![5,7-Bis(trifluoromethyl)-3-cyano-2-(cyanomethyl)pyrazolo[1,5-a]pyrimidine](data:image/png;base64,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)
| Product Number | 3H37-3-Y7 |
| Purity | 97 % |
| CAS | 338786-45-1 |
| MDL Number | MFCD00141799 |
| Molecular Formula | C11H3F6N5 |
| Molecular Weight | 319.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 138-140 ℃
TSCA: Not listed on TSCA inventory