![tert-Butyl 2,4-dihydroxy-5H,6H,7H,8H-pyrido[4,3-d]pyrimidine-6-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-723 |
| Purity | 97.0 % |
| CAS | 880257-39-6 |
| MDL Number | MFCD26096482 |
| Molecular Formula | C12H17N3O4 |
| Molecular Weight | 267.285 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory