![2-(2,6)-Dichlorophenyl-1,2-dihydro-3H-pyrazolo[4,3-c] pyridine-3-one](data:image/png;base64,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)
| Product Number | 4H48-5-AF |
| CAS | 1624261-22-8 |
| MDL Number | MFCD27978455 |
| Molecular Formula | C12H7Cl2N3O |
| Molecular Weight | 280.11 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory