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)
| Product Number | 4H48-9-16 |
| Purity | 95 % |
| CAS | 161836-12-0 |
| MDL Number | MFCD03673684 |
| Molecular Formula | C6H4BrN3O |
| Molecular Weight | 214.022 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-9-16
CAS: 161836-12-0
Molecule Weight: 214.022
Formula: C6H4BrN3O
![7-Bromo-1H-imidazo[4,5-c]pyridine](data:image/png;base64,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)
PN: 3H31-9-X5
CAS: 90993-26-3
Molecule Weight: 198.023
Formula: C6H4BrN3
TSCA: Not listed on TSCA inventory