![6-(4-Fluorophenyl)-2-methylpyrazolo[1,5-a]pyrimidin-7-amine](data:image/png;base64,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)
| Product Number | 3H30-3-7N |
| CAS | 439120-67-9 |
| MDL Number | MFCD03012363 |
| Molecular Formula | C13H11FN4 |
| Molecular Weight | 242.257 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory