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3-chloro-5-methoxy-6-methylbenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
| Product Number | 6H66-5-14 |
| CAS | 1056047-21-2 |
| MDL Number | MFCD26743476 |
| Molecular Formula | C14H15ClO3S |
| Molecular Weight | 298.78 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory