![Ethyl 6-bromopyrazolo[1,5-a]pyridine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H58-9-98 |
| Purity | 97.0 % |
| CAS | 55899-30-4 |
| MDL Number | MFCD17926419 |
| 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