![1,5-Dihydro-4H-pyrazolo[3,4-d]pyrimidin-4-one](data:image/png;base64,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)
| Product Number | 4H48-1-75 |
| Synonyms | Allopurinol |
| CAS | 315-30-0 |
| MDL Number | MFCD00599413 |
| Molecular Formula | C5H4N4O |
| Molecular Weight | 136.114 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: >300 ℃
TSCA: Listed on TSCA inventory
EINECS: 206-250-9