![3,4-Dichloro-N'-[imidazo[1,2-a]pyridin-6-ylmethylene]benzohydrazide](data:image/png;base64,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)
| Product Number | 4H56-5-LX |
| Purity | 95 % |
| CAS | |
| MDL Number | MFCD31380611 |
| Molecular Formula | C15H10Cl2N4O |
| Molecular Weight | 333.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory