![2-[(Acetylthio)methyl]-3-phenylpropanoic acid](data:image/png;base64,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)
| Product Number | 6767-5-X1 |
| Synonyms | 3-(Acetylsulfanyl)-2-benzylpropanoic acid |
| Purity | 96 % |
| CAS | 91702-98-6 |
| MDL Number | MFCD00236751 |
| Molecular Formula | C12H14O3S |
| Molecular Weight | 238.3 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090