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)
| Product Number | 8H63-5-X8 |
| Synonyms | 4-[(4-Chlorophenyl)sulfonyl]thiophen-3-amine; 4-Aminothien-3-yl 4-chlorophenyl sulfone |
| CAS | 175201-48-6 |
| MDL Number | MFCD00067899 |
| Molecular Formula | C10H8ClNO2S2 |
| Molecular Weight | 273.75 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory