![Ethyl 3-amino-4-bromobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
| Product Number | 8H66-9-28 |
| CAS | 1227954-68-8 |
| MDL Number | MFCD11615812 |
| Molecular Formula | C11H10BrNO2S |
| Molecular Weight | 300.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory