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)
| Product Number | 3H32-9-40 |
| Purity | 97 % |
| CAS | 419557-33-8 |
| MDL Number | MFCD01456289 |
| Molecular Formula | C13H9BrN2 |
| Molecular Weight | 273.133 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory