![4-[(4-Chlorophenyl)sulfonyl]-3-methylthiophene-2-carbonyl chloride](data:image/png;base64,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)
| Product Number | 6H63-5-10 |
| CAS | 175137-66-3 |
| MDL Number | MFCD00067885 |
| Molecular Formula | C12H8Cl2O3S2 |
| Molecular Weight | 335.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory