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)
| Product Number | 4H37-1-Y2 |
| Synonyms | 8-Cyano-7-methoxyimidazo[1,2-a]pyridine |
| CAS | 834869-04-4 |
| MDL Number | MFCD09801017 |
| Molecular Formula | C9H7N3O |
| Molecular Weight | 173.175 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 215-218 ℃
TSCA: Not listed on TSCA inventory