![2-[(3-Methylbenzo[b]thiophen-2-yl)carbonyl]benzoic acid](data:image/png;base64,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)
| Product Number | 6H29-1-11 |
| CAS | 175203-98-2 |
| MDL Number | MFCD00173843 |
| Molecular Formula | C17H12O3S |
| Molecular Weight | 296.34 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory