![2-Amino-3-(benzo[b]furan-3-yl)propanoic acid](data:image/png;base64,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)
| Product Number | 4H57-1-93 |
| Synonyms | 3-(1-Benzofuran-3-yl)-DL-alanine |
| CAS | 72071-49-9 |
| MDL Number | MFCD09842026 |
| Molecular Formula | C11H11NO3 |
| Molecular Weight | 205.213 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory