![(4-Chlorobenzo[b]thiophen-2-yl)methanol](data:image/png;base64,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)
| Product Number | 6H01-5-02 |
| Purity | 95.0 % |
| CAS | 216575-42-7 |
| MDL Number | MFCD11841059 |
| 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