![7-Bromoimidazo[1,2-a]pyridine-3-carbohydrazide](data:image/png;base64,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)
| Product Number | 4H56-9-B3 |
| CAS | |
| MDL Number | MFCD24850060 |
| Molecular Formula | C8H7BrN4O |
| Molecular Weight | 255.075 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory