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)
| Product Number | 3H32-B-51 |
| Synonyms | 3-Bromo-7-(trifluoromethyl)-imidazo[1,2-a]pyrimidine |
| Purity | 96 % |
| CAS | 375857-65-1 |
| MDL Number | MFCD08234995 |
| Molecular Formula | C7H3BrF3N3 |
| Molecular Weight | 266.021 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory