![6-Bromoimidazo[1,2-a]pyrazine-8-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-9-1G |
| Purity | 95.0 % |
| CAS | 1196154-13-8 |
| MDL Number | MFCD13189932 |
| Molecular Formula | C7H4BrN3O2 |
| Molecular Weight | 242.032 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory