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)
| Product Number | 4H56-5-1C |
| Synonyms | tert-Butyl 4-chloro-5H,7H,8H-pyrido[4,3-d]pyrimidine-6-carboxylate |
| CAS | 1056934-87-2 |
| MDL Number | MFCD08273922 |
| Molecular Formula | C12H16ClN3O2 |
| Molecular Weight | 269.73 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory