![6-Bromo-8-chloro-[1,2,4]triazolo[4,3-a]pyrazine](data:image/png;base64,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)
| Product Number | 3H32-D-1H |
| Synonyms | 6-Bromo-8-chlorotriazolo[4,3-a]pyrazine |
| CAS | 1334135-75-9 |
| MDL Number | MFCD20501878 |
| Molecular Formula | C5H2BrClN4 |
| Molecular Weight | 233.45 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory