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acid](data:image/png;base64,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)
| Product Number | 6760-1-X5 |
| Synonyms | 4-(Acetamidomethyl)benzeneboronic acid |
| Purity | 97 % |
| CAS | 850568-41-1 |
| MDL Number | MFCD06659818 |
| Molecular Formula | C9H12BNO3 |
| Molecular Weight | 193.01 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 278-280 ℃
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000