![6-Chloro-1-methyl-1H-pyrazolo[3,4-d]pyrimidin-4-amine](data:image/png;base64,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)
| Product Number | 3H43-5-00 |
| Purity | 95 % |
| CAS | 5413-96-7 |
| MDL Number | MFCD18793420 |
| Molecular Formula | C6H6ClN5 |
| Molecular Weight | 183.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory