![3-Bromo-6-ethyl-5-methylpyrazolo[1,5-a]pyrimidin-7(4H)-one](data:image/png;base64,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)
| Product Number | 4H17-9-52 |
| CAS | 1403767-27-0 |
| MDL Number | MFCD22581520 |
| Molecular Formula | C9H10BrN3O |
| Molecular Weight | 256.103 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory