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)
| Product Number | 3H44-9-03 |
| Synonyms | 6-Bromo[1,2,4]triazolo[1,5-a]pyrimidine |
| CAS | 89167-24-8 |
| MDL Number | MFCD09971401 |
| Molecular Formula | C5H3BrN4 |
| Molecular Weight | 199.011 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory