![5-Bromo-6-chloro-1H-pyrazolo[3,4-b]pyridine](data:image/png;base64,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)
| Product Number | 3H31-D-0Z |
| Purity | 97 % |
| CAS | 1784380-03-5 |
| MDL Number | MFCD29060202 |
| Molecular Formula | C6H3BrClN3 |
| Molecular Weight | 232.47 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory