![5-Bromo-1-methyl-1H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
| Product Number | 3H32-9-AH |
| CAS | 1824316-58-6 |
| MDL Number | MFCD22398224 |
| Molecular Formula | C7H6BrN3 |
| Molecular Weight | 212.05 |
| Units | Price (USD) | Availability |
|---|
PN: 3H32-9-AH
CAS: 1824316-58-6
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
TSCA: Not listed on TSCA inventory