![4-Chloro-5-methyl-5,6-dihydropyrido[2,3-d]pyrimidin-7(8H)-one](data:image/png;base64,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)
| Product Number | 4H48-5-CH |
| CAS | 1177447-31-2 |
| MDL Number | MFCD23098931 |
| Molecular Formula | C8H8ClN3O |
| Molecular Weight | 197.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory