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)
| Product Number | 3H32-9-3R |
| Synonyms | 2-Bromo-5-(6-bromopyridin-3-yl)pyridine |
| Purity | 90.0 % |
| CAS | 147496-14-8 |
| MDL Number | MFCD09037441 |
| Molecular Formula | C10H6Br2N2 |
| Molecular Weight | 313.98 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory