![3-[(2,6-Dimethylmorpholin-4-yl)methyl]benzonitrile](data:image/png;base64,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)
| Product Number | 4H37-1-2V |
| Purity | 95 % |
| CAS | 1016709-98-0 |
| MDL Number | MFCD09928897 |
| Molecular Formula | C14H18N2O |
| Molecular Weight | 230.311 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory