![Methyl 3-amino-4-bromobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
| Product Number | 8H66-9-25 |
| CAS | 1980045-04-2 |
| MDL Number | MFCD28348430 |
| Molecular Formula | C10H8BrNO2S |
| Molecular Weight | 286.14 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory