![3-Amino-6-bromo-1H-pyrazolo[4,3-b]pyridine](data:image/png;base64,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)
| Product Number | 3H32-9-6U |
| Synonyms | 6-Bromo-1H-pyrazolo[4,3-b]pyridin-3-amine |
| CAS | 1211516-09-4 |
| MDL Number | MFCD08062675 |
| Molecular Formula | C6H5BrN4 |
| Molecular Weight | 213.038 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory