![4-Chloro-2-methyl-3H-imidazo[4,5-c]pyridine](data:image/png;base64,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)
| Product Number | 3H31-5-Y1 |
| Synonyms | 4-Chloro-2-methyl-1H-imidazo[4,5-c]pyridine; 7-Chloro-2-methyl-6-azabenzimidazole |
| CAS | 50432-65-0 |
| MDL Number | MFCD18384904 |
| Molecular Formula | C7H6ClN3 |
| Molecular Weight | 167.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-5-Y1
CAS: 50432-65-0
Molecule Weight: 167.6
Formula: C7H6ClN3
![6-Chloro-2-methyl-3H-imidazo[4,5-c]pyridine](data:image/png;base64,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)
PN: 3H31-5-Y0
CAS: 7205-42-7
Molecule Weight: 167.6
Formula: C7H6ClN3
![4-Chloro-1H-imidazo[4,5-c]pyridine](data:image/png;base64,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)
PN: 3H32-5-2F
CAS: 2770-01-6
Molecule Weight: 153.57
Formula: C6H4ClN3
![7-Chloro-2-methylimidazo[4,5-c]pyridine](data:image/png;base64,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)
PN: 3H31-5-BL
CAS: 929074-44-2
Molecule Weight: 167.6
Formula: C7H6ClN3
![4,6-Dichloro-1H-imidazo[4,5-c]pyridine](data:image/png;base64,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)
PN: 3H31-5-5X
CAS: 2589-12-0
Molecule Weight: 188.01
Formula: C6H3Cl2N3
TSCA: Not listed on TSCA inventory