![6-Bromoimidazo[1,2-a]pyrazine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 6H21-9-X4 |
| Purity | 97 % |
| CAS | 1000018-56-3 |
| MDL Number | MFCD09414724 |
| 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