![Ethyl 7-bromo-4-oxo-4H-pyrido[1,2-a]pyrimidine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-9-1N |
| CAS | 16867-56-4 |
| MDL Number | MFCD12546518 |
| Molecular Formula | C11H9BrN2O3 |
| Molecular Weight | 297.108 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory