![4,6-Dichloro-1-methyl-1H-imidazo[4,5-c]pyridine](data:image/png;base64,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)
| Product Number | 3H32-5-VU |
| Purity | 95 % |
| CAS | 887147-19-5 |
| MDL Number | MFCD21603853 |
| Molecular Formula | C7H5Cl2N3 |
| Molecular Weight | 202.04 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-VU
CAS: 887147-19-5
Molecule Weight: 202.04
Formula: C7H5Cl2N3
![4-Chloro-1-methyl-1H-imidazo[4,5-c]pyridine](data:image/png;base64,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)
PN: 3H32-5-B6
CAS: 50432-68-3
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