![(4-Aminophenyl)[4-(3-phenyl-2-propenyl)piperazino]methanone](data:image/png;base64,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)
| Product Number | 4H30-1-2N |
| CAS | 219989-07-8 |
| MDL Number | MFCD06659559 |
| Molecular Formula | C20H23N3O |
| Molecular Weight | 321.424 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 138 ℃
TSCA: Not listed on TSCA inventory