![1H-Pyrrolo[2,3-b]pyridin-4-ylboronic acid](data:image/png;base64,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)
| Product Number | 8H60-1-QZ |
| Purity | 98 % |
| CAS | 1246761-84-1 |
| MDL Number | MFCD09027598 |
| Molecular Formula | C7H7BN2O2 |
| Molecular Weight | 161.96 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory