![2-(tert-Butyl)-3,7-dichloro-5-(trifluoromethyl)pyrazolo[1,5-a]pyrimidine](data:image/png;base64,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)
| Product Number | 3H32-7-3Q |
| CAS | 655235-54-4 |
| MDL Number | MFCD00178917 |
| Molecular Formula | C11H10Cl2F3N3 |
| Molecular Weight | 312.12 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory