![tert-Butyl 3-[(4-fluorophenyl)methyl]-4-oxo-3H,4H,5H,6H,7H,8H-pyrido[4,3-d]pyrimidine-6-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-3-BS |
| CAS | 1781241-50-6 |
| MDL Number | MFCD28805993 |
| Molecular Formula | C19H22FN3O3 |
| Molecular Weight | 359.401 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory