![3-chloro-2-(4-nitrophenyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 4H54-5-5Q |
| CAS | 1802819-70-0 |
| MDL Number | MFCD32215137 |
| Molecular Formula | C13H8ClN3O2 |
| Molecular Weight | 273.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory