![3-Bromo-6-chloroimidazo[1,2-a]pyrazine](data:image/png;base64,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)
| Product Number | 3H32-D-21 |
| CAS | 1214875-36-1 |
| MDL Number | MFCD14581529 |
| Molecular Formula | C6H3BrClN3 |
| Molecular Weight | 232.47 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory