![1H,4H,5H,6H,7H-Pyrazolo[4,3-d]pyrimidine-5,7-dione](data:image/png;base64,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)
| Product Number | 4H48-1-HZ |
| Purity | 97.0 % |
| CAS | 40769-81-1 |
| MDL Number | MFCD16620660 |
| Molecular Formula | C5H4N4O2 |
| Molecular Weight | 152.113 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory