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)
| Product Number | 3H31-9-X4 |
| Synonyms | 4-Bromo-5-azabenzimidazole |
| CAS | 1086398-12-0 |
| MDL Number | MFCD11501213 |
| Molecular Formula | C6H4BrN3 |
| Molecular Weight | 198.023 |
| Units | Price (USD) | Availability |
|---|
PN: 3H31-9-X4
CAS: 1086398-12-0
Molecule Weight: 198.023
Formula: C6H4BrN3
![6-Bromo-1H-imidazo[4,5-c]pyridine](data:image/png;base64,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)
PN: 3H31-9-X6
CAS: 1312440-90-6
Molecule Weight: 198.023
Formula: C6H4BrN3
![4-Bromo-2-methyl-1H-imidazo[4,5-c]pyridine](data:image/png;base64,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)
PN: 3H31-9-Z0
CAS: 1367795-83-2
Molecule Weight: 212.05
Formula: C7H6BrN3
![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
![5-Bromopyrido[3,4-b]pyrazine](data:image/png;base64,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)
PN: 3H32-9-X7
CAS: 1159829-75-0
Molecule Weight: 210.034
Formula: C7H4BrN3
TSCA: Not listed on TSCA inventory