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3-hydroxybenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
| Product Number | 6H29-1-X2 |
| CAS | 13134-76-4 |
| MDL Number | MFCD00067732 |
| Molecular Formula | C10H8O3S |
| Molecular Weight | 208.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 107-108 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900
EINECS: 236-066-4