![5-Bromo-2-methyl-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
| Product Number | 3H31-9-Z3 |
| Synonyms | 5-Bromo-2-methyl-1H-imidazo[4,5-b]pyridine; 6-Bromo-2-methyl-7-azabenzimidazole |
| CAS | 219762-28-4 |
| MDL Number | MFCD16657201 |
| Molecular Formula | C7H6BrN3 |
| Molecular Weight | 212.05 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H31-9-Z3
CAS: 219762-28-4
Molecule Weight: 212.05
Formula: C7H6BrN3
![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
![2-Methyl-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H32-1-KQ
CAS: 68175-07-5
Molecule Weight: 133.154
Formula: C7H7N3
TSCA: Not listed on TSCA inventory