![8-Bromo-3-methylimidazo[1,5-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-9-B9 |
| CAS | 1052271-64-3 |
| MDL Number | MFCD18074255 |
| Molecular Formula | C8H7BrN2 |
| Molecular Weight | 211.062 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-9-B9
CAS: 1052271-64-3
Molecule Weight: 211.062
Formula: C8H7BrN2
![7-Bromo-2-methyl-3H-imidazo[4,5-c]pyridine](data:image/png;base64,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)
PN: 3H31-9-Y9
CAS: 929074-39-5
Molecule Weight: 212.05
Formula: C7H6BrN3
TSCA: Not listed on TSCA inventory