![6-Chloro-3-(trifluoromethyl)-1H-pyrazolo[3,4-d]pyrimidine](data:image/png;base64,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)
| Product Number | 3H32-7-CQ |
| Purity | 95 % |
| CAS | 1211590-25-8 |
| MDL Number | |
| Molecular Formula | C6H2ClF3N4 |
| Molecular Weight | 222.56 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory