![3-Bromo-8-chloro-2-methylimidazo[1,2-a]pyrazine](data:image/png;base64,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)
| Product Number | 3H32-D-2J |
| Purity | 97.0 % |
| CAS | 1124321-36-3 |
| MDL Number | MFCD22566142 |
| Molecular Formula | C7H5BrClN3 |
| Molecular Weight | 246.49 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory