![3H-Imidazo[4,5-b]pyridine-6-carbonitrile](data:image/png;base64,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)
| Product Number | 3H37-1-09 |
| Purity | 98 % |
| CAS | 773884-58-5 |
| MDL Number | MFCD06254750 |
| Molecular Formula | C7H4N4 |
| Molecular Weight | 144.137 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H37-1-09
CAS: 773884-58-5
Molecule Weight: 144.137
Formula: C7H4N4
![3H-Imidazo[4,5-b]pyridin-6-ylmethanol](data:image/png;base64,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)
PN: 4H01-1-04
CAS: 1022158-37-7
Molecule Weight: 149.153
Formula: C7H7N3O
![7-Methyl-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H32-1-D8
CAS: 27582-20-3
Molecule Weight: 133.154
Formula: C7H7N3
TSCA: Not listed on TSCA inventory