![6-(Difluoromethyl)pyrazolo[1,5-a]pyrimidine-3-carbonitrile](data:image/png;base64,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)
| Product Number | 3H37-3-78 |
| CAS | 2149598-67-2 |
| MDL Number | MFCD29767540 |
| Molecular Formula | C8H4F2N4 |
| Molecular Weight | 194.145 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory