![7-[4-(3-Fluoropropoxy)phenyl]-2-methylpyrazolo[1,5-a]pyrimidine](data:image/png;base64,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)
| Product Number | 4H31-3-0B |
| CAS | 478039-30-4 |
| MDL Number | MFCD02571885 |
| Molecular Formula | C16H16FN3O |
| Molecular Weight | 285.322 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory