![6-Methyl-1H-pyrazolo[3,4-d]pyrimidin-4-amine](data:image/png;base64,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)
| Product Number | 3H30-1-GX |
| CAS | 5326-80-7 |
| MDL Number | MFCD02008690 |
| Molecular Formula | C6H7N5 |
| Molecular Weight | 149.157 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory