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acid](data:image/png;base64,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)
| Product Number | 6H60-1-X2 |
| Synonyms | 1-Benzofuran-2-boronic acid; 2-Boronobenzo[b]furan |
| CAS | 98437-24-2 |
| MDL Number | MFCD00236019 |
| Molecular Formula | C8H7BO3 |
| Molecular Weight | 161.95 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 196-198 ℃
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000