![4-({[(2-Chloroacetyl)amino]carbonyl}amino)-3-fluorobenzenesulfonyl fluoride](data:image/png;base64,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)
| Product Number | 8662-7-03 |
| CAS | 284674-52-8 |
| MDL Number | MFCD01566702 |
| Molecular Formula | C9H7ClF2N2O4S |
| Molecular Weight | 312.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory