![3-Bromo-5-chloropyrazolo[1,5-a]pyrimidine](data:image/png;base64,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)
| Product Number | 3H32-D-85 |
| CAS | 960613-96-1 |
| MDL Number | MFCD11520857 |
| Molecular Formula | C6H3BrClN3 |
| Molecular Weight | 232.47 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 125-128 ℃
TSCA: Not listed on TSCA inventory