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3-[(4-bromobenzene)amido]thiophene-2-carboxylate](data:image/png;base64,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)
| Product Number | 8H66-9-14 |
| CAS | 355384-02-0 |
| MDL Number | MFCD01341388 |
| Molecular Formula | C13H10BrNO3S |
| Molecular Weight | 340.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory