![5-Methyl-2-(methylsulfanyl)-7H,8H-pyrido[2,3-d]pyrimidin-7-one](data:image/png;base64,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)
| Product Number | 8H66-1-6G |
| Purity | 97.0 % |
| CAS | 850628-76-1 |
| MDL Number | MFCD19980621 |
| Molecular Formula | C9H9N3OS |
| Molecular Weight | 207.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory