![5-(Difluoromethyl)pyrazolo[1,5-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-3-9F |
| CAS | 2149598-10-5 |
| MDL Number | MFCD29767642 |
| Molecular Formula | C8H6F2N2 |
| Molecular Weight | 168.147 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory