![7-Bromo-3-(bromodifluoromethyl)-[1,2,4]triazolo[4,3-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-B-5C |
| CAS | |
| MDL Number | MFCD31922779 |
| Molecular Formula | C7H3Br2F2N3 |
| Molecular Weight | 326.927 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory