![2-(2,2-Dimethylpropanoyl)-3-[(2-indol-3-ylethyl)amino]prop-2-enenitrile](data:image/png;base64,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)
| Product Number | 4H37-1-X9 |
| CAS | 914636-36-5 |
| MDL Number | MFCD03410389 |
| 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