![N-[3-Cyano-4,5-dimethyl-1-(2,4,6-trimethylphenyl)-1H-pyrrol-2-yl]acetamide](data:image/png;base64,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)
| Product Number | 4H56-1-837 |
| CAS | 157286-83-4 |
| MDL Number | MFCD18384850 |
| Molecular Formula | C18H21N3O |
| Molecular Weight | 295.386 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory