![5-(1,3-Dimethyl-1H-pyrazol-4-yl)-7-(trifluoromethyl)-4,5,6,7-tetrahydropyrazolo[1,5-a]pyrimidine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-3-7B |
| CAS | 1005560-38-2 |
| MDL Number | MFCD03420226 |
| Molecular Formula | C13H14F3N5O2 |
| Molecular Weight | 329.283 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory