![8-Bromo[1,2,4]triazolo[1,5-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-9-5Z |
| Synonyms | 8-Bromo-[1,2,4]triazolo[1,5-a]pyridine |
| CAS | 868362-18-9 |
| MDL Number | MFCD10699199 |
| Molecular Formula | C6H4BrN3 |
| Molecular Weight | 198.023 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 152-157 ℃
TSCA: Not listed on TSCA inventory