![6-Bromo-2-trifluoromethyl-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
| Product Number | 3H32-B-30 |
| Purity | 95 % |
| CAS | 13577-72-5 |
| MDL Number | MFCD00223329 |
| Molecular Formula | C7H3BrF3N3 |
| Molecular Weight | 266.021 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-B-30
CAS: 13577-72-5
Molecule Weight: 266.021
Formula: C7H3BrF3N3
![6-Bromo-2-methyl-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H31-9-Z2
CAS: 42869-47-6
Molecule Weight: 212.05
Formula: C7H6BrN3
![6-Bromo-2-(hydroxymethyl)-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 4H01-9-24
CAS: 172648-19-0
Molecule Weight: 228.049
Formula: C7H6BrN3O
![7-Bromo-2-methyl-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H31-9-Y8
CAS: 1392102-13-4
Molecule Weight: 212.05
Formula: C7H6BrN3
![6-Bromo-2,7-dimethyl-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H31-9-Z1
CAS: 954238-09-6
Molecule Weight: 226.077
Formula: C8H8BrN3
TSCA: Not listed on TSCA inventory