![3-(5-Bromothien-2-yl)-3-[(trifluoroacetyl)amino]propionic acid](data:image/png;base64,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)
| Product Number | 8H58-B-00 |
| CAS | 194229-21-5 |
| MDL Number | MFCD03425822 |
| Molecular Formula | C9H7BrF3NO3S |
| Molecular Weight | 346.12 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 168-170 ℃
TSCA: Not listed on TSCA inventory