![2-Bromo-7-chloro-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
| Product Number | 3H31-D-X3 |
| Synonyms | 2-Bromo-4-chloro-7-azabenzimidazole |
| CAS | 1401687-53-3 |
| MDL Number | MFCD22460485 |
| Molecular Formula | C6H3BrClN3 |
| Molecular Weight | 232.47 |
| Units | Price (USD) | Availability |
|---|
PN: 3H31-D-X3
CAS: 1401687-53-3
Molecule Weight: 232.47
Formula: C6H3BrClN3
![7-Chloro-1H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H32-5-50
CAS: 6980-11-6
Molecule Weight: 153.57
Formula: C6H4ClN3
![2-Bromo-5-chloro-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H31-D-X2
CAS: 1401687-54-4
Molecule Weight: 232.47
Formula: C6H3BrClN3
TSCA: Not listed on TSCA inventory