![Ethyl 1,3-dimethyl-4-(propylamino)-1H-pyrazolo[3,4-b]pyridine-5-carboxylate](data:image/png;base64,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)
| Product Number | 4H58-1-04E |
| Purity | 95 % |
| CAS | 1775811-95-4 |
| MDL Number | MFCD32666065 |
| Molecular Formula | C14H20N4O2 |
| Molecular Weight | 276.34 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory