![2,2'-Dichloro-[4,4']bipyridine](data:image/png;base64,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)
| Product Number | 3H32-5-3R |
| Synonyms | 2-Chloro-4-(2-chloropyridin-4-yl)pyridine |
| Purity | 95.0 % |
| CAS | 53344-74-4 |
| MDL Number | MFCD01106345 |
| Molecular Formula | C10H6Cl2N2 |
| Molecular Weight | 225.07 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory