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)
| Product Number | 3H32-9-4E |
| Synonyms | 5-Bromo-2-(pyridin-3-yl)pyridine |
| Purity | 95.0 % |
| CAS | 774-53-8 |
| MDL Number | MFCD09037420 |
| Molecular Formula | C10H7BrN2 |
| Molecular Weight | 235.084 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
TSCA: Not listed on TSCA inventory
