![5-Amino-2,6-dimethyl-4,5-dihydro-2H-pyrazolo[3,4-d]pyrimidin-4-one](data:image/png;base64,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)
| Product Number | 4H30-1-4N |
| CAS | 114936-13-9 |
| MDL Number | MFCD00220101 |
| Molecular Formula | C7H9N5O |
| Molecular Weight | 179.183 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory