![5-Chloro-6-cyclopropyl-1-methyl-1H-pyrazolo[3,4-b]pyridin-3-amine](data:image/png;base64,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)
| Product Number | 3H30-5-9D |
| Purity | 95 % |
| CAS | 1135283-21-4 |
| MDL Number | MFCD12025852 |
| Molecular Formula | C10H11ClN4 |
| Molecular Weight | 222.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory