![7-Chloro-2-methylimidazo[4,5-c]pyridine](data:image/png;base64,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)
| Product Number | 3H31-5-BL |
| Purity | 95.0 % |
| CAS | 929074-44-2 |
| MDL Number | MFCD09834589 |
| Molecular Formula | C7H6ClN3 |
| Molecular Weight | 167.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-5-BL
CAS: 929074-44-2
Molecule Weight: 167.6
Formula: C7H6ClN3
![7-Chloroimidazo[4,5-c]pyridine](data:image/png;base64,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)
PN: 3H32-5-B8
CAS: 5975-13-3
Molecule Weight: 153.57
Formula: C6H4ClN3
![4-Chloro-2-methyl-3H-imidazo[4,5-c]pyridine](data:image/png;base64,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)
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
![2-Methylimidazo[4,5-c]pyridine](data:image/png;base64,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)
PN: 3H31-1-F3
CAS: 63604-59-1
Molecule Weight: 133.154
Formula: C7H7N3
TSCA: Not listed on TSCA inventory