![Dibenzo[b,d]thiophene-2,8-diboronic acid](data:image/png;base64,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)
| Product Number | 6H60-1-50 |
| Synonyms | 2,8-Diboronodibenzo[b,d]thiophene; 3,6-Diborono-9-thiafluorene |
| CAS | 761405-37-2 |
| MDL Number | MFCD02323210 |
| Molecular Formula | C12H10B2O4S |
| Molecular Weight | 271.89 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory