![2-(Acetamido)-3-[(4-bromophenyl)thio]propanoic acid](data:image/png;base64,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)
| Product Number | 8666-9-X1 |
| CAS | 126253-78-9 |
| MDL Number | MFCD00869819 |
| Molecular Formula | C11H12BrNO3S |
| Molecular Weight | 318.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 152-155 ℃
TSCA: Not listed on TSCA inventory