![(5-Chlorobenzo[d][1,3]dioxol-4-yl)boronic acid](data:image/png;base64,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)
| Product Number | 6H60-5-0C |
| Purity | 98 % |
| CAS | 2087452-50-2 |
| MDL Number | MFCD31382028 |
| Molecular Formula | C7H6BClO4 |
| Molecular Weight | 200.38 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory