![Ethyl 6-bromopyrazolo[1,5-a]pyridine-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-9-17 |
| CAS | 1176413-18-5 |
| MDL Number | MFCD16657731 |
| Molecular Formula | C10H9BrN2O2 |
| Molecular Weight | 269.098 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory