![tert-Butyl 2,4-dichloro-5H,6H,7H,8H-pyrido[3,4-d]pyrimidine-7-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-5-9V |
| Purity | 97.0 % |
| CAS | 916420-27-4 |
| MDL Number | MFCD09025732 |
| Molecular Formula | C12H15Cl2N3O2 |
| Molecular Weight | 304.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 79-81 ℃
TSCA: Not listed on TSCA inventory