![5,7-Dimethyl-3H,4H-pyrido[2,3-d]pyrimidin-4-one](data:image/png;base64,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)
| Product Number | 4H48-1-026 |
| Purity | 95 % |
| CAS | 1913-72-0 |
| MDL Number | MFCD00138563 |
| Molecular Formula | C9H9N3O |
| Molecular Weight | 175.191 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory