | 4H48-9-1U |
| CAS | 1272755-95-9 |
| MDL Number | MFCD18651751 |
| Molecular Formula | C12H13BrN2O |
| Molecular Weight | 281.153 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory