![2-Morpholino-4-oxo-4H-pyrido[1,2-a]pyrimidine-3-carboxaldehyde](data:image/png;base64,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)
| Product Number | 4H18-1-42 |
| CAS | 302326-01-8 |
| MDL Number | MFCD01550878 |
| Molecular Formula | C13H13N3O3 |
| Molecular Weight | 259.265 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory