![3-[(Cyclopropylsulfonyl)amino]benzeneboronic acid](data:image/png;base64,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)
| Product Number | 8669-1-X6 |
| Synonyms | 3-(Cyclopropylsulfonamido)benzeneboronic acid; N-(3-Boronophenyl)cyclopropanesulfonamide |
| CAS | 1072945-67-5 |
| MDL Number | MFCD10699613 |
| Molecular Formula | C9H12BNO4S |
| Molecular Weight | 241.07 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 266-268 ℃
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000