![(7-Chlorobenzo[b]thiophen-2-yl)methanol](data:image/png;base64,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)
| Product Number | 6H01-5-00 |
| Purity | 95.0 % |
| CAS | 1171926-62-7 |
| MDL Number | MFCD12032281 |
| Molecular Formula | C9H7ClOS |
| Molecular Weight | 198.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory