![tert-Butyl 6-bromo-1H-pyrrolo[3,2-c]pyridine-1-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-9-AL |
| Purity | 97 % |
| CAS | 1222809-40-6 |
| MDL Number | MFCD29920614 |
| Molecular Formula | C12H13BrN2O2 |
| Molecular Weight | 297.152 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory