![5-Bromo-2-chloro-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
| Product Number | 3H31-D-X5 |
| Synonyms | 6-Bromo-2-chloro-7-azabenzimidazole |
| CAS | 1260669-88-2 |
| MDL Number | MFCD18250589 |
| Molecular Formula | C6H3BrClN3 |
| Molecular Weight | 232.47 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-D-X5
CAS: 1260669-88-2
Molecule Weight: 232.47
Formula: C6H3BrClN3
![5-Bromo-1H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H31-9-X7
CAS: 28279-52-9
Molecule Weight: 198.023
Formula: C6H4BrN3
![6-Bromo-2-chloro-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H32-D-Y4
CAS: 438190-89-7
Molecule Weight: 232.47
Formula: C6H3BrClN3
![2-Chloro-1H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H44-5-02
CAS: 104685-82-7
Molecule Weight: 153.57
Formula: C6H4ClN3
![7-Bromo-2-chloro-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H31-D-X7
CAS: 1401687-52-2
Molecule Weight: 232.47
Formula: C6H3BrClN3
TSCA: Not listed on TSCA inventory