![Methyl 4-bromothieno[2,3-c]pyridine-2-carboxylate](data:image/png;base64,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)
| Product Number | 8H66-9-12 |
| CAS | 145325-40-2 |
| MDL Number | MFCD08275124 |
| Molecular Formula | C9H6BrNO2S |
| Molecular Weight | 272.12 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory