![Methyl 8-bromoimidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-9-21 |
| CAS | 1234616-08-0 |
| MDL Number | MFCD17016026 |
| Molecular Formula | C9H7BrN2O2 |
| Molecular Weight | 255.071 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 125-128 ℃
TSCA: Not listed on TSCA inventory