![N1-(3,4-Dimethoxyphenethyl)-2-[(3-bromopropanoyl)amino]benzamide](data:image/png;base64,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)
| Product Number | 4648-1-54 |
| CAS | 646506-44-7 |
| MDL Number | MFCD00118390 |
| Molecular Formula | C20H23BrN2O4 |
| Molecular Weight | 435.318 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory