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)
| Product Number | 3H32-5-M4 |
| Synonyms | 5-Chloro-6-azabenzimidazole; 6-Chloro-1H-imidazo[4,5-c]pyridine |
| CAS | 2589-11-9 |
| MDL Number | MFCD11869720 |
| 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 |
TSCA: Not listed on TSCA inventory