![Methyl 3-nitroimidazo[1,2-a]pyridine-7-carboxylate](data:image/png;base64,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)
| Product Number | 4H54-1-CU |
| CAS | 1823865-12-8 |
| MDL Number | MFCD27995618 |
| Molecular Formula | C9H7N3O4 |
| Molecular Weight | 221.172 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory