![Dibenzo[b,d]furan-4-boronic acid](data:image/png;base64,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)
| Product Number | 6H60-1-Y1 |
| CAS | 100124-06-9 |
| MDL Number | MFCD00092336 |
| Molecular Formula | C12H9BO3 |
| Molecular Weight | 212.01 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 286-291 ℃
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000