![tert-Butyl (3R)-3-[(3,6-dichloro-1H-pyrazolo[3,4-d]pyrimidin-4-yl)amino]piperidine-1-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-5-JM |
| CAS | 2149583-95-7 |
| MDL Number | MFCD29765767 |
| Molecular Formula | C15H20Cl2N6O2 |
| Molecular Weight | 387.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory