![2-[(2-Chloro-3-oxo-5-phenylcyclohex-1-enyl)amino]benzoic acid](data:image/png;base64,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)
| Product Number | 4657-5-12 |
| CAS | 937604-84-7 |
| MDL Number | MFCD00171189 |
| Molecular Formula | C19H16ClNO3 |
| Molecular Weight | 341.79 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory