![2-(4-Bromophenyl)-1H-pyrrolo[2,3-c]pyridine](data:image/png;base64,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)
| Product Number | 3H31-9-46 |
| Purity | 97 % |
| CAS | 627511-05-1 |
| MDL Number | MFCD07776599 |
| 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