![Imidazo[1,2-a]pyridine-6-carbonitrile](data:image/png;base64,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)
| Product Number | 3H37-1-2M |
| Purity | 97 % |
| CAS | 106850-34-4 |
| MDL Number | MFCD06659603 |
| Molecular Formula | C8H5N3 |
| Molecular Weight | 143.149 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 160-163 ℃
TSCA: Not listed on TSCA inventory