![Pyrazolo[1,5-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-1-PP |
| Purity | 97 % |
| CAS | 274-56-6 |
| MDL Number | MFCD08752622 |
| Molecular Formula | C7H6N2 |
| Molecular Weight | 118.139 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory