![2-tert-Butyl-7-chloro-5-(trifluoromethyl)pyrazolo[1,5-a]pyrimidine](data:image/png;base64,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)
| Product Number | 3H32-7-X7 |
| Purity | 97 % |
| CAS | 175203-38-0 |
| MDL Number | MFCD00178914 |
| Molecular Formula | C11H11ClF3N3 |
| Molecular Weight | 277.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 70-73 ℃
TSCA: Not listed on TSCA inventory