![4-Chloro-1H-imidazo[4,5-c]pyridine](data:image/png;base64,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)
| Product Number | 3H32-5-2F |
| Purity | 98 % |
| CAS | 2770-01-6 |
| MDL Number | MFCD08689582 |
| Molecular Formula | C6H4ClN3 |
| Molecular Weight | 153.57 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 264 ℃
TSCA: Not listed on TSCA inventory