![3-[(2-Amino-4-chlorophenyl)amino]-5,5-dimethylcyclohex-2-en-1-one](data:image/png;base64,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)
| Product Number | 4656-5-38 |
| CAS | 39222-71-4 |
| MDL Number | MFCD00129199 |
| Molecular Formula | C14H17ClN2O |
| Molecular Weight | 264.75 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory