![3-Bromo-2-[2-(dimethylamino)ethylamino]-5-(trifluoromethyl)pyridine](data:image/png;base64,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)
| Product Number | 3H32-B-7N |
| CAS | 1311280-05-3 |
| MDL Number | MFCD19981372 |
| Molecular Formula | C10H13BrF3N3 |
| Molecular Weight | 312.134 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory