![3-Bromo-7-chloro-5,6-dimethylpyrazolo[1,5-a]pyrimidine](data:image/png;base64,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)
| Product Number | 3H32-D-80 |
| CAS | 1429309-40-9 |
| MDL Number | MFCD22690746 |
| Molecular Formula | C8H7BrClN3 |
| Molecular Weight | 260.52 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory