![4,6-Dimethyl-1H-pyrazolo[3,4-b]pyridin-3-amine](data:image/png;base64,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)
| Product Number | 3H30-1-TG |
| CAS | 41601-44-9 |
| MDL Number | MFCD00124667 |
| Molecular Formula | C8H10N4 |
| Molecular Weight | 162.196 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory